National Library of Scotland llllillfllllllll ★ B000355870 FSit ENCYCLOPAEDIA BRITANNICA. EIGHTH EDITION. ENCYCLOPEDIA B Pi IT AN MCA, EIGHTH EDITIONT. In every country where Science and Literature have been long and successfully cultivated, and books extensively multiplied, attempts more or less skilful have been made to reduce the mass of information to a compendious and regulated form, and to furnish a ready access to its varied details by means of Encyclopaedias. Of the importance and advantages of such publica tions, there can scarcely be two opinions. Executed on a plan sufficiently comprehensive, they ought to embrace all the departments of human learning, rendering the Alphabet a ready key, not only to the Arts and Sciences, but to the multiplied details of History, Biography, Geo¬ graphy, and Miscellaneous Literature. A work thus constructed is not only valuable to the Scholar and the man of Science as a Dictionary of Universal Reference, but the subjects being treated in a form consistent with Systematic Exposition, as well as with Alphabetical Arrange¬ ment, the book becomes an inestimable treasure to those who, although they cannot afford leisure for very laborious research or profound investigation, are yet desirous to possess that general information on all subjects which constitutes an intelligent and well-informed man. Among books of this class, the Encyclopedia Britannica has long been conspicuously eminent. As a Great Repertory of Human Knowledge, it has continued since 1771 to accumulate the ever-increasing treasures of Science and Literature. It was first published in three volumes 4to, 1771 ; next, in ten volumes, in 1778; in eighteen volumes in 1797, to which was added the Supplement, in two volumes, by Bishop Gleig, in 1801; this was fol¬ lowed by an edition, in .twenty vofr^i^lSlO ; and other two editions during the succeeding ten years ; to which was added'^celebrated Supplement, in six volumes 4to, edited by Pro¬ fessor Napier, commenced in 1815, and finished in 1824. The. Seventh Edition, which was completed in 1842, embodied whatever remained valuable in the previous editioiS and in the Supplements, and was further enhanced in value by the addition of'some ofvthe most celebrated disqnisitions which have adorned the literature the nineteenth century. The publication thus of .Seven Editions with successive improve¬ ments, and the Sale of 35,000 copies, not during an excitement raised by a factitious reputa- . tion/ but during a succession of years, in which the work was tested and approved by the most a'beomplished and scientific scholars, remains an irrefragable proof of its unquestionable merit, and have'given it so decided a preference in public favour, that its popularity, instead of suffer- / • , ENCYCLOPAEDIA BRITANNICA, EIGHTH EDITION. ing diminution from rivalship, has steadily continued to increase, and never stood higher than at the present time. It has been the leading object of its conductors to combine abstract w.th pract.cal, and sol.d with pleasing information, in such proportions as would be most useful and most acceptable to the public, to deliver the truths of Science in the most accurate and intelhgible form, and, at the same time, to pay due attention to those branches of knowledge, which, though not admitting of a scientific shape, are yet deservedly popular, and have a powerful influence on the taste, habits, and character of the individual,-in a word, to render the Work at once a Dimo^nv of Science, a Copious Abstract of Literature and Philosophy, and a Book of Universal Reference. . The Eighth Ebition will undergo careful revision and extensive alterations, so as to be accommodated to the improved taste and advanced intelligence of the times. Arrangements are accordingly made to secure the co-operation of the most eminent living Authors, who have con- 'tributed treatises in the various departments of Science, Literature, the Arts, Manufactures, Commerce, Statistics, and General Knowledge, to supersede those now rendered obsolete by the progress of discovery, improvements in the Arts, or the general advancement of society. “ In giving effect to the extensive plan of reconstruction thus adopted, due consideration will, at the same “time, be given to the great and permanent value of many of those Articles and Treatises with which the former Editions were enriched. The possession of these invaluable contributions forms, indeed, a characteristic feature of the Work, and gives it a decided pre- eminence over every other publication of its class. To the Gentleman and the Merchant, to the Agriculturist and the Manufacturer, to the Clergyman and the Layman, to the Student of Science or Philosophy and the Cultivator of Literature or the Fine Arts, the Encyclopsedia Britannica will prove an acquisition of the highest value. The great scope of its information also recommends it to Emigrants and other person resident in quarters where access to books is difficult, or whose fortunes do not permit them the enjoyment of extensive libraries. To all such the Publishers confidently recommend the Encyclopedia Britannica, as a Work deserving of their confidence and support, and worthy of the National Name. EDINBURGH: ADAM AND CHARLES BLACK. [Edinburgh, August 1, 1853. LIST OF WOKKS PUBLISHED BY ADAM AND CHARLES BLACK. NEW WORKS IN THE PRESS. Waverley Novels. A New Library Edition,, containing all the latest cor¬ rections of the Author, Uniform with the Standard English Authors. To he completed in Twenty-five Volumes, demy 8vo. Price 9s. Publishing Monthly. The printing, however, is proceeding more rapidly, so that those who desire to complete their Sets before the termination of the periodical issue, will have an opportu¬ nity of doing so on the 1st of November 1853. Each volume contains a complete Novel or Novels, illustrated with a frontispiece and Vignette, painted and engraved by the most eminent Artists of the day. Lay of the Last Minstrel. By Sir Walter Scott, Bart. New Edition, with the Author’s last Introductions, Notes, Corrections, and Additions. With One Hundred Illustrations, by Birket Foster and John Gilbert. Beautifully printed on a warm tinted paper, uniform with the Illustrated Edition of the Lady of the Lake, Long¬ fellow’s Poems, &c. Notes on Norway and its Glaciers. Followed by Journals of Three Excursions in the High Alps of Dauphine, Berne, and Savoy, in¬ cluding the Ascent of the Jungfrau. By James D. Forbes, F.E.S., &c. &c., Professor of Natural Philosophy in the University of Edinburgh, and Author of “ Travels through the Alps.” With numerous Woodcuts and Coloured Lithographed Illustrations. Eoyal 8vo. Class-Book of Botany. Being an Introduction to the Study of the Vegetable Kingdom. Part II. \egetable Physiology, and Systems of Classification, &c. By J. H. Balfour, M.D., F.E.S.E., Regius Keeper of the Royal Botanic Garden, Professor of Medicine and Botany in the University of Edinburgh, &c., &c. With numerous Illustrations. Demy 8vo. 4 ADAM AND CHARLES BLACK'S PUBLICATIONS. NEW WORKS JUST PUBLISHED. The Ladv of the Lake. New Illustrated Edition. By Sir Walter Scott, Bart. Including all his latest Copyright Notes, Various Keadings Tud Additions. Exquisitely Illustrated by Birket Foster and John Gilbert, uniform noth the Illustrated Editions of Thomson, Goldsmith, and Longfellow’s Poems, forming a beautiful and aPPXlll“o0nks of the Scenery are from Sketches drawn on the spot during the past summer by Mr Foster expressly for this Work, and comprise all the principal places alluded " ^Tjloth, gilt edges, 15s.; morocco, elegant or antique, 21s.; morocco elegant, bound by Hayday, 24s. ^ Life of Sir Walter Scott. New Edition, in One Volume. By J. G. Lockhart. With Twelve Engravings. Cloth, 7s. 6d.; extra, gilt edges, 8s. 6d. HI. Poetical Works of Sir Walter Scott. New Edition, in One Vol. Foolscap 8vo, portable size, including The Lord oe the Isles, ^ Poetry contained in no other edition of the same size. With a Life of Sooxr, and Illustrations on Wood and Steel. Foolscap 8vo, handsomely bound in cloth, gilt edges, os.; morocco antique, gilt edges, 10s.or crown Svo.with additional Engravings, 6s.; morocco antique, gilt edges, 10s. 6d. 1Y. Treatises and Essays on Subjects connected with Economical Policy ; with Biographical Sketches of Quesnay, Smith, and Ricardo. By J. R. M'Chlloch, Esq., Author of the Commercial Dictionary, &c. 8vo, 14s., cloth. Y. Treatise on Biblical Criticism. By Samuel Davidson, D.D., Author of “ Ecclesiastical Polity of the New Testament,” “ Introduction to the New Testament," “ Sacred Hermeneutics Developed and Applied,” &c. Two vols. 8vo, 28s., c ot . VI. Elementary Greek Grammar. By Db L. Schmitz, F.R.S.E., Rector of the High School, Edinburgh, &c. &c. Limited to the Attic Dialect but more compre¬ hensive than the Grammars commonly used in our Schools. The Irregular Verbs are Simplified by a system of Classification, and the rules of Syntax contain all that is essential to a thorough knowledge of the Greek Language. 12mo, os. Gd., cloth. ADAM AND CHARLES BLACK’S PUBLICATIONS. 5 NEW WORKS JUST PUBLISHED— VII. Life of Lord Jeffrey. By Lord Cockburn, one of the Judges of the Court of Session. Second Edition. Two vols. 8vo, 25s., cloth. “ Our expectations on taking up these volumes were very high, and they have not been disappointed. The book contains a variety of excellent matter, and the Letters of Lord Jeffrey will heighten the respect that attaches to his name.”—Athenaeum. “ Taken altogether, this is a most pleasing and satisfactory book.”—Examiner. “ One of the letters we would fain give entire, as not only one of the best in the volume, but one of the happiest pieces of epistolary writing in the language.”—Literary Gazette. VIII. The Christian World Unmasked. New Edition. Edited, and with a Life of Berridge, by the Rev. Dr Guthrie, Minister of Free St John’s, Edinburgh. 12mo, cloth, 2s. 6d.; gilt edges, 3s.; sewed, 2s. “ The book which we introduce anew to the public, has survived the test of years, and still stands towering above things of inferior growth like a cedar of Lebanon. Its subject is all-important; in doctrine it is sound to the core ; it glows with fervent piety ; it exhibits a most skilful and unsparing dissection of the dead professor ; while its style is so remarkable, that he who could preach as Berridge has written, would hold any congregation by the ears.”—Editor’s Preface. IX. Uncle Tom’s Cabin. Highly Illustrated Edition. By Mrs H. Beecher Stowe, with One Hundred and Thirty Illustrations by Matthew Urlwin Sears, Frontispiece by John Gilbert, and Vignette by Phiz. Cloth, gilt edges, 10s. 6d. X. Black’s Picturesque Guide to the Trosachs, Loch Catrine, Loch Lomond, and Central Touring District of Scotland. Exquisitely illustrated by Birket Foster, Esq., from Sketches taken on the spot during the Summer of 1852. Foolscap 8vo, cloth, 5s. Notwithstanding the many Guide-Books to this famed, and of all others, most frequented part of Scotland, there has not as yet appeared one which, while it fulfilled its professed object, viz., the guidance of Tourists to all the localities deserving their partial or casual notice, would serve at the same time as a worthy memorial of that Scenery which, from the time of Sir Walter Scott, has never ceased to delight crowds of visitors from all parts of the World. This desideratum the Publishers now desire to supply by the Work in question, upon the production of which, neither expense nor labour have been spared to make it everything that could be desired by the Tourist and admirer of Nature. *** A Cheap Edition of this Work has also been published without the Woodcuts. Price Is. 6 ADAM AND CHARLES BLACK’S PUBLICATIONS. BLACK’S ATLASES. LAST EDITIONS, WITH ALL THE LATEST DISCOVERIES. Black’s General Atlas of the World, 1853. Containing Seventy-one Maps, engraved on Steel, in the first style of the Art, hy Sidney Hall, Hughes, and others ; with Introductory Chapters on the Geography and Statistics of the differ¬ ent Countries in the World, and an Index of all the Names occurring in the several Maps, amounting to above 60,000, with their Latitude and Longitude, and the number of the Map in which they will he found. New Edition, containing all the latest discoveries in Australia, Cali¬ fornia, Africa, and Capt. Inglefield’s in the Arctic Regions, with numerous improvements and ad¬ ditions. Strongly and elegantly half-hound in morocco, with gilt leaves. Price £2,16s. This work is published on the plan of small impressions, and frequent new and corrected issues. The publishers are thus enabled to take advantage of every discovery as it appears, and to offer the public an Atlas that can be relied upon for accuracy, beauty, and comprehensiveness. “ Large enough to be distinct, without being so large as to be unwieldy ; it has all that any one can require for general use, and all that could be introduced, without making it too bulky or too expensive, and so counter¬ balance its principal intention.”—Church or England Quarterly Review. Black’s School Atlas. New Edition, with the principal Maps required for Instruction m Physical, Ancient, and Scrip¬ ture Geography. A Series of Thirty-seven Maps, by W. Hughes, F.R.G.S., late Professor of Geography in the College for Civil Engineers, Sidney Hall, and John Bartholomew ; with an Index of Names, exhibiting the Latitude and Longitude of places, and reference to the Maps. Royal 4to or 8vo, half-bound, 10s. 6d. “ The best Atlas of Modern Geography that has yet fallen in our way; it is at once a duty and a pleasure to recommend it.”'—English Journal of Education. Black’s Beginners’ Atlas. A Series of Twenty-seven Coloured Maps of the Principal Countries in the World. In oblong 12mo, price 2s. 6d., cloth ; Is. in paper cover. Black’s County Atlas of Scotland. Containing Maps of all the Counties, in their Parochial and District Divisions, with the Railways, places of Historical and Legendary Note, Memoranda of Battles and former Bounda¬ ries ; a General Map of Scotland; and a Series of Eight Historical Maps, exhibiting the Geo- graphy of the Country.from the 1st to the 19th Century. To which are added, Descriptions oi Scotland and each of the separate Maps, and a complete Index to all the Parishes, shewing respectively their Population, the County, Presbytery, and Synod in which each is situated, and the Post-Town. Quarto, coloured, 21s., cloth. ADAM AND CHARLES BLACK’S PUBLICATIONS. WORKS BY JOHN KITTO, D.D. Cyclopaedia of Biblical Literature. By John Kitto, D.D., F.S.A., Editor of “ The Pictorial Bible,” &c., &e. Assisted by numerous able Scholars and Dirines, British, Continental, and American, whose Initials are affixed to their respective contributions. Illustrated by Maps, Engravings on Steel, and 554 Engravings on 5iVbod. In Two thick 'S/ olumes 8vo, £3, cloth. “ It is not too much to say, that this Cyclopaedia surpasses every Biblical Dictionary which has preceded it, and that it leaves nothing to be desired in such a work, which can throw light on the criticism, interpretation, his¬ tory, geography, archaeology, and physical science of the Bible. It is beautifully printed, and is illustrated with fourteen engravings of maps and views, besides more than five hundred well-executed, woodcuts of subjects calcu¬ lated to elucidate the Holy Scriptures.”—Horne’s Introduction to the Critical Analysis of the Scriptures, Ninth Edition, vol. v., p. 437- “ In the Cyclopaedia before us, we recognise the closeness of the connection between the Scriptural and pro¬ fane subjects of the ancient world ; the learning and ability with which the one class is made to throw light upon the other ; the industry with which obsolete usages are again restored to the knowledge of mankind ; the acute criticism which is made to bear on the most disputed forms and things of revelation ; and the extraordinary illus¬ tration which the most recondite subjects receive at the hands of the contributors.”—Athen-eum. Popular Dictionary of the Bible. By John Kitto, D.D., F.S.A., &c.. Editor of the Pictorial Bible. Illustrated by 336 En¬ gravings on Wood. 8vo, 10s. 6d., cloth or half-bound calf. This work is studiously accommodated to the wants of the great body of the religious public. To Parents, to Sunday School Teachers, to Missionaries, and to all engaged, either statedly or occasionally, in the important business of Biblical Education, the volume is confidently recom¬ mended as the most valuable Compendium of Bible Knowledge for the People which has ever appeared in this country. History of Palestine Illustrated. A new Edition, with Map and upwards of 200 Illustrations. Small 8vo, 6s., cloth; 6s. 6d., cloth, gilt edges. History of Palestine for Schools. From the Patriarchal Age to the Present Time ; with Introductory Chapters on the Geo¬ graphy and Natural History of the Country, and on the Customs and Institutions of the Hebrews, By John Kitto, D.D., F.S.A., Editor of “ The Pictorial Bible,” &c., &c. With Questions for examination, by Alexander Reid, LL.D., Rector of the Edinburgh Institution. 12mo, 3s. 6d., or with Map of Palestine, 4s., bound. 8 ADAM AND CHARLES BLACK’S PUBLICATIONS, SIR WALTER SCOTT’S WRITINGS AND LIFE. WITH THE AUTHOR’S LAST INTRODUCTIONS, NOTES, AND ADDITIONS. Waverley Novels. 45s.; 50s.; £3, 13s, 6d.; £7, 4s.; £10,16s. EACH NOVEL MAY BE HAD SEPARATELY AT THE FOLLOWING PRICES. Abbot, Anne of Geierstein, Antiquary, Betrothed—Highland Widow Black Dwarf, &e., Bride of Lammermoor, Count Robert of Paris, Fair Maid of Perth, . Fortunes of Nigel, Guy Mannering, Heart of Mid-Lothian, Ivanhoe, Kenilworth, 1/9 21- 18 2/- i/6 1/4 1/8 2- 1/11 1/9 2/3 1/11 1/11 Legend of Montrose, &c.. Monastery, Old Mortality, Peveril of the Peak, . I Pirate, . Quentin Durward, Redgauntlet, Rob Roy, St Ronan’s Well, Surgeon’s Daughter, &c.. Talisman—Two Drovers, &c., Waverley, Woodstock, 1 6 1/9 2/6 111 1/11 1/10 1/11 1/9 2 6 1/9 21- I. People’s Edition. 5 Vote., royal 8vo, sewed, £2, 5s.; cloth, £2, 10s. With Portrait, Fac-simile, and Vignette Titles, after designs by Harvey. II. Cabinet Edition. In 25 Vote., foolscap 8vo, cloth, £3, 13s. 6d. With Vignettes, Fac-simile, and Engraving from Greenshield’s Statue of the Author. III. Author’s Favourite. In 48 Vote., foolscap 8vo, cloth, £7, 4s. With Ninety-Six Engravings on Steel by the most eminent Artists. IV. Abbotsford Illustrated Edition. 12 Vote., super-royal 8vo, cloth, £10,16 With 120 Engravings on Steel, and nearly 2000 on Wood. 0 ADAM AND CHARLES BLACK’S PUBLICATIONS, SIR WALTER SCOTT’S WRITINGS—(co^'nw^), Poetical Works. 5s., 6s., 10s., 18s., 24s., 36s. I POCKET EDITION FOR TOURISTS. Lay of the Last Minstrel—Marmion—Lady of the Lake—Rokeby—and Lord of the Isles. Illuminated Covers, gilt edges, Is. 3d. each. Cloth, lettered, Is. 6d.,; full bound morocco, 2s. 6d. II. —New Edition in One Yol., portable size, including The Lord of the Isles, and a variety of other Copyright Poetry contained in no other pocket edition. With a Life of Scott, and Illustrations on Wood and Steel. Foolscap Bvo, cloth, gilt edges, 5s.; or crown 8vo, with additional Engravings, 6s. III. —In One Yol., royal 8vo, cloth, 10s. People’s Edition, with Yignette Title, and Fac-simile. THE SAME, large paper, with 26 Engravings from Turner, &c., forming a companion to the Novels, Abbotsford Edition. Cloth, lettered, 18s. ; full morocco, elegant, 32s. IV. —In Six Vols., fcp. 8vo, cloth, 24s., with 12 Engravings after Turner, and Fac-simile. V. —In Twelve Vols., fcp. 8vo, cloth, £1, 16s., with 24 Engravings from Turner’s Designs. *** No separate Poem, or collected edition of Poems, by Sir Walter Scott, is complete, unless it bear the imprint of A. G. Black; The Lord of the Isles, and other principal Poems, Notes, &fc., being copyright. Prose Works. 26s.; £4, 4s. I. —In Three Vols., royal 8vo, cloth, lettered, £1, 6s. II. —In Twenty-eight Volumes, cloth, lettered, £4, 4s., with 56 Engravings from Turner ; Por¬ traits and Maps. Tales of a Grandfather. 6s.; 10s. 6d.; 15s. I. —In One Vol., royal 8vo, cloth, 6s. THE SAME, large paper, with 11 Engravings after Turner. Cloth, 10s. 6d. II. —Numerous Illustrations, 3 vols., cloth, 12s., extra, gilt edges, 15s. III. —(HISTORY OF FRANCE). By Sir Walter Scott. Numerous Illustrations. Cloth 4s. ; extra, gilt edges, 5s. 10 ADAM AND CHARLES BLACK’S PUBLICATIONS. LIFE AND WRITINGS OF SIR WALTER SCOTT—{continued). Life of Napoleon Bonaparte. 10s., 18s., 20s. I. —In One Vol., royal 8vo, uniform with the People’s Edition, Set No. III. Cloth, lettered, 10s. THE SAME, large paper, with 14 Engravings after Turner and others, uniform with the Abbotsford Edition. Cloth, lettered, 18s. II. —In Five Vols., foolscap 8vo, with Maps, Portraits, and 9 Engravings after Turner, uniform with the Cabinet Edition, in 50 Vols. In sets, cloth, lettered, 20s. Life. By J. G. Lockhart, Esq. 7s. 6d., 10s., 18s., 30s. I.‘—In One Vol. New Edition, 12 Engravings. Cloth, 7s. 6d.; extra, gilt edges, 8s. 6d. II.—In One Vol., royal 8vo, with Portrait and Fac-simile, uniform with the People’s Edition, Set No. III. Cloth, lettered, 10s. THE SAME, with 11 Engravings from Turner and others, uniform with the Abbotsford Edi¬ tion, Set No. I. Cloth, lettered, 18s. III.—In Ten Vols., foolscap 8vo, with 20 Engravings on Steel, and Fac-simile. Cloth, lettered, £1, 10s. Beauties of Sir Walter Scott. A Selection from his Writings. Two Engravings. Cloth, gilt edges, 5s.; extra, gilt sides and edges, 6s. Readings for the Young, from the Works of Sir Walter Scott. Numerous Illustrations, 3 vols. in one. Cloth, gilt edges, 7s.; separate vols. 2s. 6d. ADAM AND CHARLES BLACK’S PUBLICATIONS. 11 MEDICAL AND SCIENTIFIC WORKS. Balfour—Class-Book of Botany. Being an Introduction to the Study of the Vegetable Kingdom. By J. H. Balfouk, M.D., F.R.S.E , Begins Keeper of the Boyal Botanic Garden, Professor of Medicine and Botany in the University of Edinburgh, &c. Part I. Structural and Morphological Botany, with upwards of One Thousand Illustrations. 8vo, 10s. 6d., cloth. Ballingall—Military Surgery. By Professor Sir George Ballingall. Fourth Edition, with numerous Illustrations. 8vo, 14s., cloth. « The Author has collected and arranged the whole of the established tacts, he has added the result of his own experience, and executed a System of Military and Naval Surgery of inestimable value to those engaged in the practice of that branch of the healing art.”—Lond. Med. and Suito. Journal. Christison’s Dispensatory. A Commentary on the Pharmacopoeias of Great Britain, comprising the Natural History, De¬ scription, Chemistry, Pharmacy, Actions, Uses, and Doses of the Articles of the Materia Medica. By Robert Ciiristison, M.D., Professor of Materia Medica in the University of Edinburgh. New and improved Edition, with a Supplement, containing the most important New Remedies which have come into general use since the publication of the last Edinburgh Pharmacopoeia in 1841. 8vo, 20s., cloth. “ We earnestly recommend Dr Christison’s Dispensatory to all our readers, as an indispensable companion, not in the Study only, but in the ‘ Surgery’ also.”—'Brit, and For. Med. Review. Christison—Treatise on Poisons. In relation to Medical Jurisprudence, Physiology, and the Practice of Physic. By Robert Christison, M.D., Professor of Materia Medica in the University of Edinburgh, &c. &c. lourth Edition, enlarged, corrected, and improved. 8vo, 20s., cloth. Christison—Granular Degeneration of the Kidneys. And its connection with Dropsy, Inflammation, and other Diseases. By Robert CiiRiSTisOh, M.D., Professor of Materia Medica in the University of Edinburgh. 8vo, 8s., cloth. “ The illustrative cases, thirty-one in number, are narrated with Dr Christison’s usual clearness, and, like the rest of the work, are highly instructive. We strongly recommend this book to our readers.”—London Medical Gazette. 12 ADAM AND CHARLES BLACK’S PUBLICATIONS. MEDICAL AND SCIENTIFIC V/ORKS—(continued). Craigie—Elements of General and Pathological Anatomy. Presenting a view of the present state of knowledge in these Branches of Science. By David Craigie, M.D., F.R.S.E., &c. &c. Second Edition, enlarged, revised, and improved. 8vo, 24s., cloth. “ A work of great value, and one which does great credit to the Author’s erudition and laborious research.’’— London Medical Gazette. Craigie—Elements of the Practice of Physic. Presenting a View of the present state of Special Pathology and Therapeutics. By David Craigie, M.D., F.R.S.E., Fellow of the Royal College of Physicians, Edinburgh, Physician to the Royal Infirmary, Emeritus President and Extraordinary Member of the Royal Medical So¬ ciety, &c. &c. &e. 2 vols. 8vo, 24s., cloth. “ We are inclined to regard Dr Craigie’s Elements as the best we at present possess.”—Lond. Med. Gazette. Forbes—Travels through the Alps of Savoy. And other Parts of the Penine Chain, with Observations on the Phenomena of Glaciers. By James D. Forbes, F.R.S., Sec.R.S.E., Corresponding Member of the Royal Institute of France, Professor of Natural Philosophy in the University of Edinburgh, &c. &c. New Edition, revised and enlarged. Illustrated by a large Map of the Mer de Glace of Chamouni, Lithographed Views and Plans, and Engravings on Wood. Imperial 8vo, 28s., or with the large Map coloured, in a case, 31s. 6d., cloth. Marshall—Enlisting, Discharging, and Pensioning of Soldiers. With the Official Documents on these Branches of Military Duty. By Henry Marshall, F.R.S.E., Deputy Inspector-General of Army Hospitals. Second Edition. 8vo, 7s. 6d., cloth. “ -A- most valuable book, and ought to be in the library of every medical officer in the public service, whether of the army or navy.”—British and Foreign Medical Review. Miller—Principles of Surgery. By James Miller, F.R.S.E., Professor of Surgery in the University of Edinburgh, &c. &c. New Edition, illustrated by 238 Woodcuts. 8vo, 16s., cloth. “ An admirable epitome of the surgical science of the day. Being written by a sound practical surgeon, ac¬ customed to the public teaching of his science, it has that clearness of diction and arrangement which renders it an excellent manual for the student, as well as that amount of scientific and practical information which makes it a safe and valuable guide to the practitioner.”'—Lancet. Miller—Practice of Surgery. By James Miller, F.R.S.E., Professor of Surgery in the University of Edinburgh, &c. New Edition, illustrated by 227 Woodcuts. 8vo, 16s., cloth. ,, ^ 6 }iaive n,0 hesitatlon in stating that the two volumes form, together, a more complete text-book of surgery than any one that has been heretofore offered to the student.’’—Northern Journal of Medicine. ADAM AND CHARLES BLACK’S PUBLICATIONS. 13 MEDICAL AND SCIENTIFIC V/ORKS—{continued). Nicol—Manual of Mineralogy. The Natural History of the Mineral Kingdom; containing a General Introduction to the Science, and Descriptions of the several Species, including the more recent Discoveries and Chemical Analyses. By James Nicoi., F.R.S.E., F.G.S., Professor of Natural History, King’s College, Aberdeen. Post 8vo (pp. 596), 12s., cloth. “ There is a completeness about this Manual of Mineralogy which must recommend it to every one pursuing this branch of science. Particular attention has been paid to the crystallographic and chemical characters of each mineral, and the analyses given are more extensive, and selected with more care, than those to be found m any work on mineralogy in the English language.” Athen.eum. Shortrede—^Logarithmic Tables to Seven Places of Decimals. Containing Logarithmic Sines and Tangents to every Second of the Circle, with Arguments in Space and Time. By Robert Shortrede, F.R.A.S., &c., Captain H.E.I.C.S., late first Assist¬ ant in the Great Trigonometrical Survey of India. Royal 8vo, 30s., cloth. Shortrede—Logarithmic Tables. Containing Logarithms to Numbers from 1 to 120,000 ; Numbers to Logarithms from -0 to 1-00000 to Seven Places of Decimals; Tables with Centesimal and Decimal Arguments for finding Logarithms and Antilogarithms as far as Sixteen and Twenty-five Places ; I ables to five Places, for finding the Logarithms of the Sums and Differences of Antilogarithms ; also Tables for Barometric and Thermometric Heights; together with several other Tables of frequent use. Royal 8vo, 12s., cloth. Stevenson—Account of Skerryvore Lighthouse. With Notes on the Illumination of Lighthouses. By Alan Stevenson, LL.B., F.R.S.E., M.I.C.E., Engineer to the Northern Lighthouse Board. With 117 Woodcuts and 33 Engravings on Steel. 4to, £3, 3s., cloth. Stevenson—Marine Surveying and Hydrometry. Being a Treatise on their Application to the Practice of Civil Engineering. By David Ste¬ venson, Civil Engineer, Author of “ A Sketch of the Civil Engineering of America,” &c. Illus¬ trated by 13 Plates, a Coloured Chart, and Numerous Engravings on Wood. Royal 8vo, 15s., cloth. “ A work of more extensive practical utility, more certain to bring honour to its author, and confer lasting benefit on his profession, has seldom come under our notice.”—Mechanics’ Magazine. Thomas—^Practice of Physic. New Edition. By Algernon Frampton, M.D., Cantab. Two vols. 8vo, 28s., cloth. 14 ADAM AND CHARLES BLACK’S PUBLICATIONS. MEDICAL AND SCIENTIFIC WORKS—(cow«£mte<2). Traill—Medical Jurisprudence. Being Outlines of a Course of Lectures by Thomas Stewart Traill, M.D., P.R.S.E., &c. &c. Regius Professor of Medical Jurisprudence and Medical Police in the University of Edinburgh. Second Edition. Post 8vo, 5s., cloth. “ These Outlines may indeed be recommended as presenting an excellent compendious view of the present state of the doctrines in Medical Jurisprudence; and they will serve as a useful guide, not only for initiating beginners. but for conducting the student in his subsequent prosecution of the subject, either generally or in its divisions.”—Edinburgh Medical and Surgical Journal. Traill—Physical Geography. By Thomas Stewart Traill, M.D., F.R.S.E., Regius Professor of Medical Jurisprudence in the University of Edinburgh, &c. &c. Post 8vo, 6s., cloth. “ A most elaborate digest of facts judiciously arranged, and, as a general exposition, perhaps the most com¬ plete that has yet appeared.”—Leeds Mercury. BLACK’S TRAVELLING MAPS. Carefully constructed from the Best Authorities. Coloured- and hound in ‘portable Cases for the Pocket. -lined with cloth. England and Wales. 32 inches by 22\. 4s. 6d.—Smaller size, 2s. 6d. Scotland. 32 inches by 22\. 4s. 6d.—Smaller size, 2s. 6d. Scotland. Central Touring District. 2s. 6d. Ireland. 20 inches by 2s. 6d. County Maps of Scotland. Is. each. English Lake District of Cumberland, Westmoreland, &c. 19 by 14. 2s. 6d. ADAM AND CHARLES BLACK’S PUBLICATIONS. 15 BLACK’S TRAVELLING MAPS—-(co»£mu and a, is called the Right Ascension of the star s: it is also the right ascension of any other star situated in the hour circle PsP. It is measured by the interval of time which elapses between the tran¬ sit of the star s over the meridian, and that of the point t, which has been chosen as the point ot de¬ parture. It may be remarked that the point qp is also the origin of sidereal time; that is to say, the time is count¬ ed 0 hour 0 min. 0 sec. when that point passes the me¬ ridian. From these definitions it is easy to conceive the gene¬ ral method of forming a catalogue of stars. A clock be¬ ing regulated to sidereal time, and marking 0 hour at the instant of the transit of the point v (or any star chosen arbitrarily), the hours, minutes, and seconds, are noted at which the stars successively pass the axis of the tran¬ sit instrument, together with their respective altitudes at the same instant. These observations give the right ascensions and declinations ; for the time is easily convert¬ ed into degrees, at the rate of 15° an hour, or by the for¬ mula given above for determining the hour angle. If the star s pass the meridian one hour after s', the arc a b, which measures the distance between their horary circles, PaP, P6P, is 1 hour or 15° ; and the declination of a star s which moves in the parallel kl (fig. 2) is H'/— H /F, that is, equal to the difference between its meridional al¬ titude and the complement of the altitude of the pole H P. Modern celestial charts are constructed on the principle of assigning to each star the place indicated by the values of these two co-ordinates ; and as observation proves that the mutual distances and relative positions ot the stars scarcely undergo any sensible variation, a globe or chart once constructed will serve to represent the state of the heavens for at least a long series ot ages, x.xjjiana- Having now considered the general phenomena ot the tion of the (iiurnal revolution, and explained the terms that are tech- I116110' nically employed in assigning the positions of the celestial bodies, we may next proceed to inquire how these phe¬ nomena are to be accounted for,—whether the stars are really in motion, as they seem to be, or if the apparent motion is only an illusion occasioned by the revolution of our own earth. The perfect uniformity of the motions ot the different stars renders it exceedingly improbable that they are disconnected; hence the simplest view of the phenomena is obtained by substituting for each star its projection on the celestial sphere, at an infinite distance, and supposing this sphere, with the projections ot all the stars, to revolve in 24 hours from east to west round an immovable axis. But it is easy to see that tlm p leno- mena will be equally well explained by supposing that the starry firmament is absolutely at rest, and that Fig- 2. Explana- mena. the earth revolves in the same time, round the same Theoretical axis, but in an opposite direction, from west to east. In v j both cases the stars remain immovable, the pheno- mena are exactly the same, and, relatively to Spherical Astronomy, in which we only concern ourselves with the apparent motions, it is absolutely indifferent which of the two hypotheses we adopt. They are both only modes ot explaining certain appearances; and the one may be em¬ ployed which renders the explanation most simple and perspicuous. The proofs of the earth’s motion will go on accumulating as we proceed. At present we need only remark, that as the organ of sight makes us acquainted with the existence of relative, and not of absolute motion, it is impossible to decide, merely from appearances, whe¬ ther the motion we perceive is real or otherwise ; tor whatever motion one body may have in respect of another, it is always possible to explain the phenomena by supposing it to be perfectly at rest, and the other to move in an opposite direction. The conclusions which we draw from the opti¬ cal effects of motion afford no mathematical certainty with regard to the cause of that motion. The hypothesis ot the revolution of the sphere is attended with innumerable and insurmountable difficulties. The distance ot the near¬ est fixed star from the earth is not less than 350,000 times the distance of the sun; a distance which light, prodi¬ gious as its velocity is, would not traverse in less than five years. This immense line, therefore, supposing the hea¬ vens to revolve round the earth, would form the radius ot a circle, the circumference ot which, six times largei, would be passed over by the star in the space of 24 hours ; its velocity must therefore be 6x5x 31)5=10950 times greater than that of light. This velocity, which is nearly equivalent to 2100 millions of miles in a second ot time, is so enormous that it baffles the utmost efforts of the ima¬ gination to form any conception of it; and the supposi¬ tion of its existence will appear still more revolting when we reflect that the distance of the nearest star is probably many thousand times less than that ot the Milky v\ ay. If we ascribe the motion to the earth, its velocity, though it may still be supposed great, is moderate in comparison of many well-known phenomena of nature. A point on the equator will describe in 24 hours a circle of about 25,000 miles, or about 17 miles in a minute; a velocity somewhat exceeding that of sound, but /400 millions o times less rapid than the preceding. In all that has hitherto been said respecting the appa¬ rent motion of the starry sphere, we have only had regard to the innumerable multitude of stars which constantly maintain the same relative situations, and which are in consequence called.Ffa?ee? Stars. I here are, however, seve¬ ral other bodies, some of them remarkable on account ot their splendour, which, besides participating in the general motion, have peculiar motions of their own, and are inces¬ santly shifting their positions among the fixed stars. An attentive observation of the state ot the sky during a few successive evenings, will suffice to show that there are some stars which have in the mean time changed their places; and, on continuing to observe them, they will be found to separate themselves from particular constella¬ tions, and gradually but imperceptibly to approach others, till they at length appear, after unequal intervals of time, in an opposite quarter of the heavens, from this cir¬ cumstance they were designated by the Greeks Planets, that is, wandering stars, in contradistinction to those which obey only the law of the diurnal motion. Besides the sun and moon, there are five discernible by the naked eye, and which have consequently been known from the remotest ages. These are Mercury, Venus, Mars, Jupiter, and oa- turn. Twenty-eight others, including Neptune, Uranus, ASTRONOMY. the sun and moon, Theoretical and the small planets, have been discovered by the aid of Astronomy the telescope. Astronomers, with a view to abbreviate their descriptions, have appropriated a certain symbol to each of these planets, as well as to the sun and moon: thus, for the older planets, in the order of distance from the sun, the names and characteristics are as follows:— The Sun ....© Ceres Mercury Pallas $ Venus $ Jupiter Mars $ Saturn T? Vesta ifr Uranus H Juno 0 The Earth, which, as we shall afterwards see, is also a planet, and takes its place between Venus and Mars, has for its symbol ®, and the moon ]). Venus, Jupiter, and sometimes Mars, are distinguished by their extraordinary brilliancy. Mercury, on account of his proximity to the sun, is rarely visible to the naked eye. Uranus, discover¬ ed by Sir W. Herschel in 1778, can with difficulty, by reason of his great distance, be perceived without a tele¬ scope. Ceres, and the other planets discovered since 1801, are extremely small in size, and can only be seen with the aid of the telescope. Motions of Of all the celestial bodies, the most interesting to us are the sun and moon ; and their peculiar motions have ac¬ cordingly, in every age of astronomy, been studied with the greatest attention. The proper motion of the moon is particularly remarkable. In the course of a single night she separates herself very sensibly from the stars in her vicinity, moving over a space nearly equal to her own breadth in an hour, and completing a whole circuit in about 27 days. The sun moves with much less velo¬ city, but his motion is still sufficiently apparent. If we take notice of the stars which immediately follow him when he sinks under the horizon, we shall find that in the course of a few nights they will be no longer visible. Others which, some time previously, did not set till long after him, have taken their places and now accompany the sun. In the morning similar appearances present them¬ selves, but in a contrary order. The stars which appear in the eastern horizon at sun-rise, are, after a few days, con¬ siderably elevated above it at the same time. Thus the sun seems to fall daily behind the stars, by insensible degrees, till at last he appears in the east when they are about to set in the west. To account for these appearances, the ancients supposed the sun’s diurnal motion to be really slower than that of the stars; hence they supposed him to be attached to a different sphere. For like reasons they ascribed particular spheres to the moon and each of the planets ; and as no trace of these imaginary spheres is perceptible in the heavens, they next supposed them to be crystalline and transparent. The appearances are ex¬ plained equally well, and with infinitely greater simplicity, by ascribing to the sun a proper motion, in a direction op¬ posite to that of the diurnal rotation of the sphere, in con¬ sequence of which he advances to meet the stars, instead of falling behind them. The greater part of the observations of the early as¬ tronomers had for their object the determination of the positions of the stars relatively to the sun at his rising and setting, by which they fixed the seasons, and regulat¬ ed the operations of agriculture. They distinguished all these phenomena by technical terms, which occur very frequently in the works of the ancient poets, particularly in Hesiod and in Ovid’s Fasti. A star which rises at the same time with the sun is effaced by his light, and is said to rise cosmically (ortus cosmicus). Soon after, when the sun by his proper motion has advanced so far to the east that the star can be perceived on the eastern horizon in the morning twilight, it disengages itself from the Sun’s Theoretical rays, and is said to rise heliacally (ortus heliacus). At the Astronomy, end of six months, the sun being diametrically opposite the same star, it sets as the sun rises, and in this case it is said to set cosmically (occasus cosmicus): at nearly the same time it rises when the sun sets, and is said to rise acronically (ortus acronyctus). The sun afterwards begins to approach the star, till he advances so near that it is again about to be effaced by his light; it is now said to set heliacally, or just so long after the sun as to be visible when he has disappeared (occasus heliacus). At the end of a year, the star again rises and sets at the same mo¬ ment with the sun; it is now said to set acronically (oc¬ casus acronyctus). These distinctions, and the ancients had several others of the same kind, which are all defined by Ptolemy, are now scarcely ever mentioned. They have lost the whole of their interest since, in the progress of astronomy, more certain methods have been discovered of determining the commencement of the year and the sea¬ sons. The proper motions of the planets are in general, like Stations that of the sun, in a direction opposite to the diurnal mo- an we have seen that its northern and southern declinations are equal; hence the orbit projected on the sphere must be a great circle, provided it lies wholly in the same plane. Whether this is the case or not it will be easy to prove by means o a few observations, in the following manner. Let AQ (fig. 11) be the equator, AE the orbit of the Fig. . sun PSM, PTN two circles of declination, drawn through any two points S and T of the orbit. If the sun’s path is confined to a plane, then AE must be a great circle, and tan. MS we shall have the equation sin. AM— — . MAS’ accord" mg to the well-known properties of spherical triangles. Let the cotangent of the unknown but constant angle MAS = w, the declinations MS = D, NT = D', the right ascensions AM=M, ANrzfE'.; then, according to the above formula, we must have sin. M = n tan. D, and sin. fE' = w tan. D', at whatever points of the orbit b and I may be situated. From these two last equations there result also cos. M-VT—iPtimFD, cos. ^' = Vl—^ tan.2 D', which, being substituted in the trigonometrical formula sin. (fE'—!)=sin. .E'cos. iE—cos. M’ sin. JE, we shall have sin. (M'—M)z=n tan. D' Vl—n2 tan.2 D n tan. D VI —n2 tan.2 D'. The observations of the meridional al¬ titudes will give the declinations D and D'; and the dif¬ ference of right ascensions, JE'—M, will be found by com¬ paring the time of the sun’s culmination, or transit over 12 ASTRONOMY. Theoretical the meridian, with that of a star. If, therefore, it is found that, by assigning a certain constant value to n, this equation will satisfy all the observations, combined by pairs, of the sun’s right ascensions and declinations, it will follow that the plane determined by any two points in the sun’s course and the point in which it intersects the equator, has always the same inclination to the equator; in other words, all the planes so determined are identical. Now the observations of the sun’s right ascensions and meridional altitudes, which have been made daily during so great a number of years, and under so many different meridians, are found to conform entirely with the preced¬ ing formulae: they therefore furnish so many proofs that the projection of the sun’s orbit is a great circle of the celestial sphere, and that the orbit itself is wholly confined to the same plane. Ecliptic. The great circle which the sun describes in virtue of his proper motion is called the Ecliptic. It has received this name from the circumstance that the moon, during eclipses, is either in the same plane or very near it. These phenomena can in fact only happen when the sun, earth, and moon are nearly in the same straight line, and, consequently, when the moon is in the same plane with the earth and the sun. The angle formed by the planes of the ecliptic and equator, and which is measured by the arc of a circle of declination intercepted between the equator and tropic, is called the Obliquity of the Ecliptic. The two points in which the equator and ecliptic intersect each other are called the Equinoctial Points : they are also denominated the Nodes of the Equator ; and the straight line conceived to join them is the Line of the Equinoxes, or the Line of the Nodes. The node through which the sun passes on coming from the south to the north of the equa¬ tor is called the Ascending Node, and is usually distin¬ guished by the character Q ; the opposite node is the Descending Node, and is marked by £?. A straight line passing through the centre of the earth, perpendicular to the plane of the ecliptic, is called the Axis, and the points in which its prolongation meets the sphere are called the Poles, of the Ecliptic ; these denominations be¬ ing analogous to those of the axis and poles of the equa¬ tor. The two small circles of the sphere which pass through the poles of the ecliptic, and are parallel to the equator, are called the Polar Circles. Signs of The ecliptic has been divided by astronomers, from time the zodiac, immemorial, into twelve equal parts, called Signs, each of which consequently contains 30 degrees. The names and symbols by which they are characterized are as follows :— North of the Equator. Aries Taurus & Gemini n Cancer 05 Leo a Virgo nji Nodes. South of the Equator. Libra Scorpio rti Sagittarius f Capricornus Aquarius ~ Pisces x In each of these signs the ancients formed groups of stars, which they denominated asterisms, constellations, animals (£wR, and its declination SR; and when the an¬ gle LQis known, it is easy to pass from the one system of co-ordinates to the other by means of the formulae of spherical trigonometry. These formulae are of constant use, for it is the declinations and right ascensions only which are directly observed. The plane of the sun's orbit will be determined com- Obliquity pletely when its inclination to the equator and the posi-of the tion of the line of the nodes in space have been made echptic. known by observation. The declination of the sun twice a year, namely, at the summer and winter solstice, is equal to the obliquity of the ecliptic; whence, if the sol¬ stice happened exactly at mid-day, the obliquity would be given directly by an observation of his meridional alti¬ tude. This circumstance, however, can happen only for one terrestrial meridian ; but as the declination of the sun when he approaches the tropics varies little from one day to another, his greatest observed declination will be a very near approximation to the obliquity, at whatever part of the earth the observation may have been made. It is easy, however, to correct the error which results from the observation being made on a meridian different from the solstitial colure. Taking an example from Woodhouse, let us suppose the sun’s declination to be ob¬ served on three successive days (the 20th, 21st, and 22d of June), and found to be on these days respectively, 23° 27' 37", 23° 27' 41", 23° 27' 20"; then it is obvious, that if the middle observation gave the greatest inclination exactly, the other two would differ from it equally, which they do not. The maximum de¬ clination is therefore a quantity somewhat different from 23° 27'41”; and it is easy to conclude, from the inspection of the numbers, that it is nearer to 23° 27' 41" than to either of the other two. It is obvious, therefore, that that observation must have been made within 12 hours of the astronomy. Plate LXXVII. Fig. 13. Theoretical time when the sun was exactly in the solstitial point. In Astronomy order to form an exact notion of the amount ot erro^ which may possibly arise from this circumstance, let b 13) be the place of the sun at the time of the obser¬ vation, and X the true but as yet unknown solstitial point, and S s, Xx meridional arcs intersecting the equa¬ tor in s and x. The arc S X must be less than 30', for in 12 hours the variation of the sun’s longitude does not ex¬ ceed an arc of that magnitude. Suppose it 30': then, by Napier’s rules, sin. Ss = sin. •Y’ X sin. S cf', and sin. Xx — sin. <¥ X sin. X cip ; whence, on eliminating sin. nr, and observing that sin. X cr = sin. 90° = 1, we shall have _ sin. S s _ sin. S s sin. x — • _ ^ vr* sin. Snr cos. b A. Bv taking, according to the observation, S s = 23° 2/'41", and SX = 30', we shall find from the logarithmic tables Xx = 23° 27' 44",5. It will be observed that SO7 is the maximum error in longitude ; if instead of 30 it had been supposed only 3', the corresponding error in declina¬ tion would have amounted only to O'^OSo. In the example chosen, the error of longitude is about 20', whence the er¬ ror of declination is r-5 nearly, and consequently the re¬ sulting obliquity differs little from 23“ 27 42 -5. This result is, however, to be understood of the apparent obli¬ quity, which is subject to slight variations, depending on the longitudes of the moon’s nodes: the mean obliquity 13 deduced from the comparison of a great number of obser- Theoretical vations, both of the summer and winter solstice, may be Astronomy regarded as amounting to 23° 27' 41" at the commence- ment of the year 1830. We shall see, when we come to speak of the Nutation, in what the difference between the apparent and mean obliquity consists. . When the mean value of the obliquity of the ecliptic, as determined by the delicate instruments of the present day, is compared with that given by ancient observations, it appears to have undergone a progressive diminution, and is always greater as the observation is more remote. The ancient observers were not, indeed, possessed of the means of determining an element of this sort with great precision; but as all the observations recorded in history agree in making the obliquity greater in former times than it is now, the probability is almost infinite that the angle formed by the planes of the equator and ecliptic has really diminished; for, had the differences of the values assigned to it arisen solely from errors of observation, they would have been in excess and defect indifferently, instead of being, as they are, uniformly in excess. Ihe various observations and traditions by which the progres¬ sive diminution of the obliquity is confirmed have been collected by Bailly; in the following table we have in¬ serted those which appear to be the best authenticated, and have added the results of some recent observations, from which can be deduced the present value of the obli¬ quity, and the rate ot its diminution. -• ’ • ’ -i-i;...—their totality Secular miDutioti. ““ according'to which the obliquity varies, their totality greater number of astronomers, estimated the diminution of 44" in a hundred years; a result to which he was led chiefly by a comparison of his own observations with those of Walther. Lalande, after comparing an immense number of modern observations with those of the I/th, 16th, and 15th centuries, and also with those of the Ara¬ bians and Chinese, found the secular diminution to be oO wiien tuctt win ' ■ a ui * • earth be deprived, in consequence, of the agreeable vicis¬ situde of the seasons. But the theory of universal gravi¬ tation, which has revealed the cause of the diminution, has also shown that there are certain limits which the an¬ gle of the two planes can never exceed, and between which it must continue for ever to oscillate. Geometers have not yet ventured to assign the precise extent of these ’“i" "n,1 ‘■"“"f b® aeTC^ed the slcukr dirainu- each other during the last 2000 years, will, in the course from the deter- of some thousands of years more, begin to recede. tain, and comparing those since the time of Bradley, tion at 45"*7, which differs inconsiderably from the mination of Lacaille. It cannot, yet be determined by observation whether this diminution is uniform, or acce¬ lerated. or retarded; but so slow is the rate at which it of years more, oegm ro reeeuc. Displace- In what has yet been said respecting the diminution otent of the obliquity of the ecliptic, no fact has been mentioned the eclip- from which it can be inferred, whether the phenomenon is tic. 14 Precession of the Astronnmv occasio"e(1 by ^ displacement of the plane of the eclip- ^ fiat of the equator. This question may also be de¬ cided by a comparison of modern with ancient observa¬ tions ; for it is evident, that if the inclination of these two planes becomes less, the stars which are situated between them, particularly those near the solstitial colure, will ap¬ pear to approach to that plane which changes its posi¬ tion; so that if the ecliptic is displaced, the latitudes of those stars will be diminished, or their declinations if the displacement belongs to the equator. It was first ob¬ served by lycho, and the observation has been confirmed by succeeding astronomers, that the latitudes of the south¬ ern stars situated near the solstitial colure, that is, of those stars whose longitudes are nearly 90°, have dimi¬ nished upwards of 20' since the time of Hipparchus and Ptolemy, while the latitudes of the northern stars have undergone a corresponding augmentation. From this fact it is proved that the diminution of the obliquity is occa¬ sioned by the displacement of the ecliptic; and theory has shown that the cause of the displacement is the ac¬ tion of the planets, particularly of Jupiter and Venus, on the earth, by virtue of which the plane of the earth’s or¬ bit is drawn nearer to the planes of the orbits of these two planets. This, however, though by far the most consider¬ able, is not the sole cause of the phenomenon; for theory also shows that a slight motion of the plane of the equa¬ tor is produced by the attraction of the sun and moon, but so very minute that its effects will only become ap¬ preciable after a long series of ages. After determining the inclination of the plane of the ecliptic to that of the equator, the only element requisite equinoxes. to gx p0Sit;0n absolutely in space, is the situation of the straight line formed by its intersection with that plane, that is to say, the line of the nodes. The longitudes of the stars, as has already been mentioned, are counted on the ecliptic from the vernal equinox; and therefore, if the line of tFe equinoxes, which is the same as the line of the nodes, is invariable, the longitude of any star will always be the same, whatever interval of time may elapse between two observations of that longitude. But on comparing the ac¬ tual state of the heavens with the observations recorded by ancient astronomers, it is perceived that the longitudes of all the stars are considerably increased; whence we must infer, either that the whole firmament has advanced in the order of the signs, or that the equinoctial points have gone backwards, or retrograded. The latter supposition is infinitely the more probable; for it is inconceivable that the innumerable multitude of stars should have a common motion relatively to points which depend solely on the motion of the earth. The phenomenon is there¬ fore to be explained by attributing to the equinoctial points a retrograde motion from east to west, in conse¬ quence of which, the sun, whose motion is direct, arrives at them sooner than if they remained at rest; and there¬ fore the equinoxes, spring, autumn, and the other seasons, happen before the sun has completed an entire circuit. On this account the motion has been denominated the Precession of the Equinoxes. As this motion is extremely slow, its exact amount can be discovered only by a com¬ parison of observations separated from each other by lono- intervals of time; but the imperfection of instruments prior to the sixteenth century renders the ancient obser¬ vations of little authority where quantities so minute are concerned, and therefore some discrepancies may be ex¬ pected in the different determinations of the amount of the precession. The comparison of modern observations with those of Hipparchus gives its annual amount equal to 50f seconds, and with those of Ptolemy somewhat greater. The mean result of the observations of Tycho, ASTRONOMY. compared with those of Lacaille, gives 50''i. On com- Theoretical paring modern observations with one another, we find Astrononiy- 50 *06. Delambre, in his solar tables, supposes the an-^-^^^^ nual precession to be equal to 50"T. According to this estimate the equinoctial points go backwards at the rate of one degree in 71'6 years nearly, and therefore will make a complete revolution of the heavens in about 25,868, or nearly 26 thousand years. The discovery of the precession of the equinoxes is ge¬ nerally attributed to Hipparchus, who, on comparing his own observations with those of Timocharis, more an¬ cient by 160 years, perceived that in this interval the longitudes of the stars had been augmented by about two degrees. It would seem, however, from many proofs col¬ lected by Badly, that this motion, slow as it is, was known to all the ancient nations who cultivated astronomy, lono- before the time of Hipparchus. It is indeed easy to com ceiye, from the great attention which they gave to the heliacal risings of the remarkable stars, that they might ob¬ serve a gradual change of the seasons at the occurrence of these phenomena, from which they would necessarily be led to conclude a variation of the star’s longitude. In consequence of this regression of the equinoctial points, the sun’s place among the zodiacal constellations at any given season of the year is now greatly different from what it was in remote ages. Some time prior to Hippar¬ chus, the first points of Aries and Libra corresponded to the vernal and autumnal equinoxes; those of Cancer and Capricorn to the summer and winter solstices: at present these constellations have separated 30 degrees from the same points of the ecliptic. The vernal equinox now hap¬ pens in the constellation Pisces, the summer solstice in Gemini, the autumnal equinox in Virgo, and the winter solstice in Sagittarius. Astronomers, however, still count the signs from the vernal equinox, which, therefore, always corresponds to the first point of the Sign of Aries. On this account it is necessary to distinguish carefully between the Signs of the Zodiac, which are fixed with regard to the equinoxes, and the Constellations, which are movable with respect to those points. The diminution of the obliquity of the ecliptic arises Physical from the displacement of the ecliptic itself; the precession causeofthe of the equinoxes is, on the contrary, occasioned by the P£ecession continual displacement of the plane of the terrestrial the equator. This displacement results from the combinede(iU n0XeS' action of the sun and moon (for the influence of the planets amounts only to a fraction of a second, and is con¬ sequently scarcely sensible,) on the mass of protuberant matter accumulated about the earth’s equator, or the matter which forms the excess of the terrestrial spheroid above its inscribed sphere. The attracting force of the sun and moon on this shell of matter may be resolved into two; one parallel to the plane of the equator, the other perpendicular to it. The tendency of this last force is to diminish the angle which the plane of the equator makes with that of the ecliptic; and if the earth had no motion of rotation, it would soon cause the two planes to coincide. In consequence, however, of the rotatory motion of the earth, the inclination of the two planes re¬ mains constant; but the effect produced by the action of the force in question is, that the plane of the equator is constantly shifting its place, in such a manner that the line of the equinoxes advances in the direction of the diurnal motion, or contrary to the order of the signs, its pole having a slow angular motion about the pole of the ecliptic, so slow indeed, that it requires nearly 26,000 years to complete its revolution. If the sun and moon moved in the plane of the equator, Nutation, there would evidently be no precession ; and the effect of A S T R O N O M Y. 15 Theoretical their action in producing it varies with their distance from Astronomy, that plane. Twice a year, therefore, the eitect o sun in causing precession is nothing; and twice a year, namely at the solstices, it is a maximum : on no two suc¬ cessive days of the year is it exactly the same, and consequently the regression of the equinoctial points, which results from the sun’s action, must be unequable. On this account the obliquity of the ecliptic is subject to a semi-annual variation; for the sun’s force, which tends to produce a change in the obliquity, is variable, while the diurnal motion of the earth, which prevents the change from taking place, is constant. Hence the plane of the equator is subject to an irregular motion, which is technically called the Solar Nutation. The existence of the solar nutation is, however, only a deduction from theory, for its amount is too small to be perceptible to observation; but a similar eftect ot the moon’s action is sufficiently appreciable, and was, in fact, discovered by Dr Bradley before theory had indicated its existence. Its period, however, is different, and depends on the time of the revolution of the moon’s nodes, which is performed in 18 years and about 7 months. During this time the intersection of the lunar orbit with the ecliptic has receded through a complete circumference; and the inequality of the moon’s action will consequently, in the sarne time, have passed through all its different degrees. Bradley observed that the declinations of the stars con¬ tinued to augment during nine years, that they diminished during the nine years following, and that the greatest change of declination amounted to 18". He remarked fur¬ ther, that this motion was connected with an irregularity of the precession of the equinoxes, which followed exactly the same period ; whence he concluded that the motion of the poles of the equator, occasioned by this vibration of its plane, was not confined to the solstitial colure. A series of observations on stars differently situated proved that all the phenomena could be explained on the hypo¬ thesis that the pole of the equator describes in 18 years a small circle of 18" diameter, contrary to the order of the signs; or that the axis of the earth, following the circum¬ ference of this circle, describes the surface of a cone, the . axis of which forms with its side an angle of 9". This ap¬ parent vibratory motion is significantly denominated the Nutation of the EartK s Axis. _ . Path de- In consequence of the two motions which occasion the scribed in precession and the nutation, the true path of the pole of space by the equator round that of the ecliptic is an epicycloidal the pole ofcurvej which win be understood by referring to fig. 14. Let E be the pole of the ecliptic, round which the pole of the equator P describes, in virtue of the precession, and in a direction contrary to the order of the sines, the circle PQR, of which the radius EP is equal to the obliquity of the ecliptic, or the mean distance of the two poles. W hile P, the mean place of the pole, moves in the circle I QR* with a velocity equal to the regression of the equinoctial points, or at the rate of 50"-l a year, the frwe pole p de¬ scribes at the same time round P a small circle 18 diameter in the same direction pqr. The true path of the pole is therefore along the circumference of a circle pqr, the centre of which retrogrades on the circumference of another circle, and consequently moves in an epicy¬ cloid ahcdefg, the curve which results from the composi¬ tion of the two motions. Suppose the mean pole at Q, the true pole at a, and «Q=9". In the course of nine years the mean pole will have retrograded from Q, to R, making QR=9x59"'l> while the true pole will have accomplish¬ ed a semi-revolution in its circle. It will therefore be at c (Rc being=9"), and have described the epicycloidal arc abc, the greatest distance of which from the circle PQR is at b, and equal to 9". At the end of the following the equa¬ tor. Fig. 14. nine years the mean pole has retrograded from R to S, or Theoretical 9x50"*1> and the true pole has returned to the same^*^™^^ point a of its epicycle ; it will therefore be found at Se being =9". In this interval it has necessarily been within the circle PQR, its greatest distance from which at d is 9", so that in 18 years it has traced the curve abode. But ac — QR «Q -{- Rc — 9 X 50 T q- 18' — 7'49", and ce— RS — Rc—Se = 9 X 50"-l —18' — ‘ From a to c the motion of the true pole in the epicycle is in the same direction as that of the mean pole ; from c to e it is in an opposite direction, but as it is always much slower, being only about 3" in a year, while that of the mean motion is 50"T, the true motion which results from the combination of both will always be in the direction ce, and at d its velocity will be equal to theii diffeience. At b and d the difference between the latitudes of the true and mean pole is a maximum, while the difference of their longitudes is nothing; in other words, the correction of the obliquity is greatest when that of the precession vanishes : at a, c, and e the correction of the obliquity va¬ nishes, and that of the precession is a maximum. Dr Bradley remarked that the effects of the nutation l ole rie- would be represented still more accurately by supposing an the curve described by the pole of the equator about its mean place to be an ellipse instead ot a circle, the trans¬ verse and conjugate axes being 18" and 16" respectively. This is also confirmed by theory, from which Laplace cal¬ culated the semi-axes of the ellipse at 9"‘63 and 7 T7. Ihe semi-transverse axis of the ellipse described by the pole in virtue of the sun’s action alone does not exceed halt a second, and is consequently totally inappreciable. The sensible part of the nutation, therefore, follows exactly the period of the revolution of the nodes of the moon. By 603 observations of Polaris, observed at Dorpat between 1822 and 1838, M. Peters has determined the semi-axis major of the ellipse to be Q'^SGl, and gives, for his defini¬ tive result, 9',,2231. . It is now easy to see the reason of the distinction drawn above between the mean and the true oi apparefnt obliquity. The mean obliquity is represented by the ra¬ dius EP of the deferent circle PQR, along the circum¬ ference of which the centre of the small circle or ellipse is carried, while the true obliquity is that quantity in¬ creased or diminished by the nutation. 4 he calculation of the mean obliquity from the true is performed by the aid of the astronomical tables. The progressive diminution of the mean obliquity and the nutation of the earth’s axis are inequalities distin¬ guished from each other, not only by their being derived from different and distinct causes, but still more by the very great difference of time required for their full de¬ velopment. Almost every other element of the planetary system is affected in a similar manner by inequalities of two kinds, which are distinguished by the terms secular and periodic. The secular inequalities proceed with ex¬ treme slowness, and continue progressive in the same sense during many centuries; while the periodic are much more rapid in their march, and run through the whole period of their changes in comparatively short intervals of time. The inequalities of the first kind are also periodic ; but their periods are vastly longer, and may be reckoned by centuries instead of years ; and from this circumstance they derive their name of secular inequalities. Sect. II.— Of the Orbit of the Sun. Having now considered the situation of the plane in which the sun is observed to move relatively to the fixed stars, and also the small secular and periodic variations 16 ASTRONOMY. Theoretical to which it is subject, we proceed next to inquire into the Astronomy. nature 0f his orbit, or the curve which he describes on that plane. The means which we have of determining the solar orbit are the observed variations of the sun’s angular velocity, and of his distance from the earth; hence two kinds of observations are necessary,—the first, of his daily meridional altitudes, from which, as the incli¬ nation of the orbit is known, his angular velocity is easily found; and the second, of his apparent diameter, the va¬ riations of which follow the inverse ratio of his distance. That the angular velocity of the sun’s motion in his or¬ bit is not uniform, is obvious from the fact that he re¬ mains 7| days longer in the northern than in the south¬ ern signs, or, which is the same thing, that the interval between the vernal and autumnal equinoxes is 7-| days longer than the interval between the autumnal and ver¬ nal. It is proved by numerous observations that the sun moves with the greatest velocity when at a point situated near the winter solstice ; while at the opposite point of the orbit, or near the summer solstice, his velocity is the least. At the first point the diurnal motion is lo#01943, and at the second only 0o,95319. It is constantly varying between these two points; and the variation is observed to be nearly proportional to the sun’s angular distance from the point of his orbit where his velocity is a maxi¬ mum or minimum. The mean velocity is 0o-98632, or nearly 59' 11", which is the rate of the sun’s daily motion about the beginning of April and October. The point of the solar orbit, which is the most remote from the earth, is called the apogee (clko yrig, away from the earth) ; that which is nearest is called the perigee (moi yr\g, near the earth). The same points are also called re¬ spectively the superior and inferior Apsis of the orbit, and the straight line which joins them is called the Line of the Apsides. Diameter The exact determination of the sun’s diameter is a pro¬ of the sun. blem which engaged the earliest astronomers, but of which, before the invention of the telescope and micro¬ meter, it was impossible to obtain a solution sufficiently accurate to make known its variations. Archimedes, by an extremely ingenious though imperfect method, de¬ monstrated that it must be included between the limits 2^0 and yLp of a right angle, that is, between 27' and 32' 55"*7. The Egyptians, by observing the time which the sun takes to rise above the horizon, found it to be between a 750th and a 700th part of a circumference, that is, be¬ tween 28' 48" and 30' 51"’5. Aristarchus of Samos sup¬ posed it to be 30'. The precision of modern observations shows that the apparent diameter is greatest about the time of the winter solstice, and least about the summer solstice; but there is some discrepancy among the results of different astronomers with respect to its actual magni¬ tude. According to the tables of Delambre, its greatest value is 32' 35"-6, and its least 31' 31"; the mean apparent diameter, or the diameter at the sun’s mean distance, is equal to 32' 2",9. According to Bessel, the mean diameter is 32' T'^SO, as derived from 1698 transits, and the result from the Greenwich observations is l"-84 greater than this. From these remarks it is obvious, that if the orbit of the sun be a circle, the earth is not situated in the centre of that circle, otherwise the distance of the sun from the • earth would remain always the same, which is contrary to fact. It is possible, however, that the variation in his angular Fig. 15. velocity may not be real, but only apparent. Thus, in fig. 15, let AMEN be the orbit of the sun, C the centre of that orbit, and E the position of the earth at some distance from the centre. It is obvious that P is the sun’s perigee, and A his apogee. Now, as the sun’s apparent orbit is a circle having the earth in its centre, it is evident that this orbit must be aM/?N, and that the angular motion of the Theoretical sun will be measured upon that circle. Suppose now that As,ronomy- the sun in his apogee moves from A to A', it is obvious that his apparent or angular motion will be the segment a a! of the apparent orbit, considerably smaller than AA'; so that at the apogee the angular motion of the sun will be less than his real motion. Again, let the sun in his perigee move from P to P', describing a segment precise¬ ly equal to the segment AA'. This segment, as seen from the earth, will be referred to pp', which in that case will be the sun’s angular motion, evidently considex-ably greater than his real motion. Hence it is obvious, that even on the supposition that the sun moved equably in his orbit, his angular motion as seen from the earth would still vary, that is, would be smallest at the apogee and greatest at the perigee, and that the angular and real motion would only coincide in the points M and N, where the real and apparent orbits in¬ tersect each other. From the figure, it is obvious also that the angular velocity would increase gradually from the apogee to the perigee, and diminish gradually from the perigee to the apogee, which likewise corresponds with observation. But if the variation in the angular motion of the sun Sun’s mo- were owing alone to the eccentric position of the earth tionvaries, within the solar orbit, it is easy to demonstrate that in that case the diminution of his angular velocity would follow the same ratio as the diminution of his diameter. The fact however is, that the angular velocity diminishes in a ratio twice as great as the diameter of the sun does. The variation of the angular velocity cannot then be owing to the eccentricity alone. Hence it follows that the variation of the motion of the sun is not merely apparent, but real, and that its velocity in its orbit actually dimi¬ nishes as his distance from the earth increases. Two causes, then, combine to produce the variation in the sun’s angular velocity; namely, 1. the increase and diminution of his distance from the earth, and, 2. the real increase and diminution of his velocity in proportion to this varia¬ tion of distance. These two causes combine in such a manner that the daily angular motion of the sun dimi¬ nishes as the square of his distance increases, so that the product of the angular velocity multiplied into the square of the distance is a constant quantity. The observation, that the sun’s angular motion in his orbit is inversely proportional to the square of his distance from the earth, is due to Kepler. The discovery was made by a careful comparison of the sun’s diurnal motion with his apparent diameter, which is inversely proportional to his distance from the earth. Let ASB (fig. 16) be the Fig. 16. sun’s orbit, E the earth, and S' the sun. Suppose a line ES joining the centres of the earth and sun to move round along with the sun. It is obvious that when S moves to S', ES, moving along with it, is now in the situa¬ tion ES', having described the small sector SES'. In the same time that S performs one revolution in its orbit, the radius vector ES will describe the whole area ABS in¬ closed within the sun’s orbit. Let SS' be the sun’s angu¬ lar motion during one day. It is evident that the small sector SES' is proportional to the square of ES, multiplied by SS'; for the radius vector is the sun’s distance from the earth, and SS' his angular motion. Hence this sector Describes is a constant quantity, whatever the angular motion of the areas pro¬ sun be ; and the whole area SEA increases as the number Portional of days which the sun takes in moving from S to A.*?^6 Hence results that remarkable law, first pointed out by Kepler, that the areas described by the radius vector are proportional to the times of description. Suppose the sun to describe SS' in one day, and SA in twenty days; then ASTRONOMY. 17 Theoretical the area SES' is to the area SEA as 1 to 20, or the area Astronomy. SEA is 20 times greater than the area SES'. The knowledge of these facts enables us to draw upon paper, from day to day, lines proportional to the length of the radius vector of the solar orbit, and having the same relative position. If we join the extremity of these lines, by making a curve pass through them, we shall per¬ ceive that this curve is not exactly circular. Let E Fig. 17- (fig-17) represent the earth, and E a, E 6, E c, E rf, E e, &c. the position and length of the radius vector during every day of the year ; if we join together the points a, b, c, d, e, f, g, h, i, k, l, m, n, o, by drawing the curve aeim through them, it is obvious that this curve is not a circle, but elon¬ gated towards a and i, the points which represent the sun’s greatest and least distance from the earth. The resemblance of this curve to the ellipse induced Kepler to compare them together; and he ascertained their iden¬ tity, and thus proved that the orbit of the sun is an ellipse, having the earth in one of its foci. Having arrived at the knowledge of the true nature of the sun’s orbit, it becomes necessary, in the next place, to determine its position on the plane of the ecliptic, that is, to assign the position of the transverse axis, or line of the apsides, with reference to some other straight line given by position on that plane. The line which it is most con¬ venient to assume for this purpose is the line of the equi¬ noxes ; and the position of the apsides may be determin¬ ed from observations of the time which the sun occupies in performing a semi-revolution, counting from different points of his orbit. Thus, if among the observations of the sun’s longitude made daily during the course of a year, we compare, two and two, all those which are dia¬ metrically opposite, or which differ by 180°, it will be found that the interval between them will be somewhat less than half a year, if the sun, during that interval, has passed through his perigee, or longer if he has passed through his apogee; and that the time between the two observations will differ less from half the time of a whole revolution, in proportion as the sun’s place, at the time of the two observations, was nearer to the apsides. If the difference of time between the two observations is exactly half a year, then the place of the apsides would be obtain¬ ed at once, because the sun must have been in those points when the observations were made. The probability is, however, infinitely small, that this can ever happen exact¬ ly ; but as the position of the apsides is known very nearly from the diurnal observations of the variation of the sun’s angular velocity, the necesssary corrections can easily be supplied by computation. From the comparison of observations made in different ages, it appears that the position of the apsides is not fixed on the plane of the ecliptic, but that the greater axis of the solar ellipse revolves in the direction of the sun’s an¬ nual motion. The observations of Hipparchus, compared with those of the present times, show that the apsides have a direct motion at the rate of 65" in a year. Ac¬ cording to the observations of Walther, the longitude of the apogee in 1496 was 93° 57' 57"; and according to Lacaille, the same element in 1750 was 98° 37' 28"; whence, dividing the difference by 254, the interval between the two epochs, the annual motion of the line of the apsides amounts to 66". Delambre found, by the comparison of a great number of modern observations, that the annual mo¬ tion is 61"*95 a year. The theory of attraction, which, in respect of such slow and minute variations, must be con¬ sidered as giving more accurate results than can be obtain¬ ed directly by observation, gives 61"*9 for the yearly pro¬ gressive motion of the apsides. In the above determination, the position of the ap- VOL. ]V sides is referred to the line of the equinoxes, and theirTheoretical motion compared with the sun’s tropical revolution. But Astronomy if we wish to determine their motion with reference to the fixed stars, it is necessary to have regard to the retrograde movement of the equinoctial points ; for it is obvious, that if the line of the equinoxes is not fixed, the displacement of the apsides with respect to the stars will be increased or diminished by the whole amount of its motion, accord¬ ing as the two motions are in the same or opposite direc¬ tions. Now the motion of the line of the apsides is direct, and has just been stated to amount to 61"*9 in a solar year ; that of the equinoxes is, on the contrary, retrograde, and amounts to 50"T in the same time. Hence the dis¬ placement of the apsides, with reference to a star or fixed point in the ecliptic, is 61"-9 — 50"T = ll"-8 a year, in the direction of the sun’s annual motion. The time, therefore, in which the solar perigee completes a revolution in the . 360° heavens, or returns to the same star, is equal near¬ ly to 110,000 years. Since the greater axis of the solar ellipse has a pro¬ gressive motion on the plane of the ecliptic, it forms a variable angle with the line of the equinoxes, and at dis¬ tant epochs will coincide with that line, or be perpendicu¬ lar to it. The epochs at which these phenomena happen maybe easily found by simple proportions, when the longi¬ tude of the perigee at any given time, and its annual mo¬ tion, are known. According to the observations of Lacaille, already quoted, the longitude of the perigee in 1750 was 278° 37' 28"; but when the longitude of the perigee was 270°, the greater axis of the solar ellipse must have been perpendicular to the line of the equinoxes. The difference of these two longitudes is 8° 37' 28", and the number of years requisite to describe that arc, at the rate of 61"'9 8° 37' 28" annually,is—— = 500 years nearly; whence the major axis was perpendicular to the line of the equinoxes in the year 1250, when the perigee of the orbit coincided with the winter solstice. Suppose it were required to assign the epoch at which the major axis coincided with the line of the equinoxes. At the occurrence of this phenomenon the longitude of the perigee was 180°, consequently from that time to 1750 the perigee had advanced 278° 37'28"—180° = 98° 37'28". qeo 07/ oqw Now — 5735; therefore 5735 is the number 61"*9 of years intervening between the occurrence of the pheno¬ menon and 1750. Hence about 4000 years before the commencement of our era, the transverse axis of the solar orbit coincided with the line of the equinoxes ; and it is a singular coincidence that this epoch is considered by chronologists to be that of the beginning of the world, or, to speak more correctly, of the first traces of the existence of the human race ; for numerous physical circumstances attest that the earth itself has existed during an infinitely longer period. The same phenomenon will again occur when the longitude of the perigee shall have reached 360°, or become zero; and by calculating as above, this will be found to take place in the year 6485 of our era. ’1 he solar perigee will then coincide with the vernal equinox; in the former case it coincided with that of autumn. By reason of the progressive motion of the perigee, the Seasons length of the seasons is continually varying. Let AP (figs. ^ar'V j*1 18, 19, 20) represent the line of the apsides, S and W ^ ' the summer and winter solstices, V and O the vernal and autumnal equinoxes. When the greater axis was perpendi¬ cular to the line of the equinoxes, as happened in the year 1250 of our era, the perigee P (fig. 18) coincidedFig. )8. C 18 ASTRONOMY. Theoretical with W the winter solstice; and on that account the time Astronomy, between the autumnal equinox O, and the winter solstice W, was equal to the time between W and V, or between the winter solstice and the vernal equinox. But in this position the equator, which is here represented by VO, divides the ellipse into two unequal portions, the smaller of which must be described in less time than the greater, because the times of description are proportional to the spaces passed over. The summer was therefore, at that time, longer than the winter, and both were divided into equal parts by the solstices. In any other position the seasons differ in length from each other. In the time of Hipparchus, the longitude of the perigee was less than in 1750 by 32°-292, or was 246°-330. The position of the ellipse with regard to the equinoxes was therefore such Fig. If), as is represented in fig. 19, the angle PEW being 2/0° 246°-33 = 23° 40' 12". The interval between V and S was then 941 days, and that between S and O only 921 days. The spring was therefore at that time longer than the summer, and the winter longer than the autumn. The Fig. 20. position of the ellipse in 1800 is represented in fig. 20. The angle PEW was then 9° 29', and the following were nearly the lengths of the seasons:— Days. Hours. Min. from V to S 92 21 45 S to 0 93 13 35 O to W 89 16 47 W to V 89 1 42 length of the year, nearly 365 5 49 The spring is therefore at present shorter than the sum¬ mer, and the autumn longer than the winter. F.ccentri- After describing the position of the transverse axis of city of the tbe so}ar ellipSe on the plane of the ecliptic, we come solar orbit. next to consider the species of that ellipse, or its eccen¬ tricity, on which depend the apparent inequalities of the sun’s angular motion. It is evident that this element will be made known if we can by any means determine the ratio of the two segments into which the major axis is di¬ vided by the focus. This ratio might seem to be obtainable without any difficulty by comparing the sun’s apparent diameters at the perigee and apogee, to which the dis¬ tances are inversely proportional; but such observations, on account of the irradiation and other difficulties, are liable to considerable uncertainty: it is therefore neces¬ sary to have recourse to other methods of estimating the eccentricity, and the variations to which it is subject. These methods are derived from the fundamental law of the elliptic motion, namely, the proportionality of the areas described by the radius vector to the times of de¬ scription, by which the inequalities of motion and the ellipticity of the orbit are connected with each other; so that when the inequalities are made known by direct ob¬ servation, the species of the ellipse can be computed from the principles of geometry. It will, however, be neces¬ sary to attend more closely than we have yet done to the phenomena resulting from the eccentric position of the earth in the sun’s orbit, and to explain some terms tech¬ nically employed by astronomers to abbreviate and sim¬ plify their descriptions. The sun’s motion may be regarded as composed of two distinct parts, namely, a circular uniform motion, which constitutes the principal part of it; and a correction de¬ pending on the deviation of the orbit from a circle, which modifies the first, and alternately accelerates and retards the mean angular velocity. To illustrate this, let E (fig. 21) be the earth, PSA the orbit of the sun, AP the * ^ 23* line of the apsides, and w =£= the intersection of the plane of the orbit with that of the equator. While the true sun S moves round his elliptic orbit, describing areas proper- Theoretical tional to the times, conceive a fictitious sun s to move Astronomy round the earth in the circumference of a circle of which the radius is equal to EP the sun’s distance at the peri¬ gee, and with a uniform motion such, that if the two suns set out at the same instant from P, they may also return to the same point together, after having completed each a revolution. At the perigee the radius vector of the real sun is a minimum; his velocity is consequently a maximum, and he therefore advances before the fic¬ titious sun. But his motion relaxes in proportion as his distance from P becomes greater; and at a certain point S of the orbit it becomes equal to that of the fictitious sun, which has then only reached the point s. After passing the point S, the angular distance SEs continues to diminish on account that the motion of the real sun continues to relax, and it vanishes altogether when he reaches his apogee at A, the fictitious sun arriving at a in the same straight line with A and E at the same in¬ stant of time. From the apogee to the perigee the phe¬ nomena are reversed. The motion of the real sun being then the slowest possible, he at first falls behind the ficti¬ tious sun; but his motion continuing to be gradually ac¬ celerated, he has again acquired the same velocity when he reaches S', after which his motion is more rapid than that of the fictitious sun, which he at last overtakes at P. If, therefore, we conceive a radius vector to be drawn from the earth to each of the two suns, those lines will form with each other a variable angle, having its maximum value when the velocities are equal, and vanishing at the perigee and apogee. This angle, namely, SEs, is call¬ ed the Equation of the Centre, or Equation of the Orbit. Equation It is the correction necessary to be made to the longitude t*16 of the sun deduced from his equable motibn, in order tocen ie' have his real longitude. Those quantities which form the difference between the true and mean results are, in as¬ tronomy, denominated equations. The ancients employed the term Prosthaphceresis in the same sense. From the perigee to the apogee, the true longitude of the sun is found by adding the equation of the centre to the mean longitude, and in the other half of the orbit by taking the difference of the same quantities. The equa¬ tion of the centre is a maximum when the sun is at the points S and S', or when the mean and true motions are equal; and if its value can be obtained from observation at those times, the eccentricity of the orbit may be de¬ duced by means of the geometrical properties of the el¬ lipse. Now the points S and S' may be found very nearly by observing when the diurnal velocity of the sun is equal to the mean motion, or to 0-985647 parts of a degree. By these observations the angle SES', which is the difference of the real longitudes of the sun, or of his distances from , will be given. But s E s' is also given ; for it is the angle which w'ould be described by the sun, in virtue of his mean motion, during the interval between the two ob¬ servations. Hence the difference between sEs' and SES' is given, being equal to twice SEs the maximum equa¬ tion of the centre, in consequence of the symmetrical position of the points S and S', and also of s and s', in re¬ spect of the line of the apsides AP. The accuracy of a re¬ sult obtained in this manner may appear questionable, on account of the impossibility of determining by observation the exact moment at which the sun’s true motion in lon¬ gitude is equal to his mean motion ; but as the real motion varies very little during a few days before and after that epoch, the equation of the centre will be scarcely affected by a slight error in the time. Besides, any error in the re¬ sult is corrected by taking the mean of a great number of similar observations. ASTRONOMY. 19 Theoretical By a comparison of numerous observations of this kind, Astronomy. Delambre found that the greatest equation of the centre, the year 1776, amounted to 10,9254, or 1° 55' 31""4. In 1801 the same equation was 1° 55' 27"* 3. (See Baily’s Astronomical Tables, p. 66.) Having obtained the value of the greatest equation of the centre, the eccentricity of the orbit may be computed from the first two terms of the following series, e = ^E- 11 E3. 687 — E5 — &c. 28-3" 216-3-5 in which e represents the eccentricity, and E the greatest equation of the centre. By reversing the series the fol¬ lowing expression is found for the greatest equation in terms of the eccentricity, viz. 11 „ 599 E~2e + 2^3e3 + 21o-5 e5 &c. For an investigation of the above formulae the reader may consult Biot, Astronomic Physique, tom. ii. p. 185. Secular It has been discovered by observation, that the equation diminu- of the centre of the sun’s orbit is subject to a nearly uni- tion of theform secular diminution. This fact is confirmed by theory, ck 6 of the from which also the secular diminution has been assigned, solar°orbit ^ amounts to 8o-0047 in a century. This phenomenon im¬ plies a corresponding diminution of the eccentricity of the solar orbit amounting to *000037495 in the same time, the semiaxis major being unit. This will be conceived more distinctly by converting the above fraction into some familiar expression of linear magnitude. Supposing the mean distance of the sun to be 96,000,000 of miles, the fraction *000037495 will represent nearly 3700 miles, so that the annual diminution of the eccentricity is nearly at the rate of 37 miles,—a line which is considerable on the surface of the earth, but which has scarcely an appreciable ratio to the immense distance of the sun. If, however, this diminution, small as it is, were to be continued indefinite¬ ly, the eccentricity would ultimately vanish, and the sun’s orbit would be changed into a circle ; but the theory ot universal gravitation proves that, like all the other varia¬ tions of the elements of the solar system, the variation of the eccentricity is subject to periodic laws. After hav¬ ing continued during a certain time to diminish, the ec¬ centricity will again begin to increase, and will successive¬ ly pass through all its former values. Thus it will con¬ tinue to oscillate within certain limits, of which the ex¬ tent, though not precisely known, cannot be very great: and the solar orbit will eternally preserve its elliptic form, unless the application of some external force shall derange the system of the world, or modify the laws by which it is at present governed. Determi- The true nature of the solar orbit being known, to- nation of gether with its situation on the plane of the ecliptic, and ilace ln his ^le arnount ^ts eccentricity, as also the time of a revo- orbit. * lub°n> the sun’s longitude may be determined at any as¬ signed epoch. This determination is what is usually Kepler’s termed Kepler s Problem, having been first proposed by problem, that great astronomer on the hypothesis of an elliptic or¬ bit. Its solution, which is not susceptible of being ex¬ hibited under a finite form, is derived from the principle of the equable description of areas. Let ASP (fig. 22) represent the semi-orbit of the sun, C the centre of the orbit, E the focus occupied by the earth, and let the time and motion be counted from the perigee P. On AP de¬ scribe a semicircle, on the circumference of which let a point M be supposed to move uniformly, and to describe the semicircle PMA, in the same time in which the sun describes the semi-ellipse PSA. Now, suppose that at the end of a given time t, the sun has moved from P to S; then, denoting by T the time of a complete revolu¬ tion, and putting 1 + cos. v ~ l-e ’ 1 + cos. x ’ consequently, by the trigonometrical formulae, tan. = ^L±-e^ 2 . tan. Ja? (4.) The equations (1) and (2) were first given by Kepler, the last is due to Lacaille. The problem of finding the sun’s place after any given time is solved analytically by (1) and (4). To express v the true anomaly, in a series involving the powers of x the mean anomaly, is a problem requir¬ ing the aid of the higher analysis, and which it is unneces¬ sary to investigate here. The following are a few of the first terms of the series, in which nt is substituted for x, n be¬ ing the mean motion in the unit of time, and t the time elapsed since the passage through the perihelion :— v — nt-\- ^2e — 4e3^"96e5)’ sin. nt + 11 , 17 „ 'A e6 (p 24 ” T 192 + (l|e3-l|cS) si"-3,!< + > &C. ^ sin. 2 nt Sun’s pa- The form of the sun’s orbit is discovered from the va- rallax and nations of his apparent diameter in passing from the pe- distance. rjgee to the apogee; but in order to obtain a knowledge of its real dimensions, or of the mean distance of the sun from the earth, it is necessary to determine his parallax, that is to say, the angle subtended by the earth’s semi¬ diameter as seen from the sun. This angle is too small to be measured directly in the manner which was point¬ ed out when treating of parallax; it is most accurately deduced from observations of the time occupied by an inferior planet in passing over the sun’s disk, as will be explained afterwards. From such observations it has been found to be less than 9", an angle of which the sine is to radius in the ratio of 1 to 23,000 nearly; whence the distance of the sun is about 23,000 times the semi¬ diameter of the earth. The following table exhibits more accurately the numerical results of calculation. Sect. III.— Of the Motion of Translation of the Earth, and the Aberration of Light. Hitherto we have regarded the sun as being actually in motion round the earth in an elliptic orbit, of which the earth occupies one of the foci. This supposes the mo¬ tion which we observe to be real. But we have already^ seen that all the phenomena of the diurnal revolution of the celestial bodies may be equally well explained by supposing these motions to be only optical illusions, of the same nature as those by which a person sailing rapidly along a river, or the sea-shore, is almost irresistibly led to ascribe the motion to the banks on the shore, even when fully aware that the appearance is only occasioned by his own motion in a contrary direction. In the same manner all the phenomena of the annual motion are susceptible ot an equally simple explanation, on the hypothesis that the earth revolves in an elliptic orbit, and that the sun is at rest in one of the foci of the ellipse. In fact, if there were no other bodies in the universe than the earth and the sun, it would be matter of absolute indifference which of the two hypotheses we should adopt in order to ex¬ plain the appearances. Supposing, for example, the earth to revolve in a circular orbit (the eccentricity, on account of its smallness, being here neglected), and the sun to be placed at the centre; a spectator at E (fig. 23) sees the I ig- 23* sun S in the heavens at the point A, and corresponding to the star a on the celestial sphere. If the earth now take the place of the sun, and the sun be placed on the curve at A, the spectator will still see the sun correspond to the star a. Let the earth be transferred from E to E' ; the spectator will then see the sun in A'. The sun there¬ fore appears to him to have moved from A to A', which is exactly the same appearance as would be presented to a spectator at the centre by a real translation of S from A to A'; so that, in respect of the annual motion, the ap¬ pearances, when referred to the celestial sphere, are pre¬ cisely the same on either hypothesis. If we now consider the phenomena with reference to the earth, we shall find that they may be all equally well explained on the hypothesis of the earth’s motion, and the immobility of the sun. The most remarkable pheno¬ menon connected with the annual revolution is the vari¬ ation of the seasons; and in order to explain their cause, it is only necessary to suppose that the earth, in describ¬ ing its oblique orbit, always preserves its axis parallel to the same straight line. Let A, B, C, D (fig. 24) repre-Fig. 24. ASTRONOMY. 21 Theoretical sent the earth in four different positions of its orbit, n s millions of miles distant from each other. Suppose the Theoretical Astronomy, being its axis, and n and s its north and south poles re- sun to be at rest in S (fig. 26), the centre of the orbit ■Astronomy. spectively. While the earth goes round the sun in the Ea6, and the earth to be at the point E. Suppose also A v'"'-' order of the letters A, B, C, D, its axis ns preserves its to be the projection of S on the sphere of the fixed stars, obliquity, and always continues parallel to its first direc- and the first point of the ecliptic. I he longitude of A. tion. At A the north pole inclines towards the sun, and as seen from E, is the angle AE ; but when seen from S, brings all the northern places more into the light than at the longitude of the same point is AS. Ibis last is the any other season of the year. But when the earth is at true longitude of A ; AEty1 is the apparent longitude, and C, the opposite point of the orbit, the north pole declines their difference is the angle SqpE. Now, in the first half from the sun, and a less portion of the northern hemi- of the ecliptic, the apparent longitude will be less than sphere enjoys the blessings of his light and heat. At the true, and in the second half greater; hence there B and D the axis is perpendicular to the plane of the ought to result an apparent annual inequality in the orbit, so that the poles are situated in the boundaries of sun’s longitude. But as such inequality is shown in very the illuminated hemisphere, and the sun, being directly few cases, it becomes necessary either to abandon the over the equator, makes the days and nights equal at all hypothesis of the earth s motion, or to suppose the dis- Plate places. These phenomena are illustrated in fig. 25, which tance of the fixed stars to be so great, that, in comparison LXXVTII. represents the situation of the north pole with regard to of it, the radius ES, which exceeds 90 millions of miles, Fig. 25. the limits of illumination, in eight different positions of the is altogether insensible ; and that the whole orbit of the orbit. In this figure, JE is the terrestrial equator, T the earth, or the ellipse Eab, is a mere point in comparison of tropic of Cancer, the dotted circle the parallel of London, a great circle of the starry sphere. U the arctic or north polar circle, and P the north pole, The most convincing proof of the earth s motion is not where all the meridians or hour-circles meet. The spec- to be found in any circumstance of which the senses can tator is supposed to be placed at the pole of the ecliptic, take immediate cognizance, but is afforded by the full de- When the earth is at the beginning of Libra, about the velopment of the planetary system, and the mutual con- 20th of March, the sun, as seen from the earth, appears nection of all the truths of rational astronomy, by the at the beginning of Aries in the opposite part of the hea- clearness, simplicity, and coherence which this hypothesis vens, the north pole is just coming into light, and the sun gives to the most complicated phenomena,—and can there- is vertical to the equator, which, with all its parallels, is fore only be fully appreciated after an attentive study of divided into two equal parts b}^ the circle which forms the whole series of facts which astronomy makes known, the boundary between the dark and illuminated hemi- There exists, however, one direct proof of the earth s an- spheres, and therefore the days and nights are equal all nual motion, in a phenomenon discovered by the accurate over the earth. As the earth moves in the ecliptic ac- observation and patient sagacity of Bradley, although it is cording to the order of the letters A, B, C, D, &c., the one which, we are almost tempted to think, ought to have north pole P comes more and more into the light, and been perceived a priori, after Roemer s discovery of the the days increase in length at all places north of the equa- progressive motion of light. It is known by the name of tor JE. When the earth comes to the position between the Aberration of Light, and is manifested in a small dif- Aberration B and C, or the beginning of Capricorn, the sun, as seen ference between the apparent and true places of a star, £ from the earth, appears at the beginning of Cancer, about occasioned by the motion of light combined with that of the 21st of June ; and the north pole of the earth inclines the earth in its orbit. towards the sun, so as to bring into light all the north fri- To illustrate this effect, conceive a body to move in the gid zone, and more of each of the northern parallels of la- direction EE' (fig. 27), and another to impinge on it inkig* 27- titude in proportion as they are farther from the equator, the direction SE. To find the direction of the resulting As the earth advances from Capricorn towards Aries, and motion, take EC and EA proportional to the two velo- the sun appears to move from Cancer towards Libra, the cities respectively, and, having completed the parallel- north pole recedes from the light, which causes the days ogram EABC, draw the diagonal EB. The combina- to decrease and the nights to increase in length, till the tion of the two motions produces an impression on the earth comes to the beginning of Aries, and then they are eye exactly similar to that which would have been pro¬ equal as before ; the boundary of light and darkness cut- duced if the eye had remained at rest in the point E, and ting the equator and all its parallels equally. The north the molecule of light had come to it in the direction pole then goes into the dark, and does not emerge till the ES'; the star, therefore, whose real place is at S, will ap- earth has completed a semi-revolution of its orbit, or pear to the spectator at E to be situated at S'. The dif- from the 23d of September till the 20th of March. All ference between its true and apparent place, that is, the these phenomena will be readily understood from the bare angle SES', is the aberration, the magnitude of which inspection of the figure; and it will be perceived that is obtained from the known ratio of EA to EB, or the what has been said of the northern hemisphere is equally velocity of light to that of the earth in its orbit. Now, true of the southern in a contrary sense, that is, at oppo- we know from the phenomena of the eclipses of Jupi- site seasons of the year. ter’s satellites, that a ray of light describes a line equal The only objection against the annual motion of the to the mean radius of the ecliptic in 8 min. 18 sec. or 498 earth, which at first sight creates some difficulty, is the seconds of time. But the arc described by the earth in that enormous distance which, on account of the want of an- time is found from the proportion nual parallax, that hypothesis makes it necessary to assign 365d'256 : 498s:: 360° : x, to the fixed stars. Abstracting from the precession, which whence x = 20""45. It is evident, therefore, that when in the region of the poles amounts only to about 20", the the directions of the two motions are at right angles, the axis of the earth, in every part of its orbit, appears to be star S always appears in advance of its real place, in a di- directed towards the same point of the starry sphere. It rection parallel to that of the motion of the earth, by a is certain, however, that the radius of the terrestrial orbit quantity equal to 20' ,45. This quantity, 20"’45, is called is upwards of 90 millions of miles ; and therefore, when the Constant of Aberration ; but as it has been obtained on the earth is at opposite points of this immense circle, its the assumption that the earth moves uniformly in a circu- pole ought to be directed to points in the heavens 180 ^ar orbit, it is evidently not altogether exact, and recourse 22 ASTRONOMY. Theoretical must be had to observation to determine its precise Astronomy amount. Bradley supposed it to be 20"; Dr Brinkley, from the mean of 2633 comparisons of various stars has deduced the value 20"‘37. From a series of observations made by M. Struve the Russian astronomer, the constant of aberration has been determined to be 20",445, which is probably an exceedingly close approximation, and may be considered as one of the most certain determinations of astronomy. (Sur le coefficient de Caberration des etoiles fixes. Petersburg Memoirs, vol. iii.) It is easy to see that, on the same principles, there ought also to be a diurnal aberration; but the diurnal rotation of the earth being sixty-five times less rapid than the or¬ bital motion, its effect in producing aberration does not amount to more than 09,0208, when reduced to seconds of time. It is, however, taken into account in reducing transit observations, and incorporated with the error of collima- tion. The magnitude of the angle of deviation SES' depends on the relative directions of the earth and the visual ray, and may have any value from 0 to 20"*4. Suppose, for example, we observe a star situated in the plane of the ecliptic. When the earth is at that point of its orbit, be¬ tween the sun and the star, where the tangent to the orbit is perpendicular to the visual ray (which, on account that the star has no sensible parallax, always maintains a pa¬ rallel direction), the apparent place of the star will be 20M to the eastward of its true place. When the earth is in the opposite point of its orbit the same star will ap¬ pear to be 20"'4 to the westward of its true place; so that it will appear to have an oscillatory motion on the ecliptic, the range of which is 40"*8, and the period exactly a year. Half-way between these two points the tangent of the or¬ bit is parallel to the direction of the ray of light, and con¬ sequently there is no aberration. When the star is not situated in the ecliptic, it will suffer a displacement in latitude as well as in longitude. To render this more in- t’ig- 28. telligible, let EEE (fig. 28) be the ecliptic, E the earth, and A the true place of a star situated at any altitude above the ecliptic. In the direction EA take Ea to re¬ present the velocity of light, ah that of the earth, and in a parallel direction, that is, parallel to the tangent to the ecliptic at E ; the line E6 will now be the apparent visual ray, and the star will seem to be situated at B. Suppose the earth to be placed at different points of its orbit; the lines Ea will be all parallel to each other on account of the in¬ finite distance of the star A; the lines ab will vary little in magnitude, because they are very small in comparison of Ea, but their directions will undergo every possible change, being always parallel to the tangent at E. At the two points of the orbit where the tangent is parallel to EA, the two lines Ea and ab coincide, and consequently there is no aberration. Let us next suppose the star to be situated in the pole of the ecliptic. In this case the visual ray is constantly perpendicular to the direction of the earth's motion, so that the star will always appear at a distance of 20"‘4 from its true place, or appear to describe a small circle about the pole of the ecliptic. In all other situa¬ tions, out of the ecliptic, the star’s apparent path will be an ellipse, the major axis of which, parallel to the plane of the ecliptic, is always 40",8, while the minor axis varies as the sine of the latitude. The cause of the aberration being known, we have two methods of measuring its quantity, or the extent of the apparent oscillations, viz. by calculating the angle of de- Fig. -27. viation SAS' (fig. 27), the tangent of which is to radius as AB to AE, that is, as 1 to 10,313; or, by direct observa¬ tion, when the star is in opposition to the sun. The two methods give sensibly the same result, and the dimensions of the ellipse described by any star not situated in the Theoretical ecliptic, in consequence of the aberration, are found to Astroriomy- be the same when computed from theory or determined by direct observation. The motion of translation of the earth, therefore, receives a mathematical demonstration from this agreement; and the phenomenon of the aber¬ ration, otherwise unimportant on account of its minute¬ ness, thus becomes one of the most interesting discoveries ■ever made in astronomy. The fact of the earth’s orbital motion is, however, rendered so probable by other pheno¬ mena, that it must have been universally admitted, although the direct proof had never been discovered. Sect. IY.— Of the Measure of Time. Equation of Time. The notion of time, or of succession, is generally said to be acquired from the aspect of natural phenomena; but from whatever source it may be derived, it is certain that time itself can only be measured by comparing it with something of which the senses can take cognizance. If we have a series of events, such as the oscillations of a pendulum, or the flux and reflux of the sea, uniformly suc¬ ceeding each other, then time may be measured by the number of such events that have been observed. In like manner, if a body move uniformly in a certain direction, time may be measured by the spaces over which it suc¬ cessively passes. In strict language, motion and time, being heterogeneous quantities, cannot measure one another; but different times are compared with each other by means of the motions that have taken place in those times respectively; for the motions being supposed uniform, equal spaces are passed over in equal times, or, which is the same thing, the times are directly proportional to the spaces described. If, therefore, we assume for unit the time which is absolved while a certain uniform motion takes place, we may obtain, by a simple proportion, the corresponding time of any other similar motion. In this manner we find the ratio of one portion of time to an¬ other, although we can form no idea whatever of its abso¬ lute quantity. In order that motion may be employed as a measure of time, it is indispensably requisite that it be perfectly uni¬ form. The only motions having this property, with which we are acquainted, are those of the rotation of the celes¬ tial bodies about their own axes. The motion of the sun and planets in their orbits is irregular from various causes : even the successive returns of the fixed stars to the me¬ ridian are rendered unequal on account of the precession and nutation; but the diurnal rotation of the earth ap¬ pears to be affected by no cause of irregularity whatever. Time, therefore, may be properly measured by this uni¬ form motion ; and the method of proceeding is as follows. The culmination of a star, or of a given point of the equa¬ tor, marks the instant at which the day commences, and at any other instant its horary angle determines the por¬ tion of the day which has elapsed at the moment of the observation. In order, therefore, to determine the time of an observation, we must find the horary angle formed by the meridian of the observed star with that which passes through the given point where the motion is supposed to begin; in other words, it is necessary to determine the star’s right ascension. This, however, when attempted by direct measurement, is a determination attended with difficulty, and liable to considerable uncertainty. Hap¬ pily the invention of the pendulum has rendered it unnecessary; and astronomers, instead of deducing the time from the right ascensions, determine, on the con¬ trary, the right ascensions by means of the time indi¬ cated by the clock. The clock, of which the motion is supposed to be perfectly regular, is adjusted in such a ASTRONOMY. 23 Theoretical manner that its index describes 24 hours, while a point Astronomy. 0f t]ie equator describes an arc of 360°, or makes a com- plete revolution. This is called a sidereal day. The sidereal hour is divided in the usual manner into mi¬ nutes, seconds, &c.; whence the corresponding arcs are easily found at the rate of 15° to an hour. The point whose culmination marks the origin of time is arbitrary; but astronomers have agreed to choose for that purpose the equinoctial point of Aries, from which the right as¬ censions are reckoned, so that the hours of the clock and the degrees of the equator may commence at the same instant. This point, it is true, is not, and cannot be, per¬ manently marked by any star; but the right ascension in time of any star whatever being the hour of its transit over the meridian, the star will be in the plane of the me¬ ridian at the instant denoted by its right ascension in time. On this account sidereal time expresses the actual right ascension of the zenith ; or, as it is frequently termed, the right ascension of the mid-heaven. We have already seen, that on account of the preces¬ sion of the equinoxes, a star employs somewhat more time than the first point of Aries in returning to the meridian. It is therefore not without some violation of language that the interval between two successive transits of a given point of the equator over the meridian is called a side¬ real day, which, in its strict acceptation, denotes the time which elapses between two successive transits of the same star; but in this case the difference is so small as to be totally inappreciable. The annual precession in longitude is = 50"T, and that in right ascension is nearly the same, excepting in regard to the circumpolar stars, which, there¬ fore, are not employed in regulating the clocks. This arc of 50"T, converted into time, gives 3-3 seconds as the time in which a star will pass the meridian later than the equinoctial point, at the end of the year; and this small quantity being distributed over the whole year, is altoge¬ ther insensible in short intervals of two or three days. The successive transits of a star, therefore, if we abstract from the nutation and aberration, will mark the sidereal day within the hundredth part of a second of time; and the sidereal year, though not immediately ascertainable by observation, becomes a quantity which may be easily com¬ puted. But the regularity of the motion of the stars is deranged by the effects of aberration and nutation ; so that in order to measure time with the precision required by modern observers, it is necessary to be acquainted with the minute displacements of the stars. If they seem to return to the meridian after equal portions of absolute time, it is only because our organs are unable to dis¬ tinguish the hundredths of a second. The sidereal day is a measure of time which, on ac¬ count of its uniformity and the facility of observing it, is excellently well adapted for astronomical purposes; but relatively to the ordinary wants of life it is not sufficient¬ ly marked;—the culmination of the stars is an event entirely unconnected with civil occupations, and which, for any given star, is even invisible during a great part of the year. The proper motion of the sun causes the si¬ dereal day to commence sometimes by day and sometimes by night, so that great confusion and embarrassment would arise from regulating time and civil affairs by the motions of the stars. On this account the diurnal revo¬ lution of the sun has been universally adopted as the mea¬ sure of time. This is called the civil day, and denotes the interval of time which elapses between two succes¬ sive transits of the sun over the same hour-circle. Most nations have agreed in reckoning it from the inferior semi¬ circle of the meridian, so that the civil day commences and terminates at midnight; but astronomers, in imita¬ tion of Hipparchus and Ptolemy, usually reckon the com-Theoretical mencement of the day from the instant of the sun’s culmi- Astronomy nation, that is, from noon ; and count through the 24 hours from one noon to the following. Thus 9 o’clock in the morning of February 14th is by astronomers called Fe¬ bruary the 13th at 21 hours. The day thus determined is called the astronomical or solar day ; and being regu¬ lated by the true motion of the sun, the time which is measured by it is called true or apparent time. Astronomical or solar days are not equal. Two causes, Days vary in particular, conspire to produce their inequality, namely, in length, the unequal velocity of the sun in his orbit, and the obli¬ quity of the ecliptic. The effect of the first cause is suf¬ ficiently sensible. At the summer solstice, when the sun's motion is slowest, the astronomical day approaches nearer the sidereal than at the winter solstice, when his motion is most rapid. To conceive the effect of the second cause, it is neces¬ sary to have regard to the motion of the sun in reference to the equator. The sun describes every day a small arc of the ecliptic. Through the extremities of this arc suppose two meridians to pass ; the arc of the equator, which they intercept, is the sun’s motion for that day re¬ ferred to the equator, and the time which that arc takes to pass the meridian is equal to the excess of the astrono¬ mical day above the sidereal. But it is obvious that at the equinoxes the arc of the equator is smaller than the corresponding arc of the ecliptic, in the proportion of the cosine of the obliquity of the ecliptic to radius: at the solstices, on the contrary, it is greater in the proportion of radius to the cosine of the same obliquity. The astro¬ nomical day is diminished in the first case, and lengthen¬ ed in the second. To have a mean astronomical day independent of these Mean causes of inequality, astronomers have supposed a second astro,lomi- sun to move uniformly on the ecliptic, and to pass overca^a^ the extremities of the axis of the sun’s orbit at the same instant with the real sun. This removes the inequality arising from the inequality of the sun’s motion. To re¬ move the inequality arising from the obliquity of the ecliptic, conceive a third sun to pass through the equi¬ noxes at the same instant with the second sun, and to move along the equator in such a manner that the angular distances of the two suns at the vernal equinox shall be always equal. The interval between two consecutive returns of this third sun to the meridian forms the mean astronomical day. Mean time is measured by the num¬ ber of the returns of this third sun to the meridian; and true time is measured by the number of returns of the real sun to the meridian. The arc of the equator, inter¬ cepted between two meridian circles drawn through the centres of the true sun and the imaginary third sun, when reduced to time, is what is called the Equation of Time. I his will be rendered plainer by the following diagram. Let Z^czrdz (fig. 29) be the earth; ZFRz its axis;Fig. 2a. abcde, &c. the equator ; ABODE, &c. the northern half of the ecliptic from ^ to on the side of the globe next the eye; and MNOP, &c. the southern half on the oppo¬ site side from ^ to . Let the points at A, B, C, D, E, F, z, than the corresponding point on the equator from to_/i that is to say, than the point whose distance from (Y1 is expressed by the same number of degrees; and the 24 astronomy. Theoretical more so, as the obliquity is greater; and therefore the Astronomy, true sun comes sooner to the meridian every day w v^V^he is in the quadrant ^F, than the fictitious sun does in the quadrant /; for which reason the solar noon precedes noon by the clock, until the real sun comes to F, and the fictitious to f: which two points being equi- y at R, and the fictitious sun through mnopq towards r, the former comes to the meridian every day sooner than the latter, until the real sun comes to R, and the fictitious, to r, an then they come both to the meridian at the same time. Lastly, as the real sun moves equably through STUVW, from R towards and the fictitious sun through stuvw, from r towards the former comes later every day to the meridian than the latter, until they both arrive at the point , and then they make it noon at the same time '^'HaGng0 explained one cause of the difference between true and mean time, we now proceed to explain the other cause of this difference, namely, the inequality of the sun s apparent motion, which is slowest in summer, when the sun is farthest from the earth, and swiftest in winter, when he is nearest to it. ,, . , .... If the sun’s motion were equable in the ecliptic, the whole difference between the equal time as shown by the clock, and the unequal time as shown by the sun, would arise from the obliquity of the ecliptic. But the sun s motion sometimes exceeds a degree in 24 hours, thoug generally it is less; and when his motion is slowest, any particular meridian will revolve sooner to him than when his motion is quickest; for it will overtake him in less time when he advances a less space than when he moves through a larger. . . , n Now, if there were two suns moving in the plane ot the ecliptic, so as to go round it in a year, the one de¬ scribing an equal arc every 24 hours, and the other de¬ scribing in the same time sometimes a less arc, and at other times a larger, gaining at one time of the year what it lost at the opposite; it is evident that one of these suns would come sooner or later to the meridian than the other, as it happened to be behind or before the other; and when they were in conjunction, they would both come to the meridian at the same moment. As the real sun moves unequably in the ecliptic, let us suppose a fictitious sun to move equably ^ a circle coin¬ cident with the plane of the ecliptic. Let ABCD (fig. 30) be the ecliptic or orbit in which the real sun moves, and the dotted circle abed the imaginary orbit of the fictitious sun • each going round in a year according to the order of letters, or from west to east. Let HIKL be the earth turn¬ ing round its axis in the same direction every 24 hours ; and suppose the two suns to start from A and a, at the same moment, A and a being in the same straight hne, and in the plane of the meridian EH. Suppose also that the real sun, when at A, is at his greatest distance from he earth, where his motion is slowest. In the time that the meridian revolves from H to H again, according to the order of the letters HIKL, the real sun has moved from TWetical A to F ; and the fictitious sun with a quicker motion from a to /, through a larger arc: therefore the meridian LH will revolve sooner from H to h under the real sun at r, than from HE to k under the fictitious sun at/; and con¬ sequently it will then be noon by the sun-dial sooner than by the clock. , ^ As the real sun moves from A towards C, the velocity of his motion increases all the way to C, where it is at its maximum. But notwithstanding this, the fictitious sun gains so much upon the real, soon after his departing from A, that the increasing velocity of the real sun aoes not bring him up with the equally-moving fictitious sun till the former comes to C and the latter to c, when each has gone half round its respective orbit; and then being in coniunction, the meridian EH, revolving to EK, comes to both suns at the same time, and therefore it is noon by them both at the same moment. . But the increased velocity of the real sun now being a its maximum, carries him before the fictitious one; and therefore the same meridian will come to the fictitious sun sooner than to the real; for whilst the fictitious sun moves from c to #, the real sun moves through a greater arc from C to G ; consequently the point K has its noon by the clock when it comes to k, but not its noon by the sun till it comes to l And although the velocity of the real sun diminishes all the way from C to A, and the fic¬ titious sun by an equable motion is still coming nearer to the real sun, yet they are not in conjunction till the one comes to A and the other to a, and then it is noon by them both at the same moment. . , . CnmnarL. Mean solar time and sidereal time being both uniform,^ it is easy to compare the one with the other, anc assign mean an(j the number of degrees, minutes, &c. which the sun and a sidereal star will respectively describe in a given portion of side-time, real or mean solar time. In a mean solar day the sun s right ascension and mean longitude are increased by 59' 8"*33 ; consequently 360° 59' 8"-33 of the equator pass the meridian in 24 mean solar hours. The sidereal time corresponding to this period is 24 hours 3 min. 56-5od sec., therefore 24 mean solar hours are equal to 24 hours 3 min. 56-555 sec. of sidereal time; and 24 hours of side¬ real time are equal to 23 hours 56 min. 4-09()7 sec. of mean solar time, or to 24 hours minus 3 min. 55-9093 sec. This difference of 3 min. 55-9093 sec. is called the acceleration of the fixed stars in mean solar time ; and the preceding excess of 3 min. 56-555 sec. is the retardation of the sun in sidereal time. Hence the one species of time may be easily converted into the other; and the arc of the equator passed over by the meridian in a given mean time may be calculated. Thus, 360° 59' 8"-33 _ ^ 27"-84708 Fig. 30. 24 is the arc described by a star in one hour of mean solar But the process of converting sidereal or mean solar time into true or apparent time, or of computing from the in¬ stants of apparent time the corresponding mean solar and sidereal times, is attended with much greater difhcu v. The reason is, that the interval between two successive transits of the sun over the meridian, which, m apparent time, measures the day, is a variable quantity; and hence there cannot exist any constant ratio between true an mean time, as there does between mean and sidereal time. The correction or equation by which apparent time is reduced to mean time, is technically called the Equation of Time, and is composed of the aggregate of the several variable terms which denote the inequalities of the sun’s motion in longitude. Besides the eccentricity. A S T R O N O M Y. 25 Theoretical Astronomy. Fig. 31. the obliquity of the ecliptic, and the variations of that obliquity occasioned by the nutation of the earth’s axis, it is affected also by the small alterations of the sun’s right ascension, which result from the effect of the planetary perturbations on the earth ; and hence the equation of time cannot be exactly computed without the aid of Phy¬ sical Astronomy. It will be evident, from what has preceded, that the equation of time expresses merely the difference between the true and mean right ascensions of the sun, reduced to time. Its different parts may be calculated numerically in the following manner. Let NA (fig. 31) represent the mean motion of the sun during a given interval, then N A is the sun’s mean longitude, N being the first point of Aries. Let NA = M, and from this mean longitude sub¬ tract the longitude of the apogee, the remainder will be the sun’s mean anomaly. From the mean anomaly let the equation of the centre be found and denoted by E. Take AB = E, then NB = M + E is the longitude cor¬ rected for the eccentricity. Let us next suppose BC to be the small quantity by which the sun’s longitude is increased in consequence of the perturbations of the planets, and let BC = P; then NC = M + E + P is the true and exact longitude of the sun. Through C let the arc CD be drawn perpendicular to the equator; the point D will be that point of the equator which passes the meridian at the same time with the sun. Let R = NC — ND = the reduction to the ecliptic; we have then the sun’s right ascension = M , E + P—R. Let NF = NA, and F will be the place which the sun would occupy in the equator at the same instant that he occupies the point A in the ecliptic, if he moved uni¬ formly in the former circle ; for NF as well as NA will represent the mean diurnal motion of 59' 8"-33 multiplied by the number of days elapsed in the interval between the equinox N and the time of the observation. The mean sun would therefore pass the meridian with the point F, whereas the true sun passes it with the point D; therefore, at the instant of true noon, when the sun C and the corresponding point D are on the meridian, the mean sun is at a distance from D expressed by the arc FD=:M + E+P — R — M = E + P — R- Now, the arc of the equator FD measures the horary angle between the mean and the true sun, or the angle at the pole between the meridian and the hour-circle passing through D; it is therefore converted into time by the following propor¬ tion :— 360° : FD :: 24 mean solar hours : time from true noon ; consequently the difference between mean and true noon, or the equation of time, FD X 24'‘ _ + P _ R) - cTT. 360° ' But this equation is not yet perfectly accurate: it re¬ quires to be corrected for the effects of nutation. Now it is known that the variation of the mean longitude of the sun, arising from the unequal precession of the equi¬ noxes in consequence of the nutation occasioned by the inclination of the lunar orbit, is expressed by the formula 18" sin. (360° — moon’s node) = 18" sin. N. This vari¬ ation, reduced to the direction of the equator, will there¬ fore be 18" sin. N cos. e (e being the obliquity of the eclip¬ tic). The difference between the two expressions is 18" sin. N (1 — cos. e) = 36" sin.2 \e sin. N = 1" -4887 sin. N, which, reduced to time, becomes (M)9925 sec. X sin. N. This small correction, amounting to less than a tenth of a second, was long omitted in computing the equation of time. When it is included, that equation becomes dT = ^ (E + P — R) + 0*09925 sec. X sin. N. VOL. IV. The quantities E, P, R, and N, are to be computed se- Theoretical parately from the astronomical tables; and it must be ob- Astronomy served, that the result will be expressed in mean solar time. The cosine of the obliquity, that is, cos. 23° 28', is equal to -9173 = very nearly. Hence, since the equa¬ tion of time is equal to the sun s true right ascension, di¬ minished by his mean longitude and the effects of nuta¬ tion in right ascension (= ND — NA =j= 18" sin. N cos. e), it may, on denoting the true right ascension by A, be ex¬ pressed as follows:— r dT = A — M 18" sin. N X -U-. This is the form under which the equation of time was expressed by Dr Maskelyne. The equation of time is at its maximum about the 3d of November, when it amounts to 16' 16"-7, and is subtrac¬ tive. At four different times of the year it vanishes, namely, about the 25th of December, the 16th of April, the 16th of June, and the 1st of September. These epochs, however, do not remain constant; for, on account of the change which the line of the apsides is constantly undergoing in reference to the line of the equinoxes, the difference between the true and mean right ascensions of the sun—in other words, the equation of time varies continually in different years. gECTi Y.— Of the Spots of the Sun, his Rotation, and Constitution. The sun, the great source of light, heat, and animation, when beheld with the naked eye, appears only as a lumi¬ nous mass of uniform splendour and brightness ; but when examined with the telescope, his surface is frequently ob¬ served to be mottled over with a number of dark spots, of irregular and ill-defined forms, and constantly varying in appearance, situation, and magnitude. These spots are occasionally of immense size, so as to be even visible without the aid of the telescope; and their number is frequently so great that they occupy a considerable portion of the sun’s surface. Dr Herschel observed one in 1779, the diameter of which exceeded 50,000 miles, more than six times the diameter of the earth ; and Schemer affiims that he has seen no less than 50 on the sun s disk at once. Most of them have a deep black nucleus, surrounded by a fainter shade, or umbra, of which the inner part, nearest to the nucleus, is brighter than the exterior portion. 4 he boundary between the nucleus and umbra is in general tolerably well defined; and beyond the umbra a stripe of light appears more vivid than the rest of the sun. The discovery of the sun’s spots has been attributed to different astronomers. They appear to have been first taken notice of in a work of Fabricius, the friend of Kep¬ ler, which was published at Wittenberg in 1611, under the title of Joh. Fabricii Phrysii de Maculis in Sole Ob- servatis, et Apparente earum cum Sole Conversione Narra- tio. It contains, however, nothing more than a few vague conjectures respecting the spots, the phenomena of which he could not have observed with any degree of accuracy, inasmuch as he seems to have been unacquainted with any method of protecting the eye by intercepting a portion of the solar rays ; for he recommends to those who should repeat his observations, to admit into the telescope only a small portion of the sun at once, till the eye should by degrees become able to support the full blaze of light. About the same time the discovery was warmly disputed by the illustrious Galileo, and Scheiner, a German Jesuit, professor of mathematics at Ingolstadt. The whole cir¬ cumstances connected with this dispute are narrated at great length by Galileo in his work entitled Istoria e l)i- ASTRONOMY. 26 Theoretical mostrazioni intorno alle Macchie Solari, e loro Accidenti, Astronomy from which it appears certain that he observed the spots v—^ so early as April 1611. In a letter published by him in 1612, he remarks that the spots are situated on the sur¬ face of the sun, or that at least their distance from it is imperceptible ; that the time of their continuance varies from 2 or 3 to 30 or 40 days ; that their figures are irre¬ gular and variable; that some are seen to separate, and others to unite, even on the middle of the disk; that be¬ sides these peculiar motions, they have also a common motion, in virtue of which they traverse the disk in paral¬ lel lines. From this general motion he infers that the sun turns on an axis from west to east; and he adds as a curious remark, that the spots are confined within a zone extending only about 28 or 29 degrees to the north and south of the sun’s equator. Galileo illustrates all these positions by mathematical reasoning, and by drawings of the spots made on many successive days. Scheiner’s observations were first announced in Janu¬ ary 1612, in three letters addressed to his friend Marc Velser, a magistrate of Augsburg. In the first of these, the date of which is November 1611, he says that he had observed the spots seven months before, but that, having a different object in view, he had given little attention to them. He observed them again in the following October, and at that time imagined the appearance was owing to some imperfection of his telescope, till he was convinced by repeated observations that it was necessary to refer it to the sun. From these remarks it is pretty clear that Schei- ner had formed no accurate notions respecting the spots before October 1611, that is, six months after they had been observed by Galileo. Scheiner made the observa¬ tion of the solar spots his whole occupation during the fol¬ lowing eighteen years, in the course of which he discover¬ ed the position of the solar equator, and formed a theory much more complete than that of Galileo. The account of his observations was published in 1630, under the title of Rosa Ursina, sive Sol ex admirando Facularum et Ma- cularum suarum Phcenomeno Varius, &c. The discovery of the solar spots has also been claimed for our countryman Harriot. Amidst these conflicting pretensions it is perhaps impossible to arrive at the truth ; but the matter is of little importance; the discovery is one which followed inevitably that of the telescope, and an accidental priority of observation can hardly be con¬ sidered as establishing any claim to merit. The solar spots furnish an extensive subject of curious speculation, but in an astronomical point of view they are chiefly interesting on account of their establishing the fact, and affording the means of determining the period, of the rotation of the sun. In order to obtain a precise idea of the position of a spot, and the path which it de¬ scribes, it is necessary to project that path on the plane passing through the centre of the sun, and perpendicular to the visual ray drawn from the earth to the sun’s centre. Fig. 32. Suppose the diameter of a circle ASB (fig. 32) to be di¬ vided into as many parts of unity as there are seconds in the apparent diameter of the sun. Let CP be taken equal to the number of seconds contained in the differ¬ ence of the longitudes of the spot and the sun’s centre, and the perpendicular PM equal to the number of seconds in the latitude of the spot; then M will represent its posi¬ tion on the surface of the sun. By repeating the same operation a number of days consecutively, a series of points M M' M", &c. will be obtained in the apparent path of the spot on the sun’s disk, or rather in the projection of that path on the plane perpendicular to the visual ray. This projection is in general an oval slightly differing from an ellipse; and it is found that all the spots observed at tne same time describe similar and parallel curves. They Theoretical also return to the same relative positions in the same time, Astronomy, and their period is about 27^- days. The paths described by the spots undergo very consi¬ derable changes, according to the season of the year at which they are observed. About the end of November and beginning of December they appear simply as straight lines Mm, M'm', M"m" (fig. 33), along which the Fig. 33. spots move in the direction Mm, that is, they enter on the eastern and disappear on the western edge of the sun’s disk; and the points at which they disappear are more elevated, or nearer the north pole of the ecliptic, than those at which they enter. After a certain time the lines Mm begin to assume a curved appearance, and form ovals, as represented in fig. 34. During the winter and spring Fig. 34. the convexity of the ovals is turned towards the north pole of the ecliptic ; but their inclination, or rather the inclination of the straight lines joining their extreme points, to the plane of the ecliptic continues to diminish, and about the beginning of March disappears ; so that the points at which they seem to enter and leave the sun’s disk are equally elevated, as in fig. 35. From this Fig. 33. time the curvature of the ovals diminishes; they become narrower and narrower till about the end of May or be¬ ginning of June, when they again appear under the form of straight lines (fig. 36) ; but their inclinations to the Fig. 30. ecliptic are now precisely in a contrary direction to what they were six months before. After this they begin again pute to expand, as in fig. 37, and their convexity is now turned LXNIX. . towards the south pole. Their inclinations also vary at Fig-37- the same time, and about the commencement of Septem¬ ber they are seen as represented in fig. 38 ; the points Fig. 38. at which they enter and disappear being again equally elevated. After this period the ovals begin to contract and become inclined to the ecliptic, and by the begin¬ ning of December they have exactly the same direction and inclination as they had the previous year. These phenomena are renewed every year in the same order, and the same phases are always exhibited at cor¬ responding seasons. Flence it is evident that they de¬ pend on a uniform and regular cause, which is common to all of them, since the orbits described by the various spots are exactly parallel, and subject in all respects to the same variations. The simplest method of explaining the phenomena is to suppose with Galileo that the spots are adherent to the surface of the sun, and that the sun uniformly revolves round an axis inclined to the axis of the ecliptic. If the axis of revolution were perpendicu¬ lar to the plane of the ecliptic, the spots, supposing them to adhere to the sun’s surface, would describe circles parallel to that plane, which, seen from the earth, would .appear as so many parallel straight lines; but by supposing the axis to have a suitable inclination, all the phenomena become explicable in a very simple manner. While the sun is carried round in his orbit, his axis, constantly pre¬ serving its parallelism, will successively assume different positions relatively to the earth; and the planes of the circles described by the spots, which planes are always perpendicular to the axis, will consequently be presented to us under different inclinations ; hence the variations of their apparent curvature. In two opposite points of the orbit the visual ray drawn from the earth to the cen¬ tre of the sun is perpendicular to the axis of rotation. In these two positions the poles of the sun, or the points in which the axis meets the surface, are both visible at the same moment, and the spots appear to move in paral¬ lel straight lines. But as the axis retains this perpendicular position only for an instant, and declines from it very sen¬ sibly while the spot traverses the sun’s disk, the path of ASTRONOM Y. 27 Theoretical the spots over the entire disk is neither a straight line nor Astronomy. an ellipse, one of which it would necessarily be it the sun, while revolving about his axis, did not change his place in his orbit. When the axis is not perpendicular to the visual ray, the path of the spots will appear to be a curve of which the concavity is turned towards that pole which is visible from the earth. This inclination of the solar axis to the plane of the ecliptic also explains the reason why the points of the disk at which the spots ap¬ pear are more elevated during one half of the year, and more depressed during the other half, than those at which they disappear. It will also follow from the same hypothesis, that the curvature of the ovals must be the greatest pos¬ sible when the straight lines joining their extremities are parallel to the ecliptic ; and, on the contrary, least when the same straight lines are most inclined to the ecliptic; all which is exactly conformable to observation. The various appearances which we have now described may be accurately represented by means of a common ce¬ lestial or terrestrial globe. Let the wooden horizon of the globe, which is here supposed to represent the sun, be placed horizontally in the same plane with the eye of the spectator, and the pole be inclined about /° from the zenith. The wooden horizon will now represent the ecliptic ; and if the spectator walk round the globe, always keeping his eye in the plane of the wooden horizon, the circles of latitude will appear to him as ellipses of different inclina¬ tions and eccentricities: in two opposite points they will appear as straight lines, and, in short, exhibit in their va¬ rious positions all the phenomena of the oval paths de¬ scribed by the spots of the sun. The consequences deduced from the hypothesis of the rotatory motion of the sun are so perfectly conformable with observation, as to render the inference inevitable, that the sun revolves from west to east, on an axis inclined about 93° to the plane of the ecliptic. The plane which passes through the centre of the sun, perpendicular to the axis of rotation, is the Equator of the sun ; the straight line joining the points in which it intersects the ecliptic is called the Line of the Nodes of the equator. Ihe IS odes themselves are the two opposite points in which this straight line, produced indefinitely, meets the celestial sphere. In order to determine the situation of the solar axis in space, it is necessary to find its inclination to the ecliptic, and the angle which the line of the nodes makes with any given line on the plane of the ecliptic, for example, with the line of the equinoxes. The requisite data for the solution of this problem are three different positions of the same spot, which must be obtained by observation. Fig. 39. Let S (fig. 39) be the centre of the sun’s disk, AB a parallel to the terrestrial equator, and M the place of a spot, the co-ordinates of which, as referred to AB, are SX and MX. In this figure the earth is supposed to be situated in a straight line passing through S perpendi¬ cular to the plane of the paper, and it is to be recollected that SX and MX are in fact arcs of the solar globe, though so small when seen from the earth that they may be regarded as straight lines. By comparing the times of the transits of B, the border of the disk, and the spot M, we shall find BX, from which, as SB the semidiameter of the sun is known, we shall have SX the difference of the right ascensions of the spot and sun’s centre. The line CY, which is the difference of the declination of the border of the disk and that of the spot, is measured by the mi¬ crometer. This will give MX the declination of the spot. MX SX Now, tan. MSXrr and SM = TVTc,'vr ; therefore SX cos. MSX SM is also a known quantity. Let EE be the ecliptic, e— obliquity of the ecliptic, and © = the longitude of Theoretical the sun. The angle BSE, which is technically called the Astronomy Angle of Position, is the complement of the angle made by the ecliptic with the circle of declination passing through the sun, and is therefore given by the formula tan. BSE zr tan. e cos. © : hence MSE (r=MSX — BSE) is also given. On SE let fall the perpendicular Mm, then Mm =; SM sin. MSE is the geocentric latitude of the spot, and Sm = SM cos. MSE is the difference between its geocentric longitude and that of the centre of the sun : the object is now' to determine the angles subtended by these lines at the centre of the sun, that is, to conveit the geocentric into heliocentric latitudes and longitudes. Suppose two straight lines to be drawn from the eaith, one to the centre of the sun, and the other to the centre of the spot M, and let 0 be their inclination, which is measured by SM, and is consequently known, being the geocentric distance of the spot from S, the centie of the sun’s disk. Let R = distance of the sun’s centre from the earth, r — semidiameter of the sun, = the angle made at the centre of the sun by the straight lines drawn from it to the earth and the spot M, and let be the remaining angle of the triangle formed by the lines joining the earth, the centre of the sun, and the spot. We have then r : R : : sin. 6 : sin. -vj/, whence sin. = — sin. 6. But R : r as radius to the sine of half the sun’s r sin. 6 sin. ^ sun’s diameter’ true diameter ; therefore sin. -vj/ = Now

_|_ Sm if it precedes the centre. In this manner the heliocentric longitudes and latitudes Position of of the spots are deduced from their observed right as. solar axis, censions and declinations. The next step is to show how they are employed in determining the position of the so¬ lar axis. This problem is in practice somewhat laborious, although the principles on which its solution rests are sufficiently simple. The planes of the circles described by the spots are parallel to the sun’s equator: if, there¬ fore, the position of one of them can be found, the posi¬ tion of the equator, and consequently of the axis, will be found at the same time. Now, the position of a plane is determined by three given points through which it is re¬ quired to pass ; consequently, by three observations of the same spot, we shall have three points in its plane, and thence the plane itself. The problem is therefore one of pure geometry, and may be solved in various ways. The results of the most accurate observations make the in¬ clination of the solar equator to the ecliptic amount to 7° 19,23" or, 7°^ very nearly; and the heliocentric longi¬ tude of the ascending node, that is, the point in which the equator of the sun intersects the ecliptic, in passing from 28 ASTRONOMY. Fig. 4 * emanation from the sun, think his mass and volume must be diminished by the incessant discharge of torrents of luminous particles from his surface. During the two thou¬ sand years which have elapsed since the first astronomical observations, no diminution of the sun’s volume has been perceived; but it must be remarked that such an effect may have taken place, though not yet sensible to our instruments. The sun’s diameter is nearly 2000"; and at the distance of 95,000,000 miles a second corresponds to 460 miles. Now, supposing the solar diameter to suffer a daily diminution of two feet, which may be considered as enormous, considering the vast magnitude of the sun, and the excessive rarity of light, the diminution would amount to 800 feet in a year, and to 460 miles, or 1", in 3000 years. Thus, after thirty centuries, the diminution would still be imperceptible, inasmuch as our instruments are not sufficiently accurate to enable us to appreciate, in an observation of this sort, so small a variation as one second. Some astronomers, after Herschel, have imagined that Connection the existence of the solar spots has an influence on theot the solar temperature of the seasons. In 1823 the summer was®P°t^lte_ cold and wet; the thermometer at Paris rose only to 23°-7 rature $ ' of Reaumur, and the sun exhibited no spots ; whereas in the sea- the summer of 1807 the heat was excessive, and the spots sons, of vast magnitude. The relation, however, between the temperature and the appearance of the solar spots is not so uniform as to give much weight to this opinion. Warm summers, and winters of excessive rigour, have happened in the presence or absence of the spots. The year 1783 was remarkable for its fertility and the magnitude of the solar spots; a dry fog enveloped the greater part of Eu¬ rope, and was followed by the earthquake of Calabria. Another opinion entertained by Herschel was, that one hemisphere of the sun emits less light than the other, so that when viewed at a great distance he will resemble some stars of which the brilliancy is subject to periodical variations. ^ By reason of the globular figure of the sun, his sur-®^dslT' face towards the border of the disk is seen obliquely, {iave an at. and therefore a much greater portion of it is comprehend-m0sphere. ASTRONOMY. 31 Theoretical Astronomy Zodiacal littht. lig. 41. Fig. 42. Different opinions regarding the zodia- cal light. ed under a given visual angle, than when the ray pro¬ ceeds from his centre. Now, as every point of the sun s surface is supposed to emit an equal quantity of light in all directions, it follows that the light ought to be much more intense near the circumference of the disk, because a greater number of rays will proceed from the larger sur¬ face, which forms the oblique base of the luminous cone. Bouguer, deceived by some imperfect experiments, thought the light more intense at the centre of the disk than to¬ wards the limb; a circumstance which could only be ex¬ plained by supposing the light to be diminished by some cause which acts most powerfully with regard to the bor¬ ders of the disk. Such would be the effect of a dense atmosphere surrounding the sun ; for in this case the rays which proceed from the border must traverse a much greater extent of the solar atmosphere, and consequently be absorbed in greater proportion than those which pro¬ ceed from the central parts and traverse it directly; just as the atmosphere of the earth renders the light of the stars at the horizon much feebler than at the zenith. It has been thought, however, that Bouguer’s experiments were inaccurate, and that the light is equally intense at the border and the centre. The existence of a solar at¬ mosphere cannot therefore be demonstrated in this man¬ ner ; but it is clearly indicated by the faint light which is observable round the sun’s limb during a total eclipse. Another very curious phenomenon connected with the sun, is the faint nebulous aurora which accompanies him, known by the name of the Zodiacal Light. This pheno¬ menon was first observed by Kepler, who described its appearance with sufficient accuracy, and supposed it to be the atmosphere of the sun. Dominic Cassini, how¬ ever, to whom its discovery has been generally but er¬ roneously attributed, was the first who observed it atten¬ tively, and gave it the name which it now bears. It is visible immediately before sunrise, or after sunset, in the place where the sun is about to appear, or has just quit¬ ted, in the horizon. In total eclipses it is seen surround¬ ing the sun’s disk, and resembling the beard of a comet. It has a flat lenticular form, and is placed obliquely on the horizon, as represented in fig. 41, the apex extending to a great distance in the heavens. Its direction is al¬ ways in the plane of the sun’s equator, and for this reason it is scarcely visible in our latitudes, excepting at particu¬ lar seasons, when that plane is nearly perpendicular to the horizon. When its inclination is great, it is either concealed altogether under the horizon, or at least rises so little above it, that its splendour is effaced by the at¬ mosphere of the earth. The most favourable time for observing it is about the beginning of March, or towards the vernal equinox. The line of the equinoxes is then situated in the horizon, and the arc of the ecliptic SS' S" (fig. 42) is more elevated than the equator SEQ by an angle of 23^ degrees; so that the solar equator, which is slightly inefined to the ecliptic, approaches nearer to the perpendicular to the horizon, and the pyramid of the zo¬ diacal light is consequently directed to a point nearer the zenith, than at any other season of the year. For ex¬ ample, at the summer solstice, S"T, a tangent to the ecliptic, is parallel to EQ the tangent to the equator, and the luminous pyramid is in a plane less elevated by 23°^- than at the time of the vernal equinox. Numerous opinions have been entertained respecting the nature and cause of this singular phenomenon. Cas¬ sini thought it might be occasioned by the confused light of an innumerable multitude of little planets circulating round the sun, in the same manner as the milky way owes its appearance to the light of agglomerated myriads of stars. Its resemblance to the tails of comets has been noticed by Cassini, Fatio Duillier, and others; and Euler Theoretical endeavoured to prove that they are both owing to similar Astronomy causes. Mairan, like Kepler, ascribed it to the atmo- sphere of the sun; and this hypothesis was generally adopted, till it was shown by Laplace to be untenable for the following reasons. The atmosphere of any planet, en¬ dowed with a motion of rotation, cannot extend to an in¬ definite distance: it can only reach to such a height that the centrifugal force is exactly balanced by the force of o-ravity. Beyond this height the atmosphere would be dissipated by the superior energy of the centrifugal force. Now the height above the sun at which the two forces are equal is that at which a planet, if placed there, would re¬ volve about the sun in the same time in which the sun performs a revolution on his axis. But the orbit of such a planet would be greatly inferior to the orbit of Mercury; for the time in which Mercury makes a revolution in his orbit is eighty-eight days, while the sun revolves about his axis in twenty-five; it is therefore certain that the at¬ mosphere of the sun cannot extend to the orbit of Mer¬ cury. Now, the greatest elongation of Mercury does not exceed 28°, and the zodiacal light has been observed to extend to above 100°, reckoning from the sun to the apex of the luminous pyramid. Hence the phenomenon cannot proceed from the sun’s atmosphere. Laplace further re¬ marks, that the ratio of the equatorial and polar axes of the solar atmospherical spheroid cannot exceed that of three to two; whence its form would not correspond with the lenticular appearance of the zodiacal light. But to whatever cause this luminous matter is to be attributed, it is certain that it is of extreme rarity, inasmuch as it does not intercept the light of the smallest stars which are seen through it without any diminution of splendour. On the subject of the solar spots and zodiacal light the following works may be consulted:—Galileo, Istoria e Dimostrazioni intorno alle Macchie Solari, Rome, 1613; Scheiner, Rosa Ursina, Bracciani, 1630; Hevelius, Sele- nographia, Gedani, 1647; Reutschius, De Maculis et Facu- lis Solarihus, Wittemb. 1661, 4to , Cassini, Nouv. Observ. des Taches du Soldi; Hooke, Tractatus de Maculis Solari bus, et Lumine Zodiacali, in Oper. Posth. Lond. 1705; Weidler, De Coloribus Mac. Sol. in his Observ. Meteorol. 1728-9, Wittemb. 1729; Boscovich, De Mac. Sol. Rom. 1736, 4to ; De Lisle, Memoires pour servir d VHistoire de I'Astr. Petersb. 1738; Bernoulli, Lettres Astronomiques, 1771; Wilson, Phil. Trans. 1774, vol. Ixiv.; Ibid. 1783; Wollaston, Phil. Trans. 1774; Lalande, Phil. Trans. 1976, Mem. Acad. 1776, and Astronomic, tom. iii. p. 277; Her- schel, Phil. Trans. 1795 and 1801; Woodward on the Substance of the Sun, Washington, 1801; Biot, Trade de VAstronomic Physique, tom. ii.; Bohn, Disput. Astrom. de Fascia Zodiacali; Cassini,Mem.Acad.Par. tom. vii. p. 119, and viii. p. 193; Mairan, Trade Physique et Historique de VAurore Poreale, 1731; Lalande, Astronomic, tom. i. p. 276; Laplace, Exposition du Systeme du Monde; De- lambre, Hist, de l'Astronomic Moderne, tom. ii. p. 742. CHAP. III. OF THE MOON. Next to the sun, the moon is to mankind the most im¬ portant and interesting of all the celestial bodies. Her conspicuous appearance in the heavens, the variety of her phases, and the rapidity with which she changes her place among the fixed stars, have rendered her at all times an object of admiration to the vulgar; while her proximity to the earth, her physical effects on the ocean, the intricacy of the theory of her motions, and the vast importance of that theory to navigation and geography, have equally 32 astronomy. Theoretical claimed the attention of the observer and mathematician ; Astronomy. nor is there any other department of astronomy in which their researches have been crowned with more triumphant success, or been rewarded with more brilliant discoveries. Sect. I.— Of the Phases, Parallax, and Magnitude of the Moon. The different appearances or phases of the moon were probably the first celestial phenomena observed with any degree of attention. When the moon, after having been for some days invisible, is again seen on the eastern side of the sun, and at a distance of 20 or 30 degrees from him, she appears as a curved thread of silvery light; and her form is that of a crescent, the horns of which are turned towards the east. The breadth of the crescent increases continually in proportion as she separates herself from the sun, till, having obtained a distance of 90°, she appears under the form of a semicircle. At this point she is said to be in her first quarter. Continuing her motion to the eastward, the line which terminates the eastern side of her disk assumes the curvature of an elliptic arc, and her visible portion continues to increase till she has attained the distance of 180° from the sun, when she appears per¬ fectly round. She is then full, and is said to be in oppo¬ sition, rising as the sun sets, and consoling us by her pale light for the absence of the great luminary. Having pass¬ ed this point, she begins to approach the sun ; her western side now takes the form of the elliptic arc, and her lumi¬ nous portion diminishes exactly in the same proportion as it increased through the first half of her orbit. About seven days after the full she again appears as a semicircle, the diameter of which is turned towards the west, and she is now at her third quarter, and at a distance of 90° from the sun. The semicircle after this changes into a crescent, and she continues to approach the sun, till, having advan¬ ced to within 20° or 30° from him, she again disappears, being lost in the splendour of his rays. These phases regularly succeed each other, and the time in which they run through all their changes is about 29^ days. When the moon passes the meridian at the same time with the sun, she is said to be in Conjunction. The two points of her orbit in which she is situated when in opposition or conjunction are called the Syzygies ; those which are 90° distant from the sun are called the Quadratures ; and the intermediate points between the syzygies and quadratures are called the Octants. A slight attention to the lunar phases during a single revolution will be sufficient to prove that they are occa¬ sioned by the reflection of the sun’s light from the opaque spherical surface of the moon. This fact, which was re¬ cognised in the earliest ages, will be made obvious by the help of a diagram. If the moon is an opaque body we can only see that portion of her enlightened side which is to¬ wards the earth. Therefore, when she arrives at that point Fig. 43. of her orbit A (fig. 43) where she is in conjunction with the sun S, her dark half is towards the earth, and she dis¬ appears, as at a, there being no light on that half to render it visible. WThen she comes to her first octant, at B, or has gone an eighth part of her orbit from her conjunction, a quarter of her enlightened side is towards the earth, and she appears horned, as at b. When she has gone a quarter* of her orbit from her conjunction, to C, she shows us one half of her enlightened side, as at c, and we say she is a quarter old. At D she is in her second octant, and by showing us more of her enlightened side she appears gibbous, as at c?. At E her whole enlighten¬ ed side is towards the earth, and therefore she appears round, as at e, when we say it is full moon. In her third octant, at F, part of her dark side being towards the earth, she again appears gibbous, and is on the decrease, as at/. Theoretical At G we see just one half of her enlightened side, and^^^^ she appears as a semicircle, as at g. At H we only see a | quarter of her enlightened side, being in her fourth octant, when she appears horned, as at h. And at A, having completed her course from the sun to the sun again, she disappears, and we say it is new moon. Thus, in going from A to E, the moon seems continually to increase ; and in going from E to A, to decrease in the same proportion, exhibiting like phases at equal distances from A and E,. The magnitude of the visible portion of the moon’s disk thus depends on the situation of the moon relatively to the sun and the earth, and is easily determined geome¬ trically from her elongation or angular distance from the sun. ’ Let ADBC (fig. 44) be the projection of the lunar Fig. 44. orb on the plane which passes through the centres of the sun, moon, and earth; let S be the place of the sun, E that of the earth, M the centre of the projection, and AB, CD two diameters perpendicular to SM and EM respec¬ tively, and let EM meet the circumference in G. It is evident that AGDB represents the hemisphere illumi¬ nated bv the sun, and CAGD that which is visible from the earth ; the whole portion of the visible disk, therefore, is represented bv AGD, or by AG and DG. h*ow, if we conceive the moon’s surface to be projected on the plane which passes through her centre perpendicular to the vi¬ sual ray, the illuminated portion of the disk DG will ap¬ pear as a semicircle, while the part GA will appear as a semi-ellipse, the minor axis of which is to its major as ME to MC, AF being perpendicular to MC. The eye at E will therefore see the semicircle DMG, together with the semi-ellipse GMA, and the visible part will be to the entire disk as DF : DC, that is, as 1 -p sin. AME : 2, or, as 1 + cos.

multiplying nume- 10519200000 , • rator and denominator by 800, = 355213693 ’ wnence the synodic month is 29*5305885391 days = 29 days 12 hours 44 min. 2*849778 sec. In order to obtain the sidereal revolution, we subtract the secular motion of the equinoctial points — 5010 = 1 23 30 from the moon’s tropical revolution; the remainder, which gives the sidereal motion of the moon in 36525 days, is 1336c 3062 29' IS'-d = 481266*4870833 degrees. Hence , . . 360x36525 , the time of a sidereal revolution lS 481266*4870833 yS‘ On multiplying the terms of this fraction by 2400, it is re¬ duced to Which giveS the sidereal m°nth =: 27 days 7 hours 43 min. 11*5443(5 sec. In like manner, by subtracting the motion of the perigee in 100 years from the secular motion of the moon, we shall find the anomalistic revolution to be 2 ( days 13 hours 18 min. 34*9488 sec.; and by adding the retrograde secular motion of the node to the secular motion of the moon, the revolution in respect of the nodes is found to be performed in 27 davs 5 hours 5 min. 35*60769 sec. The following table exhibits the different kinds of lunar periods and motions :— Days. Ho. Min. Sec. Days. Synodic revolution....~29 12 44 2*84 = 29*5305887 Tropical ...27 7 43 4*(1 — 2/*3215824 Sidereal 27 7 43 11*54= 27*3216614 Anomalistic .27 13 18 3/*40= 27*5545995 Nodical 27 5 5 35*60= 27*2122176 Tropical revolu- > 6798 4 n 43.18 = 6798*1789720 tion of node i Sidereal .6793 6 59 15*34 = 6793*2911498 ([’s mean tropical daily motion 13 10 35 *027 (£’s mean sidereal daily motion 13^ 10 34'889 ({’s daily motion in respect of node 13 13 45 *534 According to Ptolemy, the synodic month is 29 days 12 hours 44 min. 3} sec., which differs from the above only by half a second. The same great astronomer made the tro¬ pical month to consist of 27 days 7 hours 43 min. 1 ^ sec., which exceeds the true time by 2^ seconds; an error into which he was led by assigning too great a value to the mean motion of the sun. The ancient astronomers paid great attention to these different revolutions, for the purpose of regulating their luni- solar calendar, and of avoiding the calculation of eclipses, which is attended with difficulties that to them must have proved almost insuperable. Their object was therefore to assign composite periods, after the revolution of which the eclipses would again return in the same order. Now, it is easy to see that a period ■which will bring back eclipses of the same magnitude and duration, on the same day of the year and at the same longitude, must be an exact multiple of the different lunar months. The return of the moon to the same distance from her node will give an eclipse of the same magnitude ; if she returns at the same time to the same point of her orbit, the eclipse will also be of the same dura¬ tion ; and if, in addition to these circumstances, she has also returned to the same longitude, the eclipse will take place on the same day of the year. But the numbers in the above table being incommensurable, it is impossible to find any period, however long, that will embrace all these condi- Theoretical tions; the ancients therefore formed periods of different ABtronoray lengths, according as they aimed at satisfying the different conditions with a greater or less degree of precision. For an account of some of the most remarkable of the ancient lunisolar periods, see Calendar. On account of the acceleration of the mean motion of the moon, the ratios of the different species of months are con¬ stantly undergoing alterations, and therefore the different cycles, supposing them exact at the time of their formation, cannot continue so for an indefinite length of time. This circumstance is, however, little to be regretted; for, in the present state of astronomical science, they are not of any great use, inasmuch as we are in possession of surer methods of predicting eclipses, the calculation of which, from the ephemerides, is now a matter of comparative facility. They are, however, interesting in an historical point of view, and their formation was a principal object of the labours of the early astronomers. (On this subject, see Lalande, Astro¬ nomic, tome ii. p. 185; Delambre, Astronomic Thcorique et Pratique, tome ii. p. 319; Schubert, Traite cCAstrono¬ mic Theorique, tome ii.; Woodhouse’s Astronomy, p. 665.) Sect. IV.—Of the Rotation and Libration of the Moon. On account of the proximity of the moon to the earth, the surface of that body is far better known to us than that of any other of the solar system, and in proportion to the increase of optical power which is brought to bear upon it, delineations of the mountains and volcanic craters that occupy the greater portion of it become more minute and accurate. As seen through a good telescope, the dark patches visible with the naked eye assume the appearance of mountainous inequalities, prodigiously increased in number, and with every possible variety of outline. These present no changes of foi’m like those of the sun, but permanently ex¬ hibit the same uniform appearances, and retain their relative situations with regard to each other, and also, with some slight variations, to the apparent centre of the moon. The moon, therefore, at all times presents very nearly the same face to the earth. But if this were rigorously the case, it would follow that the moon revolves about an axis, perpendicular to the plane of her orbit, in the same time in which she com¬ pletes a sidereal revolution about the earth, and that the an¬ gular velocities of the two motions are exactly equal. It is, however, proved by observation, that there are some varia¬ tions in the apparent position of the spots on the lunar disk. Those which are situated very near the border of the disk alternately disappear and become visible, making stated pe¬ riodical oscillations. But as they suffer no sensible changes in their relative positions, and always re-appear under the same form and magnitude when they return to the same po¬ sition, it is inferred that they are permanently fixed to the surface of the moon; and their oscillations consequently seem to indicate a sort of vibratory motion of the lunar globe, which is known by the appellation of its libration. This motion has, however, no real existence. The phenomenon is the complicated result of several optical illusions, and does not depend in any degree on the rotation of the moon, which, relatively to us, is perfectly equable; or at least, if it be subject to irregularities, they are too minute to be appre¬ ciated. In order to form a precise idea of the phenomenon of the libration, we must consider that the disk of the moon, seen from the centre of the earth, is terminated by the circumference of a great circle of the moon, the plane of which is perpendicular to a line drawn from the earth s cen¬ tre to that of the moon. The lunar hemisphere is projected on the plane of this circle turned towards the earth ; and if the moon did not revolve round her axis, the projection would incessantly present different appearances to us, inas- 40 ASTRONOMY. Theoretical much as the radius vector drawn from the centre of the earth Astronomy, by which the plane of projection is determined, would inter- '“^v-x“>,sect the surface of the moon in a different point, at every new position in her orbit. But in consequence of her ro¬ tation, the radius vector is always directed to nearly the same point of the lunar surface, and would be always di¬ rected exactly to the same point if the angular velocity of rotation corresponded exactly with the angular velocity in the orbit. But the rotation of the moon is sensibly uni¬ form ; while the motion of revolution, being affected by the periodic inequalities, is sometimes slower and sometimes more rapid. The apparent rotation occasioned by the revolution of the moon round the earth is consequently in such cases not exactly counterbalanced by the real ro¬ tation, which remains constantly the same. Hence the different points of the lunar globe must appear to turn about her centre, sometimes in one direction, and some¬ times in the contrary, and the same appearances be pro¬ duced as would result from a small oscillation of the moon, in the plane of her orbit, about the radius vector drawn from her centre to the earth. The spots near the eastern or western edge of her disk disappear according as her motion in her orbit is more or less rapid than her mean motion. This is called the Librarian in Longitude. Further; the axis of rotation of the moon is not exactly perpendicular to the plane of her orbit. If we suppose the position of this axis fixed, during a revolution of the moon it inclines more or less to the radius vector, so that the angle formed by these two lines is acute during one part of her revolution, and obtuse during another part of it; hence the two poles of rotation and those parts of her surface which are near these poles are alternately visi¬ ble from the earth. This is the Librarian in Latitude. Besides all this, the observer is not placed at the centre of the earth, but at its surface. It is the radius drawn from his eye to the centre of the moon which determines the middle point of her visible hemisphere. But, in con¬ sequence of the lunar parallax, it is obvious that this radius must cut the surface of the moon in points sensibly dif¬ ferent according to the height of that luminary above the horizon. An observer at the surface of the earth per¬ ceives points on the upper part of the moon’s disk, at the time of her rising, which could not be seen from the centre. In proportion as the moon acquires a greater elevation, these points approach the border of the disk, and finally disappear, while new ones become visible on the eastern part of the disk, which increase in number as the moon descends towards the horizon ; so that in the course of a day she appears to oscillate about her radius vector in the direction of the earth’s rotation. This phenomenon constitutes what is called the Diurnal Librarian., and is evidently the effect of the lunar parallax. The libration in latitude and the diurnal libration were discovered by Galileo soon after the invention of the tele¬ scope. It was Hevelius who discovered the libration in longitude, and explained it by the hypothesis of the equable rotatory motion of the moon combined with her unequal velocity in her orbit. To the inhabitants of the moon, if such there be, the earth will appear as a species of moon, much larger than the moon appears to us, but visible only to that hemi¬ sphere which is turned towards the earth. At those places which are situated near the border of her visible disk, the earth will sometimes rise a few degrees above the horizon; and an inhabitant of the moon placed near the middle of the hemisphere presented to the earth will always see the earth near his zenith, making oscillations of only a few degrees in consequence of the libration. But an inhabitant of the other hemisphere will never see the earth at all; so that while one hemisphere of the moon Theoretical is constantly enlightened, during her long night, by the Astronomy* light reflected from the earth, the other remains in con- stant darkness. In regard, therefore, to the distribution of light, one of the lunar hemispheres enjoys very great advantages over the other. The elements of the rotation of the moon, that is to say, the position of her equator, the place of its nodes, and its inclination to the plane of the ecliptic, are found by the same methods which have been explained for determining the corresponding elements relatively to the sun. The geocentric positions of the spots are observed in the same manner ; and in converting them into selenocentric lati¬ tudes and longitudes, the same formulae may be employed, with a slight modification rendered necessary by the in¬ clination of the lunar orbit to the ecliptic. One circum¬ stance, not less remarkable than the coincidence which obtains between the times of rotation and sidereal revolu¬ tion, is, that the nodes of the lunar equator coincide with those of the moon’s orbit, if not exactly, at least so near¬ ly, that the differences are so small as to fall within the probable errors of observation and calculation. All the observations since the time of Hevelius agree in showing that the longitude of the descending node of the equator is very nearly equal to the mean longitude of the ascending node of the orbit; whence it follows that the nodes of the equator have a retrograde motion equal to that of the nodes of the orbit. With regard to the inclination of the lunar equator to the ecliptic, Mayer states it to be 1° 29', and Lalande 1° 43'. According to the latest computations made from the observations of Bouvard, the mean inclina¬ tion of the lunar equator to the ecliptic is 1° 28' 42". Mr Baily makes it 1° SCK lO'^S. Since the descending node of the equator coincides with the ascending node of the orbit, it is evident that its plane must be situated between the planes of the ecliptic and orbit, making an angle of about 1° 30' with the first, and of 3° 39' with the second. Suppose three planes to pass through the centre of the moon, one of which represents her equator, the second the mean plane of her orbit, and the third parallel to the ecliptic. It is evident, from what precedes, that these three planes have a common section; that the first falls between the other two, making with them respectively the angles 3° 39' and 1° 30'. In the space of 6793 days, the time of a revolution of the nodes of the lunar orbit, the poles of the first two planes describe about the pole of the ecliptic, in a direction contrary to the order of the signs, two small circles parallel to the ecliptic, and of which the semidiameters are respectively the arcs 1° 30' and 5° 9'. Hence the difference between the longitudes of these two poles is constantly 180°, and the three poles are situated on the same great circle, that of the ecliptic being between the two others. These results, which rank among the most curious dis¬ coveries of modern astronomy, were first obtained by Dominic Cassini: they were shown by Lagrange to be necessary consequences of the attraction which the earth exercises on the lunar spheroid. The positions of the spots on the moon’s surface are determined by their distance from the lunar equator, and from a conventional meridian, that is, by their selenocen¬ tric latitudes and longitudes, after the manner in which the position of places is determined on the surface of the earth. The first meridian is assumed to be that which passes through the pole of the visible hemisphere when the true place of the moon in her orbit is equal to her mean place ; hence the first meridian is always very near the middle of the face which the moon turns towards the earth, never deviating from it farther than by a quantity ASTRONOMY. 41 Theoretical equal to the equation of the moon, or her libration in Astronomy. longitude. The rotatory motion being equal to that of revolution, the selenocentric longitude of the first meri¬ dian, at any epoch, is found by adding 180° to the mean longitude of the moon; and this gives also the distance of the first meridian from the ascending node of the lunar equator. The position of the equator and first meridian being determined, the co-ordinates of a spot are com¬ puted without difficulty; and in this manner catalogues of the spots have been formed, and arranged according to their latitudes and longitudes. Sect. V.— Of the Nature and Constitution of the Lunar Substance. It has already been observed, that a slight attention to the different phases of the moon is sufficient to prove that she is an opaque spherical body, shining only by virtue of the light which she receives from the sun. The line bounding the visible part of her surface has exactly the form which would be produced by an illuminated hemi¬ sphere brought into different positions with respect to the eye; and the circular contour of the obscured portion of the sun during a solar eclipse could only be caused by the interposition of a spherical body. Besides, the parts of her hemisphere turned towards the earth, which the sun’s rays do not reach, are in some circumstances suffi¬ ciently discernible, and she has then the same circular appearance which she exhibits when at the full. But if the light which comes to us from the moon is only that which she receives from the sun and reflects back to the earth, how does it happen, it may be asked, that the portion of her disk not directly exposed to the solar rays is distinctly visible for some days after the new moon? This phenomenon was ascribed by the ancients to the native light of the moon, to which, on account of its pale ashy hue, they gave the name of lumen incinero- sum. The explanation which is now generally given was first suggested by a celebrated painter, Leonard da Vinci. It consists in supposing that a portion of the light which is reflected from the illuminated hemisphere of the earth to the moon undergoes a second reflection at the lunar surface, and is transmitted back to the earth. The an¬ cients were confirmed in their opinion respecting the na¬ tive light of the moon, by observing that she is not alto¬ gether invisible in her eclipses. Plutarch, indeed, inge¬ niously ascribes her appearance under these circumstances to the light of the stars reflected from the moon ; a cause, however, totally inadequate to produce the effect. This phenomenon is now generally ascribed to the scattered beams of the sun bent into the earth’s shadow by the re¬ fraction of its atmosphere. The opinion that the moon’s light is chiefly, if not wholly, caused by the reflection of the sun’s rays at the lunar surface, has prevailed in all ages; and indeed no other explanation seems to have been thought of till it was suggested by Licetus, professor of philosophy at Bo¬ logna, as being more probable that the moon possesses a phosphorescent quality, and that the sun’s influence is only wanted to occasion the propulsion of the light which lies absorbed in her substance. This idea has been adopt¬ ed by Professor Leslie, whose arguments in its support are at least extremely plausible and ingenious. So far as the appearances, and the explanation of the phases, are concerned, it is evidently matter of indifference whether we suppose that the solar rays are reflected from the sur¬ face of the moon, or that they exert an action in virtue of which the moon emits rays of her own. In either case it is that part of her surface only which is exposed to the VOL. IV. impact of the solar rays that sends forth light to the Theoretical earth. Astronomy. The principal argument in favour of the phosphorescent nature of the moon is founded on the quantity of light which proceeds from her surface. It is evident that the moon does not act as a polished speculum, and reflect the whole of the incident rays; for in that case, as is known from the laws of Catoptrics, she would merely reflect an image of the sun, equally bright, varying in size according to her different positions relatively to the sun and the earth, and increasing till she arrives at her opposition, when her diameter would appear equal to about the 458th part of its real dimensions. Her phases could never be distin¬ guished, and she would only appear to approach to or re¬ cede from the earth, in proportion as her diameter in¬ creased or diminished. It follows, therefore, that the moon’s surface must be irregular, or what is termed a mat surface, that is, of such a nature, that from every point of it the rays of light are reflected in all directions indiffer¬ ently. According to the experiments of Bouguer, a white surface of this sort, for instance paper, or plaster of Paris, reflects only about the 150th part of the rays which fall upon it in a perpendicular direction ; and the proportion is less as the angle of incidence becomes more oblique. Making allowance for the irregular surface and obscure spots of the moon, Mr Leslie computes that the solar light which she remits to the earth must be attenuated at least 105 million times; but Bouguer’s experiments show that the moon’s light is between the 250,000th and 300,000th part of the direct light of the sun, or about 350 times greater than the computed amount of reflected light. If every part of the moon’s surface reflected the light in the most perfect manner, it may be shown that only the 210,000th part of the rays which she receives from the sun would be thrown off in the direction of the earth ; a quantity not much exceeding that which, ac¬ cording to Bouguer’s estimate, we actually receive from her. Mr Leslie states that he found the intensity of the moon’s light to approach the 150,000th part of the direct light of the sun; a result which, if admitted, must be en¬ tirely decisive of the question; for as the utmost possible quantity of reflected light cannot exceed the 210,000th part, it follows that the excess must be owing to the spontaneous light of the moon. Hence this ingenious philosopher concludes that the body of the moon is a phosphorescent substance, like the Bolognian Stone, which possesses the property of shining for some time when carried into a dark room, after having been exposed to the light of the sun. A fact first observed by the cele¬ brated Arago seems to increase the probability of this opinion. All rays reflected from a surface not metallic acquire a peculiar modification, or become polarized ; but as the rays of the moon are not so modified, it is inferred that they have not undergone a reflection at her surface. The secondary light of the moon, of which we have al¬ ready made mention, affords arguments in favour of her native light precisely similar to the above. If the earth reflected, like a mirror, the whole of the incident rays, the illumination produced by the reflection would amount to about a 16,000th part of that which is caused by the sun ; but as the sea reflects only about a 55th part of those rays, and the land a still smaller proportion, we may sup¬ pose that the reflected light of the earth does not exceed a millionth part of the direct light of the sun. It is ex¬ tremely doubtful whether a light so greatly attenuated would suffice to render the moon visible. The lucid bow, or silvery thread of light, which, proceeding from the ex¬ tremities of the lunar crescent, seems to embrace her un¬ enlightened orb, is easily explicable on this hypothesis; F 42 ASTRONOMY. Theoretical whereas it can hardly be satisfactorily accounted for hy Astronomy. ascribing it to the secondary illumination from the earth. “ I should rather refer it,” says Mr Leslie, “ to the spon¬ taneous light which the moon may continue to emit for some time after the phosphorescent substance has been excited by the action of the solar beams. The lunar disk is visible although completely covered by the shadow of the earth : nor can this fact be explained by the inflec¬ tion of the sun’s rays in passing through our atmosphere; for why does the rim appear so brilliant ? Any such in¬ flection could only produce a diffuse light, obscurely tinging the boundaries of the lunar orb ; and, in this case, the earth, presenting its dark side to the moon, would have no power to heighten the effect by reflection. But even when this reflection is greatest about the time^ of conjunction, its influence seems extremely feeble. The lucid bounding arc is occasioned by the narrow lunula, which, having recently felt the solar impression, still con¬ tinues to shine; and‘from its extreme obliquity, glows with concentrated effect.” {Inquiry into the Nature and Propagation of Heat.) Pig. 48. Although these arguments go far to support the ancient opinion of the native light of the moon, they are not en¬ tirely conclusive; and indeed cannot be easily reconciled with some of the phenomena. If the moon shines in vir¬ tue of her native light, rays will be emitted in all direc¬ tions from every point of her surface ; whence, since a visual angle of a given magnitude includes a much larger portion of a spherical surface near the extremities of its apparent disk than towards the centre, and as the number of rays is proportional to the surface from which they proceed, it follows that the intensity of the moon s light ought to be greater near the border than at the centre of her disk. The reason why this is not the case with re¬ gard to the sun is, that a greater proportion of the rays are absorbed in passing through a greater extent of the solar atmosphere; but the moon, having no atmosphere, ought to be sensibly most brilliant near the circumference of her orb. The contrary is, however, the case ; her light is greatest at the centre, and less intense towards the circumference, exactly as it ought to be on the supposi¬ tion of its being occasioned by the reflection of the solar rays. With regard to the ingenious argument of Arago, it cannot be held to be conclusive till we become more certainly acquainted with the nature of the lunar sub¬ stance. The only property which we can safely ascribe to it as yet is density : whether in its physical properties it resembles the substances with which we are acquainted, is a question hardly within the bounds of legitimate in¬ vestigation. The spots of the moon, affording grounds for conjectures relative to her physical constitution and the nature of her surface, have been observed with great interest since the discovery of the telescope; and as they are of some service in the observation of eclipses, astronomers have been at much pains to determine their selenographic positions. On account of their number, it has been found necessary to distinguish them by particular names, llic- cioli designated the most conspicuous of them by the names of astronomers, and other eminent men. Hevelius gave them the names belonging to countries, islands, seas, and regions on the earth, without reference to situation or figure. The nomenclature of Riccioli has, however, been deservedly preferred by Schroeter and others who have particularly observed the phenomena of the lunar surface, and is now universally followed. Mayer gave a catalogue of 89 of the most remarkable of the spots, with their selenographic latitudes and longitudes referred to a first meridian, namely, that which passes through the centre of the moon’s apparent disk, perpendicular to the Theoretical lunar equator, accompanied by an accurate map of her sur- face. Delineations of the lunar disk have also been given by Hevelius in his Selenographia; by Cassini, Russel, Schroeter, Lohrmann, and others. The engraving (fig. 4-7) which ac- Fig. 47- companies this article gives a pretty accurate view of the appearance of the moon in her mean libration. The following table contains the selenographic positions of some of the principal spots. The sign indicates a northern, and — a southern latitude. No. 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 25 26 27 28 29 30 31 32 33 34 Riccioli’s Names. Long. Zoroaster Mercurius Petavius Langrenus Endymion Cleomedes Atlas Hercules Censorinus Fracastorius Possidonius Theophilus Cyrillus St Catharina Menelaus Aristoteles Ptolomaeus Arzachel Archimedes Tycho Plato Pitatus Eratosthenes Clavius Copernicus Bullialdus Blancanus Heraclides Keplerus Gassendus Aristarchus Hevelius Schickardus Grimaldus West 72° 67 64 62 60 55 48 42 32 32 32 27 25 24 15 West 15 East 2 3 5 10 10 12 12 16 19 21 25 38 38 39 48 t 67 68 East 68 Eat. + 58° -1- 40 — 24 — 8 + 53 + 26 + 47 + 48 0 — 22 + 31 — 12 — 13 — 18 + 16 + 50 — 10 — 20 + 28 — 43 + 52 — 29 + 14 — 60 + 9 — 21 — 65 + 41 + 7 — 19 + 24 — 1 — 49 — 5 That there are prodigious inequalities on the surface Great ine. of the moon, is proved by looking at her through a tele- qualities scope at any other time than when she is full; for then there is no regular line bounding the dark and illuminated moon parts, but the confines of these parts appear as it were toothed and cut with innumerable notches and breaks ; and even in the dark part, near the borders of the enlightened surface, there are seen some small spaces enlightened by the sun’s beams. Upon the fourth day after new moon there may be perceived some shining points, like rocks or small islands, within the dark body of the moon; but not far from the confines of light and darkness there are ob¬ served other little spaces which join to the enlightened surface, but run out into the dark side, which by degrees change their figure, till at last they come wholly within the illuminated face, and have no dark parts round them at all. Afterwards many more shining spaces are ob¬ served to arise by degrees, and to appear within the dark side of the moon, which, before they drew near to the il¬ lumined portion of the disk, were invisible, being totally immersed in the shadow. The contrary is observed in the decreasing phases, where the lucid spaces which ASTRONOMY. 43 Theoretical joined the illuminated surface recede gradually from it, iistronomy. and remain for some time visible after they are quite sc- parated from the confines of light and darkness. Now it is impossible that this should be the case, unless these shining points were higher than the rest of the surface, so that the rays of the sun may illumine their summits before they reach their bases. Portions of considerable extent are" also perceived on the lunar surface, which are never brilliant like the other parts, but remain constantly obscure. These are supposed to be deep valleys or cavi¬ ties : they were formerly supposed to be seas, but, for reasons about to be given, this idea has been abandoned. These phenomena render it certain that the surface of the moon is covered with mountains of a great height, with rocks or masses of unknown matter, but possessing^ the property of reflecting the suns light.. I he height of the lunar mountains may be determined in the following manner. . , , . . „ Let ABO (fig. 48) be the illuminated hemisphere ot the moon, SO the tangential solar ray, and consequently O one of the points of the circle which separates the en¬ lightened from the obscure hemisphere. All the part OD will be in darkness; but if this part contain a moun¬ tain so elevated that its summit M reaches the solar ray SO, the point M will be enlightened. Now, if the line OM can be determined by observation, it will be easy to deduce the arc Oa, and thence the height of the mountain aM, in terms of the moon s radius. Let E be the place of an observer on the earth ; draw the lines EM, EO, EC (C being the centre of the lunar orb), and Om perpendicular to EM. The distance of the moon from the earth being known, we have the distance EO : the angle OEm is measured by the micrometer; therefore Om, which is the projected distance of OM, is a given quantity. Now OM = —; and since OEm is a Fig. 4(5. cos. MOm ’ very small angle, EOm may be considered a right angle, consequently MOm = MOE — 90° ; therefore OM 0m °m 0m that is, _ cos.(MOE —90°) ~ sin.xMOE sin. EOS the distance between the summit of the mountain and the illuminated part of the moon’s disk is equal to the projected distance measured by the micrometer, divided by the sine of the moon’s elongation from the sun. Sup¬ pose this distance OM = wXCO; we shall then have CM = CO V'l + n2, and the height of the mountain 2 \ot, Astronomic, tome ii. p. 413; Schu¬ bert, Traite d'Astronomic Theorique, tome ii. p. 364. 1 It has alwavs been a favourite opinion with mankind, that the celestial bodies, resembling the earth in some respects, are also, like it, peopled with rational beings. The author of the verses attributed to Orpheus ascribes to the moon many mountains, and cities, and palaces: it -jTovf woaX 'arricc, •xoXka 1 ASTRONOMY. 45 Theoretical Astronomy. Sect. VI.— Of Eclipses and Occultations. _ , In describing these interesting phenomena, we will first consider the eclipses of the moon, which, for any given place on the earth, are much more frequent than those of the sun, and, by reason of certain circumstances about to be ex¬ plained, can also be computed with much greater facility. 1.—Eclipses of the Moon. The earth being an opaque, round body, much smaller than the sun, must project behind it in space a conical shadow, limited by straight lines drawn from the extre¬ mities of the sun’s disk to touch the surface of the earth. When the moon enters this shadow, and a portion of her disk is still enlightened by the sun, the enlightened part will necessarily have the form of a luminous crescent, the concavity of which is turned to the conical shadow of the earth; and this appearance will likewise be exhi¬ bited when the moon begins to emerge from the shadow. As she approaches towards the shadow, her light is not suddenly eclipsed, but passes insensibly through all the successive gradations of obscurity, till the darkness attains its greatest intensity. The reason of this will be easily comprehended by considering that when an opaque body is placed between an object and the sun, so as to conceal only a part of his disk, the object is then less en¬ lightened than when none of the solar rays are intercept¬ ed ; and this in proportion as more or less of the sun is concealed. Between full illumination and total obscurity there are consequently intermediate tints and gradations of light, which are denominated the Penumbra, in contra- distmction to the Umbra which covers those places to which the sun’s rays are completely intercepted. Let S and E (fig. 49) be the centres of the sun and earth, and ABB'A' any plane whatever passing through the axis SE, in which, let AB, A'B' be tangents to the sun and earth on opposite sides of the axis SE ; these tangents will meet the pro¬ longation of the axis in a point C. Let also AB', A'B touch the sun and earth on opposite sides of SE, and let C' be their intersection. If we now suppose the plane to turn round the axis SC, a conical shadow or umbra, of which the apex is C, will be formed behind BB'; and if the moon is situated within any part of the cone BCB', no light whatever can fall on her. As soon as the moon emerges trom this cone, a part at least of the sun’s rays will fall upon her, and she will be in the penumbra. If situated, for example, at M, and MN be drawn to touch the earth and meet the solar disk in N, then the part of that disk between A and N will be visible at M. The ex¬ tent of the penumbra is therefore determined by the an¬ gle DBG. When M is situated in the straight line BD, the whole of the sun’s disk is visible; when M is in BC the sun entirely vanishes, and his visible portion diminishes from the instant M passes BD till it reaches BC. The intensity of the penumbra, therefore, goes on increasing from the first of these limits to the second, where it is confounded with the total darkness. This explains the progressive obscuration of the moon’s disk in her eclipses. If we now attempt to determine the circumstances under which an eclipse of the moon can take place, it is obviously necessary to inquire, in the first place, into the length of the conical shadow BCB'; for an eclipse can only happen on the supposition of its extending beyond the orbit of P[ate the moon. For this purpose let EF (fig. 50) be drawn LXXXIII.parallel to AB, and meeting SA in F. We have then sin. • O T- T' SF SA—EB . p ECB = sin. SEE = ^ ^ = sin. R — sin. p, R o-ti oJh being the apparent semidiameter of the sun, and p his hori¬ zontal parallax. By reason of the smallness of these angles the arcs may be substituted for the sines ; hence the angle Theoretical pg Astronomy. ECB = R — ». But CE zz therefore making' 1 sin. ECB ° EB, the radius of the earth, — a, CE = FE. 5l). sin. (R—pf From this expression it is evident that the value of CE depends on the horizontal parallax, and therefore varies with the sun’s distance from the earth. On calculating, by means of the values of R, a, and p, given in the preced¬ ing sections, the values of CE at the perigean, mean, and apogean distances, the following results will be obtained:— Lengths of CE. Sun in perigee 212-896 terrestrial radii. at mean distance 216-531 in apogee 220-238 Now the greatest distance of the moon from the earth is less than 64 terrestrial radii (sect, ii.), consequently the shadow of the earth is projected into space between three and four times farther than the distance of the moon. Hence it appears, that if the moon moved in the ecliptic she would traverse the earth’s shadow and be eclipsed every revolution. On account of the inclination of her orbit to that plane, the eclipses can only happen when she is in or near her nodes. The greatest distances from the nodes at which they can take place are called the Lunar Ecliptic Limits. In order to determine these limits, it is necessary first of all to know the apparent diameter of a section of the earth’s shadow, at the place where it is traversed by the orbit of the moon. Let ZM/' (fig. 50) be a part of the moon’s orbit, intersecting the lines AC and A'C in m and m!} then mml is the geocentric diameter of the shadow, the half of which is measured by the angle m EC. Now the angle niEC is the difference between the angles EraA and ECA, the first of which, namely, EmA, is the ap¬ parent semidiameter of the earth seen from the moon, or, in other words, the moon’s horizontal parallax. Let this angle, therefore, be denoted by P. It has already been shown that ECA = R —p; consequently we have »iEC — ¥ p — R in all cases; that is to say, the semi¬ diameter of the shadow is equal to the sum of the horizontal parallaxes of the sun and moon, diminished by the apparent semidiameter of the sun. On calculating the amount of this expression from the values of P and p given above, the following table will be obtained, exhibiting the magni¬ tude of the apparent diameters of the earth’s shadow for different distances of the sun and moon. Apparent diameters of earth’s shadow. f ]) in apogee 1° 15' 24"-30 at mean distance 1 23 2-31 ( in perigee 1 30 40 *31 ( ]) in apogee 1 15 56 -86 Sun at mean distance, < at mean distance 1 23 34 -87 [ in perigee... 1 31 12 *87 f ]) in apogee 1 16 28 -29 Sun in apogee, -< at mean distance 1 24 6 -30 ( in perigee 1 31 44*30 The greatest apparent diameter of the moon being only 33'31"-07, which is about a third part of the diame¬ ter of the earth’s shadow, it follows that the moon may not only be completely enveloped in the shadow, but, since she passes over a space nearly equal to her own breadth in an hour, that she may continue to be totally eclipsed during a space of about two hours. The above determination refers only to the umbra or cone of total darkness ; but the diameter of the penumbra is obtained in a manner exactly similar. In the same Sun in perigee, ASTRONOMY. 46 Theoretical diagram the semidiameter of the penumbra is measured Astronomy.by tile visual angle /EC; but /EC = E/C'+ EC'/, and EC'/ = EC'/' = C'EA + C'AE; therefore /EC = E/C' + C'EA -(- C'AE; or, retaining the same denominations as above, /EC P-[-/>+ R. Hence, the semidiameter of the penumbra is equal to the horizontal parallaxes of the moon and sun, augmented by the apparent semidiameter of the sun. All the different numerical values of the semidiameter of the penumbra corresponding to particular positions of the sun and moon may be computed exactly in the same manner as in the case of the umbra. The two expressions for the semidiameters of the um¬ bra and penumbra, viz. P + /> —11, and P-f-jo -p R, give immediately the distance of the moon’s centre from the axis of the cone when her disk comes into contact with the shadow. Representing the apparent semidiameter of the moon by r, her disk will just touch the umbra when the distance of her centre from the axis SE is equal to P + p—R-f-r; and it will touch the penumbra when the distance is P-f-/>-{-R-j-r. But on account of the very feeble obscurity of the penumbra towards its ex¬ treme border, it is impossible to observe with any degree of precision the time at which the moon enters it. In computing the ecliptic limits, therefore, it is only neces¬ sary to have regard to the umbra. In the table given above, the extreme values of P +/? — R, the apparent semidiameter of the earth’s shadow, are £ (1° 15' 24"-30) = 37' 42"*15, and 1(1° 31' 44",30) — 45' 52"T5; and the least and greatest values of r, the apparent semidiameter of the moon, are respectively 14' 45" and 16' 45" (sect, ii.); therefore the least distance of the moon’s centre from the axis of the shadow at the time of her immergence or emergence is 37' 42"T5 -f- 14' 45"zr 52' 27"*15, and the greatest 45' 52"T5 -j- 16' 45" = 62' 37"*15. The first is the limit within which an eclipse must necessarily happen; the last that beyond which it cannot happen. It is now easy to ascertain the limits of the moon’s dis¬ tance from her node, within which the eclipses take place. Let NC (fig. 51) be a portion of the ecliptic, NM part of the moon’s orbit, N its node, C the centre of a section of the earth’s shadow, M the centre of the moon; the verge of the lunar disk touching, but not penetrating, the sha¬ dow at a. It is evident that, if the moon be at a greater distance than CM from NC, there can be no eclipse. The greatest value of CM, as we have just seen, is 62' 37"T5, from which the corresponding ecliptic limit NC is easily computed by means of the formula sin. CM = sin. NC X sin. CNM. Supposing the angle CNM, that is, the inclination of the moon’s orbit to the ecliptic, to be 5°, which is its minimum value, the value of NC is found from the logarithmic ta¬ bles to be 12° 2' nearly. Hence an eclipse of the moon can only happen when she is within about 12° 2' of her node. Under the most favourable circumstances, however, the limits may extend to 13° 21'. A lunar eclipse will certainly take place if the moon’s distance from her node, at the time of her mean opposition, is not greater than 7° 4'. When the moon’s disk only comes into contact with the shadow, as in fig. 51, the phenomenon is called an appulse; when the disk only enters into the shadow in part, the eclipse is said to be partial; it is called total if the moon entirely disappears, and central when her centre coincides with the axis of the cone, or if at the time of the eclipse the moon is exactly in her node. In the preceding determinations the shadow has been supposed to be conical, whereas, on account of the com¬ pression of the earth at the poles, it is not exactly a cone, but a conoid on an elliptic base; and it varies at every in¬ stant by reason of the earth’s rotation. To determine ri- Theoretical gorously the figure of the cone at every instant, and the'/^strononay- diameter of its section where the moon enters and leaves it, would require calculations of great complication and prolixity. Such precision is, however, unnecessary; and indeed it is impossible to attain to absolute accuracy so long as the figure of the earth is not exactly known. It is usual and natural to employ the largest diameter which the shadow can have at the distance of the moon. It has also been supposed that the shadow is terminated by tangents to the sun and the earth; that is to say, that all the rays of light which are not obstructed by the globe of the earth pass in straight lines from the sun to the moon. But the earth being surrounded by an atmosphere which near the surface exerts a powerful action on the solar rays, it is to be presumed that those rays which, if unobstructed, would glance by the surface of the earth, are absorbed by the lower strata of the atmosphere. The effect of this will be to enlarge the diameter of the shadow; and the requisite correction may be regarded as an aug¬ mentation of the earth’s radius, by adding to it a part of the atmosphere; or, which amounts to the same thing, an augmentation of the lunar parallax. Now, it is found by experience that such a correction is necessary; and, ac¬ cording to Mayer, the lunar parallax must be augmented by a 60th part in order to satisfy the observations. Another effect of the action of the earth’s atmosphere on the solar rays is to render the moon dimly visible even when she is totally eclipsed,—a circumstance to which al¬ lusion was made in the preceding section. Let the circle f g h i (fig. 52) concentric to the earth include that part of the atmosphere which is sufficiently dense to pro¬ duce a sensible refraction of the rays of light. All those rays which do not fall within that circle, such as Wfw, Yiv, proceed in their direct course without suffering any refraction ; but those which enter the atmosphere between f and k, and between i and /, on opposite sides of the earth, are gradually more bent inward as they go through a greater portion of the atmosphere, until the rays Wk and V/, touching the earth at m and n, are bent so much as to meet at q, a little short of the moon; and therefore the dark shadow of the earth is contained in the space mopqm, where none of the sun’s rays can enter ; all the rest, R, R, being mixed by the scattered rays which are refracted as above, is in some measure enlightened by them ; and some of those rays falling on the moon, give her the colour of tarnished copper, or of iron almost red-hot; so that if the earth had no atmosphere, the moon would be as invisible in total eclipses as she is when new. If the moon were so near the earth as to go into its dark shadow, suppose about/* or q, she would be invisible during her stay in it, but visible before and after in the fainter shadow R R. After having pointed out the general phenomena of the lunar eclipses, and the limits within which they take place, it only remains to show in what manner the time of their commencement, end, and duration, and also their magni¬ tude, may be determined by computation. Let the line NE (fig. 53) represent the ecliptic, NO Plato the orbit of the moon, C the centre of the terrestrial LXXXJ shadow, and M the centre of the moon at the instant of*'*S- the opposition; then CM will be the circle of latitude on which the opposition takes place. The centre of the shadow C being always in opposition with the sun, moves along the ecliptic from west to east, or from N towards E, with the same velocity as the sun. The moon also, at the same time, moves in her orbit from west to east, or from N towards O. Now the velocities of these two mo¬ tions are given by the astronomical tables, and the ques¬ tion is to determine the instant of time at which the circles ASTRONOMY. Theoretical representing sections of the moon and the earth’s shadow Astronomy, meet each other either before or after the opposition. At the time of an eclipse the apparent distance of the centre of the shadow from the moon is very small, conse¬ quently CM, and also the differences of the respective longitudes and latitudes of C and M, may be regarded as straight lines. During the short interval between the commencement and end of an eclipse, the motion of the sun, and consequently that of the centre of the shadow, may likewise be regarded as uniform. By these supposi¬ tions, sufficiently accurate for our present purpose, the problem is considerably simplified. Suppose now that C' and M' are two simultaneous po¬ sitions of the shadow and moon at any instant before or after the opposition. Let M' P be perpendicular, and MQ parallel, to NE. The velocities of the moon and ter¬ restrial shadow being known from the tables, the lines C' P and Q M', which represent the motions of the centre of the moon relatively to that of the shadow in longitude and latitude, are known also; whence C' P and P M' are given, and consequently C' M' the distance of the centres. Let us assume X = CM or 5’s latitude when in opposition, s = 0’s motion in longitude, m= ])’s horary motion in longitude, « = ])’s motion in latitude, t = time from M to M', c zz C'M' the distance of the centres. Now, since we suppose that CP and QM' are the })’s mo¬ tion in longitude and latitude respectively in the time t, it is evident that CP = m t, and QM' = n t. But CC' is the sun’s motion, or the motion of the terrestrial shadow in longitude during the same time ; therefore CC' = st. We have then C'P zzmt — s t, and PM' = \-\-nt; conse¬ quently c2 zz (mt — s t)2. In this quadratic equation, if t is regarded as the unknown quantity, the only arbitrary quantity contained in it will be c, the distance of the centres, the others being all de¬ termined from the tables. On assigning, therefore, any arbitrary value to c, the resolution of the equation will give the corresponding value of t, and consequently the cir¬ cumstances or different phases of the eclipse which we may wish to determine. On arranging the terms of the above equation so as to obtain the resolution relatively to t, we have [(m_s)2+n2] ^2_f_2 X nt — c2 — X2, which may be still simplified by introducing an auxiliary Tl angle 6, such that tan. 6 zz ; for by this substitution m — s J there will result ri1 f -\-2 X n sin.2 6 . t = (c2—X2) sin.2 6, which gives the two following values of t: t zz ^— X sin.2 6 z±z sin. 0 Vd2 — X2 cos.2 0 j. The first of these denotes the time at which the moon enters, and the second that at which she quits, the um¬ bra or penumbra. The time at which the different phases of the eclipse happen, are calculated directly from this equation. If, for example, we wish to determine the time at which the moon’s disk begins to enter the shadow, we make c zz P + p—ll + r (neglecting the small augmentation of the shadow occasioned by the refraction of the atmosphere). In the case of the penumbra we must take c zz P-j-y?-}- R + r ; and it is evident that, if in either case X is of such a magnitude that c is less than X cos. 6, the value of t will be impossible ; in other words, no eclipse can take place. 47 If we suppose P-\-p — R -fr = X cos. 6, the two values Theoretical of t will be equal, and the duration of the phase will only Astronon)y- be for an instant, as in the case of the appulse, in which the^'^"v’'^‘'/ moon’s limb just touches the shadow without entering it. In general, the portion of the diameter of the eclipsed part is P-f/J—R-fr — X cos. 6-, and consequently the diameter of the part not eclipsed is equal to the diameter of the moon, or 2r, minus this quantity, that is, equal to X cos. 6 — P —jo-t-R-j-r. When this expression is equal to nothing the eclipse is just a total one; when negative, the upper boundary of the moon’s limb will be under the upper boundary of the section of the shadow, and the total eclipse will continue for some time. The instant at which the middle of the eclipse happens will evidently be that at which the two values of t are equal, or when the radical disappears, that is, when c zz X cos. 6. In this case tzz — - X sin.2 6, and the instant is n called that of the greatest phase. It is usual to express the quantity of the eclipse in digits, or twelfths of the lunar diameter; so that the eclipsed part is represented 12 by27^P+^~R+/'—^ cos. 6). Thus, taking the moon’s apparent diameter at 33' 18", and supposing the eclipsed part to be 24' 52", this part expressed in digits 24' 52" will be ^ X 12 = 8*96 digits. The obscurity of the penumbra renders observations of the commencement and termination of the lunar eclipses extremely uncertain. To obviate in some degree this in¬ convenience, care is taken to observe as accurately as possible the instants at which the shadow arrives at or passes different known spots on the moon’s disk; so that the same eclipse offers in fact a great number of different observations, the mean of which may be regarded as more certain than any individual one. But after all the pre¬ cautions that can be taken, the eclipses of the moon are far from affording results equally precise and certain as those of the sun. They were formerly of much greater import¬ ance than they are in the present state of astronomy; for the ancients had no other means of determining the geo¬ graphical longitudes of places on the earth. In fact, as the eclipse is occasioned by the moon’s being deprived of her light, the different phases of the eclipse happen at exactly the same physical instant of time to all observers to whom the moon is visible. The difference of the time reckoned by two observers at the instant of the pheno¬ menon will therefore give the difference of the horary angles, or of their meridians; but supposing each to have made a mistake of 4 minutes of time in an opposite sense (and the ancients could scarcely guarantee a greater de¬ gree of accuracy), the resulting error in the difference of longitude would amount to 2°. The geographical tables of Ptolemy contain errors of still greater magnitude. 2.—Eclipses of the Sun. The eclipses of the sun are caused by the interposition of the moon between the sun and the earth, and their ge¬ neral phenomena may be explained in the same manner as those of the moon. When the conical shadow which the moon projects behind her in space reaches the earth, those points of the earth’s surface on which it falls are completely deprived of the light of the sun, and involved in total darkness. Those parts of the earth which are • covered by the penumbra are only partially deprived of the sun’s light, because the moon does not conceal the whole, but only a part of the solar disk. 48 ASTRONOMY. Theoretical In order to appreciate the different circumstances of Astronomy. a soiar eclipse, the procedure to be adopted is in many respects the same as that which has been explained in regard to the eclipses of the moon. The length of the moon’s shadow, the first object of inquiry, is found exact¬ ly in the same manner as that of the earth ; and it is only necessary to substitute in the formulm already given the values of the apparent diameter and parallax of the sun which they would have at the surface of the moon. Now, these values are easily found, for the diameter of the sun as seen from the moon is equal to his diameter as seen from the earth, increased in the ratio of the distances of the moon and earth from the sun. In the same manner the parallax of the sun relatively to the moon is equal to his parallax relatively to the earth, augmented in the ratio of the distances, and diminished in the ratio of the diameters, of the moon and earth. Thus, let D represent the distance of the earth from the sun, c? the moon’s distance from the sun, m the moon’s true semidiameter, and a the semidiameter of the earth; the sun’s apparent semidiameter as seen from the moon will be R • —j- (R being his apparent semidiameter as seen from the earth), and his horizontal X) YfL . parallax will hep ‘ ^ — • The formula then which expresses the length of the terrestrial shadow CE (fig. 50), namely, adapted to the case of the moon, becomes sin. (R — jo)’ ... , , „ m D Theoretical taking into account the sun’s parallax, r -j- Astronomy. R--^. The ratio of the distances in this and the pre- a a ceding formula, may be expressed in terms of the paral¬ laxes ; for since p =. and P — therefore —r and expresses the distance be- D — d' d the nature — — . Since also — — —, according to P—p « P of parallax, we have likewise r p - _ , CL CL Jl p therefore, by substituting these values, the expression for the semidiameter of the lunar shadow becomes Sm. { (it-p •’?)£} tween the centre of the moon and the apex of her shadow. By means of this formula the following results, which refer to the extreme cases in which the length of the shadow is a maximum and minimum comparatively with the moon’s distance from the earth, may be computed. Length of Moon’s shadow. distance. Sun in apogee, Moon in perigee, 59‘730 55*902 Sun in perigee, Moon in apogee, 57*760 63*862 In the first case the shadow of the moon will reach beyond the centre of the earth; in the second it will not reach even to the surface. It follows, therefore, that even if the orbit of the moon coincided with the ecliptic, she would not produce a total obscurity every time she comes between the sun and the earth. At her greatest distances, where the shadow does not reach the earth, the effect of her interposition would be to conceal only a part of the sun’s disk. By introducing into the other formulae modifications similar to the above, we shall find the apparent diameter of the shadow and the solar ecliptic limits. The appa¬ rent semidiameter of the earth’s shadow has been shown to be equal to P -f- jo — R ; consequently the semidiameter of the lunar shadow at the distance of the earth, as seen by an observer placed on the moon, is equal to the parallax of the earth, plus the parallax of the sun relatively to the moon, minus the apparent semidiameter of the sun seen from the moon. The parallax of the earth means simply the appa¬ rent semidiameter of the moon seen from the earth ; and if we neglect the parallax of the sun, which cannot influence the result to the extent of half a second, we shall have the following theorem : The semidiameter of the lunar shadow is equal to the excess of the apparent semidiameter of the moon above the apparent semidiameter of the sun. Hence, denoting the moon’s apparent semidiameter by r, the semidiameter D of the lunar shadow will be expressed by r — R * — ; or, (r_R)._ P If to the apparent semidiameter of the shadow at the point where it is touched by the earth, we add the appa¬ rent semidiameter of the earth as seen from the moon, that is to say, the moon’s horizontal parallax (P), the distance between the centres of the moon’s shadow and of the earth will be p + 'ear- six; for the sun passes through both the nodes but once a year, unless he passes through one of them in the begin¬ ning of the year; and if he does, he will pass through the same node again a little before theyear is finished; because, as these points move 19^ degrees backwards ever} year, the sun will come to either of them 173 days after the other; (i 50 ASTRONOMY. Theoretical and when either node is within 17 degrees of the sun Astronomy. at the time of new moon, the sun will be eclipsed. At Vs>^v^^the subsequent opposition, the moon will be eclipsed in the other node, and come round to the next conjunction again ere the former node be 17 degrees past the sun, and will therefore eclipse him a second time. When three eclip¬ ses take place about either node, the like number generally happens about the opposite, as the sun comes to it in 173 days afterwards; and six lunations contain but four days more. Thus, there may be two eclipses of the sun and one of the moon about each of her nodes. But when the moon changes in one of the nodes, she cannot be near enough the other node at the next full to be eclipsed; and in six lunar months afterwards she will change nearer the other node: in these cases there can be but two eclipses in a year, and they are both of the sun. The eclipses of the sun being of great importance for the determination of geographical longitudes, it is of con¬ sequence to be in possession of some easy method of as¬ signing the time at which they may be expected to occur, in order to avoid the necessity of long and tedious calcula¬ tions. This may be done in a very simple manner, by con¬ sidering that if a time can be assigned after which the sun and moon occupy exactly or nearly the same positions with regard to the nodes of the lunar orbit, their motions after that interval will recommence under the same circumstances, and the eclipses be reproduced in the same order. Now, it has been shown (chap. iii. sect. 2) that the nodes of the lunar orbit retrograde at the rate of 19°-3286 in a year, consequently the time in which the sun returns to the moon’s node is that which he requires to describe an arc of 360° — 19°'3286, or, as is found by a simple propor¬ tion, 346*619851 days. On comparing this with 29*5305887 days, the time of a lunation, it will be observed that these numbers are nearly in the ratio of 223 to 19, so that after 223 synodic revolutions the moon has returned 19 times to the same position relatively to the sun. But 223 sy¬ nodic revolutions are completed in 18 mean solar years and 10 or 11 days, consequently after that interval all the eclipses, whether of the sun or the moon, return again in nearly the same order; which gives a very simple means of predicting them, since only 18 years of observation are re¬ quired. This period was known to the astronomers of the remotest ages, and is generally supposed to be that which the Chaldeans distinguished by the name of Saros. (See Part I. of this article.) But the ratio of 223 to 19 is not exact, and it is besides subject to variation from the secular inequalities of the sun and moon, by reason of which the rates of their mean motions are sensibly changed. Discordancies will hence arise; and in the course of time the order of eclipses ob¬ served in one of these periods will require correction. But the variations are slow and gradual; the lunisolar periods may, therefore, continue to be employed when approximative results only are required. When rigorous accuracy is wanted, recourse must be had to computation from the astronomical tables. Occultations of planets and stars by the moon are phe¬ nomena of which the calculation depends on exactly the same principles, and is even made by the help of the same formulae, as the eclipses of the sun. Let E (fig. 55) denote the centre of the earth, M that of the moon, and S a star or planet concealed by the moon; the straight line SM will represent the axis of the lunar shadow, that is to say, the portion of space which the rays proceeding from the star cannot reach in consequence of their being intercepted by the moon; and the angle EMO (EO being perpendicular to SM) will be the apparent distance of the centre of the shadow from the centre of the earth. The expression for this angle in a function of the time is Theoretka obtained in exactly the same manner as in solar eclipses ;Astronom3' and by equating it with the different values of the angle which correspond to the different phases of the occulta- tion, and regarding the time as the unknown quantity, the epochs will be obtained at which the phases take place. There is only one circumstance which renders a slight modification of the formulae necessary. In comput¬ ing the angle SEM, or the apparent distance of the centres of the star and moon seen from the centre of the earth, that distance may be regarded in solar eclipses as the hypothenuse of a right-angled triangle, the sides of which are respectively the latitude of the moon, and the differ¬ ence between the longitudes of the moon and sun. But in occultations of the planets or stars, the star may be out of the ecliptic, and consequently its latitude not zero ; so that the sides of the right-angled triangle, of which the apparent distance of the centres is the hypothenuse, are the difference of latitude of the star and moon, and the difference of longitude reduced to the moon s place, that is to say, multiplied by the cosine of the moon’s lati¬ tude. It is evident that any of the planets may suffer an occultation by the moon; but with regard to the fixed stars, it is only those which are situated at a distance from the ecliptic not greater than the moon’s extreme latitude, that can ever be hid by the interposition of the lunar disk. The following is a list of all the solar eclipses that will be visible in this country during the present century. The time of the commencement of the eclipse, and the number of digits eclipsed, are computed for the middle of England. (See Baily’s Tables, &c. p. 52.) Occulta¬ tions. LIST OF SOLAR ECLIPSES. Year. 1858 1860 1861 1863 1865 1866 1867 1868 1870 1873 1874 1875 1879 1880 1882 1887 1890 1891 1895 1896 1899 1900 Day and Hour. March July December May October October March February December May October September July December May August June June March August June May I5d* llh 18 2 31 17 19 8 6 23 22 26 10 29 19 30 17 19 17 6 26 9 8 28 A. M. P. M. P. M. P. M. P. M. P. M. A. M. P. M. A. M. A. M. A. M. noon A. M. P. M. A. M. A. M. A. M. P. M. A. M. sunrise 5 A. M. 3 P. M. 2 6 4 5 8 3 11 8 9 7 2 6 3 8 5 9 Digits Eclipsed. 11° 30' 9 12 0 46 36 3 8 42 contact 9 36 43 18 0 33 4 0 24 18 11 58 39 0 0 contact 3 13 8 0 CHAP. IV. ASTRONOMY. 51 Theoretical Astronomy OF THE PLANETS. Sect. I.— General Phenomena of the Planetary Motions. Having now described the motions and explained the phenomena of the sun and moon, our attention will be next occupied by the planets, those no less interesting bodies, whose remarkable peculiarities of apparent motion have attracted the curiosity, and formed a principal ob¬ ject of the labours, of astronomers in all ages. The sun and moon move among the stars always in the same di¬ rection, and with velocities nearly uniform; but the pla¬ nets, though their apparent motions are most frequently from west to east, sometimes appear to have no proper motions, or to remain stationary among the fixed stars; at other times they appear to move in a contrary direc¬ tion, or to retrograde; and hence the earth cannot be the centre of the planetary orbits. The determination of that centre, and the order of distance in which the orbits of the different planets are placed around it, is comparative¬ ly an easy task since the telescope and micrometer have made us acquainted with the phases and variations of the apparent diameters of the planets; but the ancients, who were guided by the apparent motions alone, found greater difficulty in extricating the elements of their theories from observations, and in framing hypotheses by which the phe¬ nomena could be represented with tolerable accuracy. The different hypotheses which have been proposed for this purpose are called, with sufficient impropriety, Systems of the World. In order to obtain a general notion of the path traced by a planet in the heavens, it is necessary to attend close¬ ly to the various phenomena which it exhibits. As an example, we may take Venus, the most brilliant and re¬ markable of all the planets. A slight attention to the position of Venus, continued a few days, suffices to show that she changes her place with considerable rapidity among the fixed stars. If we observe her in the evening, we shall soon find that her greatest distance from the sun never exceeds an arc of about 47°; that after attaining this distance she begins again to approach the sun, the time which she continues above the horizon after sunset gradually diminishing, till at last she sets simultaneously with the sun, and is lost in the effulgence of his rays. From the circumstance of her appearing in the evening, and not remaining visible more than about three hours after the sun has descended be¬ low the horizon, Venus has obtained the name of 'Ew circle, as also of the greatest elongation, and consequently the places of direct and retrograde motion, and of the stations of an inferior planet, wrould always be in the same part of the heavens ; whereas, on account of the earth s motion, the places where these appearances happen are continually advancing forward in the ecliptic, according to the order of the signs. In fig. 62 let ABCD be the orbit of the earth ; efgh that of Mercury; O the sun; GFKI an arc of the ecliptic extended to the fixed stars. When the earth is at A, the sun’s geocentric place is at F; and Mercury, in order to be in conjunction, must be in the line AF; that is, in his orbit he must be at / or h. Suppose him to be at/in his inferior semicircle : if the earth stood still at A, his next conjunction w'ould be when he is in his superior semicircle at h; the places of his greatest elongation also would be at e and g, and in the eclip¬ tic at E and G. But supposing the earth to go on in its orbit from A to B; the sun’s geocentric place is now at K; and Mercury, in order to be in conjunction, ought to be in the line BK at m. As by the motion of the earth the places of Mercury’s conjunctions are thus continually carried round in the ecliptic according to the order of the signs, so the places of his greatest elongations must also be carried forward in the same direction. Thus, when the earth is at A, the places of his greatest elonga¬ tion from the sun are in the ecliptic E and G ; the motion of the earth from A to B advances them forward from G to L and from E to I. But the geocentric motion of Mer¬ cury will best be seen in fig. 63. Here we have part ofplate the extended ecliptic marked tyo, « , n, &c., in the centreLxxXIII. of which S represents the sun, and round him are the or-Fig. 63. bits of Mercury and the Earth. The orbit of Mercury is divided into 11 equal parts, such as he goes through once in ei^' ring a short time, at the station, the lines EV and ev (Ee and Vw being very small arcs) may be considered as paral¬ lel; therefore p=:Suv=: Se?;-t-ESe:=p-j- +ESe, whence — ESe. In like manner Sa;e=:Swe—VSw—-^-f- —VSv; whence 6-v]>=VS?;. But as the orbits are de¬ scribed uniformly, T : £ : : VSv : ESe, and consequently T : : dp. Now, the triangle SEV gives the equa- R tion sin. — sin. p,from which, by differentiating, we get d-v]/ cos. -v)/ — R R cos.

1gNS bining which with the former, the values of both those Theoretical quantities may be determined. By repeating the same observation, it will be seen whether the place of the node is fixed, or is subject to any other variation than that which arises from the precession of the equinoxes. Its variation, if it does vary, can only be determined by ob¬ servations made at distant epochs. When the longitude of the node has been determined in this manner, it will be easy to deduce the inclination of the orbit. For this purpose the planet may be ob¬ served at the time when the sun’s longitude is equal to that of the node, and the earth is consequently situated in the line of the nodes. By this observation the elongation piate of the planet, which is then PEN (fig. H), is given, asLXXXIII. also its geocentric latitude PEL. Now, by reason of the right-angled triangles PEL and PSL, we have PL = EL tan. PEL = SL tan. PSL, consequently tan. PSL _ Hi tan. PEL; but EL : SL : : sin. LSN : sin. LES, bJ-i therefore tan. PSL z= —T tan. PEL. Now, by Na- sin. LES pier’s rules for circular parts, the right-angled spherical triangle PNL gives also sin. NL = cot. PNL tan. PL; whence tan. PI/ = sin. NL tan. PNL; or, since tan. PL — tan. PSL, and sin. NL = sin. LSN, therefore tan. PSL — sin. LSN tan. PNL. By equating these two values of tan. PSL, we have sin. LSN sin. LSN tan. PNL = ——T tan. PEL; sin. LES therefore, ultimately, tan. PEL tan. PNL .—T ; sin. EES that is, the inclination of the orbit is given in terms of the geocentric latitude and the longitude of the node. The instant at which the sun is in the node of a planet’s orbit cannot be easily seized ; but the sun’s mean motion being known, if his longitude is observed when it is nearly equal to that of the node, the time at which he passes through it may be determined with all the necessary ac¬ curacy by a simple proportion. It requires also to be re¬ marked that the above method of determining the incli¬ nation takes it for granted that the position of the node is exactly known ; but even should some uncertainty remain regarding this element, the resulting inclination would scarcely be affected in any sensible degree by a slight er¬ ror, especially if at the time of the observation the planet is not very distant from its quadratures. In fact, if we make PNL = I, PEL = X, and LES = eNg- gin.^ SN—veN)’ C ly similar to the former, and in which Se is equal to SE. If, then, we suppose the place of the node has not sensibly changed in the interval between the two observa¬ tions, this last equation will furnish a second relation be¬ tween the two unknown quantities SN and op SN, by com- T . 7 T efocos.ptan.A. with respect to I and sect. 2. , „ . But as these methods lead to results of no great accu¬ racy, and as the passages through the nodes in the case of the distant planets occur only after considerable inter¬ vals of time, the astronomer requires some more accurate and expeditious means of determining the elements of an orbit • and three geocentric observations o, the planet in any part of its orbit whatever are sufficient to determine these elements, when the nodes and i-chnation mean motion and mean distance, are known. By the known 61 ASTRONOMY. Theoretical positions of the sun and planet relatively to the earth, Astronomy the position of the planet with respect to the sun can De v V ' computed. Let then ®, r, v, represent three heliocentric longitudes of a planet, and tt the longitude of the perihe¬ lion, all reduced to the plane of the orbit. The true ano¬ malies corresponding to the three observations will con¬ sequently be V — 7T, V—7T, v" — TT. Now, if, as in the series given in chapter ii. section 2, for the true anoma y in terms of the mean, we express the mean motion by n, and the time elapsed since the passage through the perihelion by t, the three corresponding mean anoma¬ lies will be respectively n t, n i,n t ; and it will be o - served, that although t is unknown, yet as t— t and {'— t (the intervals between the first and the other two observations) are known, i and C are both given in terms Omitting the square, and all the higher powers, of the eccentricity e, the series just referred to gives the three following equations, nt —V —t—2esin. (v —*) n t —'d — t: — 2e sin. (?/ —it) n f— v"— it — 2 e sin. (v"— Tt) from which we must deduce the three unknown quanti¬ ties t, e, Tt, that is to say, the epoch of the planet’s passage through the perihelion, the eccentricity, and the longi¬ tude of the perihelion. By subtracting the first of these equations from each of the other two, we obtain n(tf — t)=iJ — v — 2 e [sin. (v’ — it) — sin. (v — Tt)~\ n(tf — t)—if — v — 2 e [sin. (V — Tt) — sin. \v — tt)] ; and if we assume 2e = sin. (t/ — Tt) — sin. (y — Tt) ’ a formula which may be rendered better adapted for lo¬ garithmic calculation by being put under the form a e = r; Theoretical Astronomy* 4 sin. /v’ v V (—2 *) —t) — ^ —v)—a n{f — t) — (y!' — v)—b (a and b being thus known quantities), these two equa¬ tions give us the two following, a— — 2e [sin. — tt) — sin. (v — t)] b= — 2 e [sin. (v" — Tt) — sin. (v — Ttjj ; whence, by division, a sin. (1/ — tt) — sin. (v — tt) b ~~ sin. (v" — tt) — sin. (v — Tt) Now, the numerator of this fraction . , N f sin. (t/—Tt) = sin. (v — Tt) v -—7 r — 1 \ v y Ism.(v — Tt) ) . . . f sin. t/cos. 7r—cos.t/sin.-r 1 = sin. (v — Tt) ; 1 f v ism. v cos. tt—cos. v sm. Tt J . . N fsin. ?/ — sin. v — tan. or (cos. —cos. a)l = sm.(v—Tt) i | 5 v 7 l sm. v — cos. v tan. or ) and, similarly, the denominator . , . fsin.^—sin.v—tan. or (cos. —cos.v)l = sin.(tJ—Tt) 1 ; -u- ( ; N 7 t sin. v — cos. v tan. or J therefore a sin. v1 — sin. v — tan. or (cos. — cos. v) b ~~ sin. v" — sin. v — tan. or (cos. v" — cos. v) ’ whence tan v _ a(sin* v" — sin- v) — ^(sin. v' — sin. v) ' ~ a(cos. v" — cos. v)—A(cos. t/ — cos. v) ’ an equation which gives Tt, the longitude of the perihelion reduced to the orbit, the angles v, v', v", being given by observation. Having thus found or, and consequently?;' — or, v" — or, it is easy to determine the eccentricity e. From the equa¬ tion « = — 2 e [sin. (yf — t) — sin. (y — or)] we obtain 2 V 2 By means of the values of e and v — or, which have now been found, we obtain t, the epoch of the passage of the planet through its perihelion, immediately from the equa¬ tion n t ■=. v — or — 2e sin. (y — or). The only element which now remains undetermined is the radius vector, and this is given by the polar equation of the ellipse, viz. r- ct(\— at. = ■ ^ „„ = 8381 terrestrial radii. 180° X 60X60 77-28 But the distance of Mars from the earth at that time, as computed from the theory of his elliptic motion,, was 0-435 parts of the radius of the earth’s orbit; consequent- 8381 ly the whole length of that radius is —^ „ = 19226 J ° 0-435 semidiameters of the earth. Hence the distance of Mars from the sun r= 19226 4- 8381 zz 27607 semidiameters of the earth. It will be remarked that these numbers are only approximative, our present object being to explain the method, and not to determine the exact quantities. But besides the inconvenience attending the determi¬ nation of a planet’s distance by this method, which re¬ quires observations to be made simultaneously on opposite sides of the earth, the method is in itself liable to great uncertainty. The error of a result is always in a certain proportion to the error of observation, and in the present case a very large quantity is to be determined from a very small one; hence a very slight error of observation will occasion a very erroneous result in the computation of the mean distance. It would be difficult in a single observa¬ tion of this nature to answer for an error of 2"; but here 2" is a twelfth part of the whole parallax; consequently an uncertainty amounting to a twelfth part affects the mean distance. A much more accurate method of determining the sun’s distance, and thence the dimensions of the plane¬ tary orbits, is afforded, though rarely, by the transits of Venus over the sun’s disk. When Venus is at her infe¬ rior conjunction, and at the same time very near her node, her body will be projected on the disk of the sun; and through the effect of her proper motion, combined with that of the earth, she will appear as a dark spot passing over the disk, and describing a chord which will be seen under different aspects by spectators placed at different points on the earth, because, by reason of the parallax, they refer the planet to different points on the solar disk. The position of the spectator not only occasions a differ¬ ence in the apparent path described by the planet, but has also a very sensible influence on the duration of the transit, in consequence of which the parallaxes both of Venus and the sun can be determined with great exact¬ ness. In order to illustrate this, let E (fig. 73) represent the earth, V Venus, and S the sun. An observer placed at E, the centre of the earth, would see Venus in the di- ASTRONOMY. 63 Theoretical rection of the visual ray EV: she would consequently appear to him projected on the sun’s disk at S, and in her successive positions would appear to describe the line DS. Other observers placed at O' and O" on the earth’s sur¬ face would see the planet at V' and V": to the first she would appear to describe the chord D'V', and to the se¬ cond D"V". This is a necessary result of the difference of the parallaxes of Venus and the sun ; and as the chords D'V', D’'V" differ in length according as they are more or less remote from the centre of the disk, the duration of the transit will be longer or shorter according to the situation of the observer and the geocentric latitude of the planet. If by reason of the relative parallax the time of a transit is longer than the true time in one he¬ misphere, it will be shorter in the opposite; and hence the difference of the times (which may be observed with great accuracy) at places having very different latitudes may serve to determine the relative parallax, or the dif¬ ference between the parallax of Venus and that of the sun. But the parallaxes are reciprocally proportional to the distances; and the ratio of the distances being known, therefore the ratio of the parallaxes is also known; and having thus the ratio and the difference of the two paral¬ laxes, it is easy to compute the separate amount of each. This particular application of the transits of Venus to the determination of the sun’s distance was first pointed out by Dr Halley, when he announced the transits of 1761 and 1769. Kepler had before announced the occurrence of a transit, but he regarded it only as a curious, and till that time unobserved, phenomenon. The transit of Venus which occurred in 1769 was anx¬ iously expected by astronomers, and observed in man}' different parts of the world. The result of the whole of the observations renders it extremely probable that the parallax of the sun is included within the limits of 8"*5 and 8"-7. The mean 8"-6 has been adopted by Delambre and Lalande. From the following table, computed from the different observations, and published by Delambre in the second volume of his Astronomic, p. 505, an idea may be formed of its probable accuracy. Delambre, indeed, remarks that the sun’s parallax is now sufficiently well known for all the practical purposes of astronomy. Places of Observation. Otaheite, Wardhus Otaheite, Kola Otaheite, Cajaneburg Otaheite, Hudson’s Bay Otaheite, Paris and Petersburg. California, Wardhus California, Kola California, Cajaneburg California, Hudson’s Bay California, Paris and Petersburg. Deduced Difference Sun’s of | Parallax Parallaxes. 21 "*561 21 *166 20 -762 21 -066 21 -730 Hudson’s Bay, Wardhus Hudson’s Bay, Kola Hudson’s Bay, Cajaneburg Hudson’s Bay, Paris and Petersburg 21 -330 20 *765 20 -208 20 -284 21 -576 22 -592 20 -941 20 *233 22 *897 7094 5503 3865 5036 7780 6160 3880 1630 1521 7155 1260 4589 1730 2491 Here the mean of the first 5 results is nearly...8"*59 of the next 5 8 *41 of the next 4 8 *75 of all 8 *57 Having once obtained the value of the solar parallax, it is easy to deduce the sun’s distance, and consequently the dimensions of all the planetary orbits. For this purpose Theoretical we have Astronomy. sin. 8"-6 : I:: radius of earth : sun’s distance ; that is, on reducing the radius of a circle to seconds, , . earth’s radius sun s distance rz^^—p =23984 terrestrial radii. Now, if we assume the semidiameter of the earth to be 4000 miles in round numbers, the distance of the sun, or radius of the earth’s orbit, will consequently be 23984x4000=95936000 miles approximately. By means of this value the mean distances of the planets from the sun, which in the table given above were expressed in terms of the mean distance of the earth, may be converted into miles. The following are the results in round numbers. Planet. Mean Distance from the Sun in Miles. Mercury. Venus.... Earth Mars Ceres Jupiter... Saturn.... Uranus... 37,000,000 68,000,000 95,000,000 142,000,000 262,000,000 485,000,000 890,000,000 1,800,000,000 The transits of Venus being phenomena of great im- Periodic portance, in consequence of their practical application torecurreilcy':{,93 days; which is the period of her synodic revolution. astronomy. f>4 . ■ m 2247008 Tiieorelicsl Theoretical Let us next attend to the other condition which must 305.2568—224-7008 = 140-5555; therefore — = ^405555- Astronomy. Astronomy.^ satisfied before a transit can take place, namely, a • u • the planet has returned to its node as well as to its inte- The serjes 0f fractions approximating to this ratio, obtain- rior coniunction. If we represent by w the number or re- or] ?ri mflnnpr indicated above, is volutions of the earth in the required period, and by w the number of synodic revolutions of the planet in t re same ri^t 1 2 1’ 1 3 8 227 235 243 2’ 5’ 142’ 147’ 152’ time, it is evident that we shall have tyiY. — rp ^whence numerators of which, as before, express the years, m and the denominators the synodic periods. Taking the In the case of Mercury, therefore, — fourth fraction of the series, it appears that after eig t years, in which there are five synodic periods, Venus will m __ t n T—t 87969 ..... oftev ft7Qfi9 vpars in the course of again occupy nearly the same position with respect to the ; that is to say, after 87969 years, aga^ ^ py^ ^ her 0^bit> This wm take place which Mercury will have been 277287 times in conjunc- more near]y after 227 years, and more nearly still after tion the earth and Mercury will be again in conjunction, 235 •, consequently, 235 years after a transit has taken occupying the same points of their orbits as at the com“ place, the occurrence of another may be expected with vnpnppment of the period, supposing the nodes fixed. But at probability. The alteration, however, which takes mencement of the period, supposing me iiuuco great probability, ine alteration, nuwcvci, v.inwx. periods of such enormous length are of no practical use : jace jn position of the line of the nodes, which in the it is necessary to find an approximating ratio expressed by prece(jing computations we have regarded as fixed, ren- smaller numbers. For this purpose it is convenient to derg tbe numbers a little uncertain. _ have recourse to the method of continued fractions, trom Since Venus returns to her conjunction at nearly the same point of her orbit after eight years, it may happen, * . •it . n _ j of o fran- nave recourse tu tuc which the following series is obtained: 87969 277287 =!+!- 1 6 + l 1+1 fl 4-r- . 1998 and sometimes indeed actually does happen, that a tran- sit will take place in about eight years after the occur¬ rence of a former one. But in that time the latitude o vAtrr» Venus, in consequence of the inclination of her orbit, un- . , • , , dergoes a variation amounting to 20' or 24'; in sixteen Here the first approximating fraction is which de- s the change of latitude increases to 40' or 48, which notes that in one year, during which there will happen considerabiy greater than the diameter ol the sun. It three synodic periods, Mercury will not be very far from cannot happen, therefore, that three transits will take his conjunction, nor from the same point of his orbit in 1&ce within sixteen years. From the above series of which he was at the commencement of that time. Ihe fractions we might infer that another could not take 1 4 0 . place before 227 years; but that series was obtained on next approximation is 3 + 7:= ^ showing that after six the suppoSition that the transits only happen when Venus 1 ^ 6 ty . tn thp node • and it is evident that they years, during which there will have been 19 conjunctions, occur when ’the planet is near the other Mercury will be again nearly m conjunction at the same Y 9^ Jn uentl after an interval of half the length point of his orbit. By continuing the process we obtain ^^ ^ ^ yearg> Ifj at the occurrence of the following series of fractions, each approaching nea e ^ firgt transit, Venus has passed her node, the next will 87969 to -, namely, 6 7 13 33 46 &c. OI blit; luiiiici, j , , , *11 the first transit, Venus has passed her node, the next will happen eight years sooner; or, if she has not reached the node, eight years later. Hence, after two transits have occurred within eight years, another cannot be expected before 105, 113, or 121 years, that is, 113 ±8 years But these periods sometimes fail: that ol 23o brings 277287 1 3’ 19’ 22’ 41’ 104’ 145’ ~&£=svg,'css»?& '^Approximative fraction, might be found in the same period, of 235 and 251 - *at of d =hed manner to express the ratio of the number of revolut.ons or^ugmented V 8.^ whole ^Icua g of Mercury to those of the earth, or of 7p ; hut it is un- j t transits took place in 1761 and 1769; the next vu ^ • • i. not happen till the years 1874 and 1882; and thus the necessary to have recourse again to division, inasmuch PP 0f these phenomena adds to the interest they as they are easily obtained from the above. For example, mirequency m i v _— since the fraction £ denotes that Mercury has gamed three revolutions on the earth in one year, it is evident that he must have completed 3+1=4 revolutions. In the same way, in six years Mercury gains 19 on the earth, or completes 19 + 6 = 25. Hence, in the series required the numerators of the fractions will continue the same as in the series above, while the denominators will be the sums of the terms of the corresponding fractions. Ihe new series will therefore be 1 6 13 ^ 46^ & 4’ 25’ 29’ 54’ 137’ 191 ’ the numerators being the number of years, and the deno¬ minators the corresponding periods of Mercury. Applying to the case of Venus and the earth the for- mu}a !H.= —, we shall have t = 224-7008, T t = n 1—t derive from their real importance. . Delambre has given a list of all the transits ot Venus for a period of 2000 years, from which the following is extracted. (Astronomic, tome ii. p. 473.) Year. Month. 1631 1639 1761 1769 1874 1882 2004 Dec. 6. Dec. 4. June 5. June 3. Dec. 8. Dec. 6. June 7. Mean Time (at Paris) of Conjunction. 17h 28m 40s 6 9 40 17 44 34 10 7 54 16 17 44 4 25 44 21 0 44 Node. 9> Q> V W Q & & ASTRONOM Y. 65 TheoreticalSECT.III.— Of the Physical Constitution of the Planets, Astronomy, Magnitude, Potation, and other remarkable objects. Mercury. Mercury is a small body, but emits a very bright white light, though, by reason of his always keeping near the sun, he is seldom to be seen ; and when he does make his appearance, his return to the sun is so rapid, that he can only be discerned for a short space of time. Delambre was able to observe him only twice with the naked eye. Mercury is about 3140 English miles in diameter, and his mean distance from the sun about 37 millions of miles. On account of his smallness and brilliancy it is extremely difficult to find any spot on his disk so distinctly marked as to afford the means of determining his rotation. Be¬ sides, by reason of his proximity to the sun, an observa¬ tion of a spot, if made in the evening, can scarcely be well begun before the planet sets; or, if in the morning, before the increasing twilight renders the spot invisible. Hence it is only possible to observe daily a very small arc of a small circle; and if the spot re-appears on the succeeding day, it is doubtful whether the arc which it has passed over exhibits the whole motion, or if one or more circumferences ought to be added. By an at¬ tentive observation of the variations of the phases of Mercury, Schroeter has, however, remarked that he re¬ volves about his axis in the space of 24 hours 5 minutes 30 seconds. M. Harding discovered in 1801 an obscure streak on the southern hemisphere of the planet, the ob¬ servations of which, together with those of a spot disco¬ vered by Schroeter, gave the same period of rotation. The results of Schroeter’s researches on Mercury may be summed up as follows: ls£, The apparent diameter of Mercury at his mean distance is 6"'02; 2rf, His form is spherical, exhibiting no sensible compression; 3c?, His equator is very considerably inclined to his orbit, and the differences of his days and seasons must consequently be very great; kth, There are mountains on his surface which cast very long shadows, and of which the height bears a greater proportion to the diameter of the planet than those of the Earth, the Moon, or even of Venus. The height of Chimboraqo is you t^ie radius of the earth ; one of the mountains in the moon has been estimated at of her radius; the highest in Venus at ; and one in Mercury at The highest mountains are in the southern hemisphere, which is also the case in respect of the Earth and Venus. There are no observations to prove decisively whether Mercury is surrounded by an atmosphere. Venus. Venus, the most beautiful object in the heavens, is about 7700 English miles in diameter, and placed at the distance of 68 millions of miles from the sun. Although the oscil¬ lations of this planet are considerably greater than those of Mercury, and she is seldom invisible, yet on account of the uniform brilliancy of her disk, it is extremely dif¬ ficult to ascertain the period of her rotation. Dominic Cassini, after having long fruitlessly attempted to discover any object on her surface so well defined as to enable him to follow its motions, at length, in 1667, perceived a bright part, distant from the southern horn a little more than a fourth part of the diameter of the disk, and near the eastern edge. By continuing his observations on this spot, Cassini concluded the rotation of Venus to be performed in about 23 hours; but he does not seem to have consider¬ ed this conclusion as deserving of much confidence. In the year 1726 Bianchini, an Italian astronomer, made a number of similar observations for the same purpose, yol. rv. from which he inferred that the rotation of the planet is Theoretical performed in 24 days 8 hours. The younger Cassini has Astronomy shown, however, that the observations of Bianchini, as well as those of his father, could be explained by a rota¬ tion of 23 hours and 21 or 22 minutes, whereas the rotation of 24 days 8 hours cannot be reconciled with the appear¬ ances observed by the elder Cassini. The determination of Cassini was regarded by astronomers as the more pro¬ bable of the two, particularly as Bianchini was not able to make his observations in a connected manner, on ac¬ count that a neighbouring building intercepted his view of the planet, and obliged him to transport his telescope to a different situation. The question of the rotation of Venus was finally settled by Schroeter, who found it to be performed in 23 hours 21 minutes 19 seconds. Each of the three observers found the inclination of the axis of rotation to the axis of the ecliptic to be about 75°. Some doubt, however, still exists with respect to the value of this element. Schroeter’s observations on this planet were principally directed to a mountain situated near the southern hoim. The line which joins the extremities of the horns is always a diameter; and the horns of the crescent of a perfect sphere ought to be sharp and pointed. Schroeter re¬ marked that this was not always the case with regard to the horns of Mercury and Venus. The northern horn of the latter always preserved the pointed form, but the southern occasionally appeared rounded or obtuse,—a cir¬ cumstance which indicated that the shadow of a moun¬ tain covered the part Bo (fig. 74), so that the line join¬ ing the extremities of the horns appeared to be Ao, and not AB (the diameter of the circular disk); but at d, beyond oB, he remarked a luminous point, which he sup¬ posed to be the summit of another mountain, illuminated by the sun after he had ceased to be visible to the rest of that hemisphere. Now, in order that the horn of the crescent may appear obtuse in consequence of the shadow of a mountain falling upon it, and another moun¬ tain d present a luminous point, the two mountains must be at the same time both at the edge of the disk and on the line separating the dark from the enlightened part of the planet. But this position cannot be of long conti¬ nuance ; for the rotation will cause d to rise into the en¬ lightened part, or sink into the dark hemisphere, and in either case the mountain will cease to be visible. If, how¬ ever, the rotation is completed in 23 hours 21 min., the mountain d will appear 39 min. sooner than it did on the previous day ; for in the course of a day the boundary of light and darkness will hardly have shifted its position on the surface of the planet through the effects of the orbital motion. Hence it is possible to obtain several consecutive observations, from which an approximate value of the period may be found; and this being once obtained, it may be rendered still more exact by observations separated from each other by a longer interval. Thus Schroeter found that an interval of 20 days 11 hours 15 min. between two apparitions of the mountain being divided by 23 hours 21 min., gave 2T04 revolutions. That intervals of 121 days 14 hours 25 min., 142 days 1 hour 40 min., 155 days 18 hours 11 min., divided each by 23 hours 21 min., gave 125*01, 146*02, 160*09 revolutions respectively. All these com¬ parisons prove that the revolution of 23 hours 21 min. is somewhat too short. They ought to have given 21, 125, 146, and 160 revolutions exactly, supposing the observa¬ tions to have been perfectly accurate. On dividing the intervals by 21, 125, 146, and 160 respectively, the quo¬ tients will be each the time of a revolution very nearly; and by taking a mean among the whole, the most pro- l 66 ASTRONOMY. Theoretical bable result at least will be obtained. In this manner Astronomy. Schroeter found the period of rotation aheady sta tu, ' 'namely, 23 hours 21 min. 19 sec. Since the time of rotation of Mercury and Venus is nearly equal to that of the earth, the compression of these planets at the poles, which results from the centrifugal force, ought also to be nearly in the same proportion. But at the distance of the earth the compression must be imperceptible even in the case of Venus ; for, supposing it to amount to the difference between the iadlus 0 her poles and that of her equator would only amount to a tenth of a second as seen from the earth. , During the transits of Venus over the suns dis of 1761 and 1769 7^ of penu^a. light was observed Venus. round the planet by several astronomers, which w as occa¬ sioned, without doubt, by the refractive powers of her atmosphere. Wargentin remarked that the limb of Venus which had gone off the sun showed itself with a faint light during almost the whole time of emersion. Beig- man, who observed the transit of 1761 at Upsal, says that at the ingress the part which had not come upon the sun was visible, though dark, and surrounded by a crescent of faint light, as in fig. 75; but this appearance was much more remarkable at the egress ; for as soon as any part of the planet had disengaged itself from the sun s disk, that part was visible with a like crescent, but brighter (fig. '6) As more of the planet’s disk disengaged itself from that of the sun, the part of the crescent farthest from the sun grew fainter, and vanished, until at last only the horns could be seen asinfio-.77. The total immersion and emersion were not instantaneous ; but as two drops of water, when about to separate, form a ligament between them, so there was a dark shade stretched out between Venus and the sun, as in fig. 78 : and when this ligament broke, the planet seem¬ ed to have got about an eighth part of her diameter from the limb of the sun (fig. 79). The numerous accounts of the two transits which have been published abound with analogous observations, indicating the existence of an atmosphere of considerable height and density. Schroe- ter calculated that its horizontal refraction must amount to 30' 34'', differing little from that of the terrestrial at¬ mosphere. A twilight which he perceived on the cusps afforded him the data from which he deduced this con- ClCassini and Montaigne imagined that they had observed a satellite accompanying Venus; but this appears to have been an optical illusion arising from the strong light of the planet reflected back from the convex surface of the eye upon the eye-glass of the telescope, and thence reflected a second time back to the eye. This hypothe¬ sis at least will explain the appearances which they have described; and although astronomers have sought for this pretended satellite with great care, they have neither ob¬ served it on the sun during the transits of Venus in 1/61 and 1769, nor in any other part of her orbit. Mars. After Venus, Mars is the planet whose orbit is nearest to the earth. His diameter is about one half, and his vo¬ lume only about one sixth part of that of our globe. He is of a dusky reddish colour, by reason of which he is easily recognised in the heavens. His mean distance from the sun is about 142 millions of miles. The rotation of Mars was suspected before the year 1643 by Fontana, a Neapolitan astronomer; but it was reserved for Cassini to demonstrate its existence and assign its period. Cassini began to observe the spots on the surface of Mars at Bologna in 1666; and after having continued his observations for a month, he found they re¬ turned to the same situation in 24 hours and 40 min. The planet was observed by some astronomers at Home with v ^ ^ longer telescopes; but they assigned^to it a rotation of 13 hours only. This, however, was afterwards shown by Cassini to have arisen from their not distinguishing be¬ tween the opposite sides of the planet, which, it seems, have spots pretty much alike. He made furtlier ?b‘ servations on the spots of this planet in 1670; which confirmed his former conclusion respecting the time of rotation. The spots were again observed in subsequent oppositions, particularly for several days in 1/04 by Maraldi, who took notice that they were not always well defined, and that they not only changed their shape fre¬ quently in the interval between two oppositions, but even in the soace of a month. Some of them, however, continued of the same form long enough to allow the time of the planet’s rotation to be determined. Among these there appeared that year an oblong spot, resembling one of the belts of Jupiter when broken. It did not reach quite round the body of the planet; but had, not far from the middle of it, a small protuberance towards the north, so well defined that Maraldi was thereby enabled to fix the period of its revolution at 24 hours 39 min., only one minute less than what Cassini had determined it to be. The near approach of Mars to the earth in 1719 afforded an excellent opportunity of observing him, as he was then within of his perihelion, and at the same time in opposition to the sun. His apparent mag¬ nitude and brightness were thus so much increased, that he was by the vulgar taken for a new star. His appearance at that time, as seen by Maraldi through a telescope of 34 feet long, is represented m fig. 80. 1 here was then a long belt that reached half-way round, to the end of which another shorter belt was joined, forming an obtuse angle with the former, as in fig. 81. This angular point was observed on the 19th and 20th of August, a little to the east of the middle of the disk; and 37 days after, on the 25th and 26th of September, it returned to the same situation. This interval, divided by 36, the number of revolutions contained in it, gives 24 hours 40 minutes for the period of one revolution ; a result which was verified by another spot of a triangular shape, one angle whereof was towards the north pole, and the base to¬ wards the south, and which on the 5th and 6th of August appeared as in fig. 82. After 72 revolutions >t returned to the same situation on the 16th and 17 th of October. Some of the belts of this planet are said to be parallel to his equator; but that seen by Maraldi was very much m- d Besides these dark spots on the surface of Mars, a®tr0‘®riSht , nomers had noticed that a segment of his globe about spots about the south pole exceeded the rest of his disk so much m Ma^& brightness, that it appeared to project as it it were the segment of a larger globe. Maraldi informs us that this bright spot had been taken notice of for 60 years, and was more permanent than the other spots on the planet. One part of it is brighter than the rest, and the least bright part is subject to great changes, and has sometimes A similar though less remarkable brightness about the north pole of Mars was also sometimes observed, the ex¬ istence of which has been confirmed by Sir W. Herschel, who examined the planet with telescopes of much greater power than any former astronomer ever was in pos- ion of. A very full account of Herschel’s observa-HerscheD lions on this planet is given in the 74th volume of ‘heaccount ^ Philosophical Transactions. Some of the remarkable ap¬ pearances there described are represented in fig. The magnifying powers he used were sometimes as high ASTRONOMY. 67 Theoretical as 932; and with this the south polar spot was found to Astronomy.be 41'" in diameter. Fig. 96 shows the connection of the other figures marked 89, 90, 91, 92, 93, 94, 95, which complete the whole equatorial succession of spots on the disk of the planet. “ The centre of the circle,” Herschel observes, “ marked 90, is placed on the circumference of the inner circle, by making its distance from the circle, marked 92, answer to the interval of time between the two observations, properly calculated and reduced to sidereal measure. The same is done with regard to the circles marked 91, 92, &c.; and it will be found by pla¬ cing any one of these connected circles in such a manner as to have its contents in a similar situation with the figures in the single representation, which are marked with the same number, that there is a sufficient resem¬ blance between them; though some allowance must be made for the distortions occasioned by this kind of pro¬ jection.” From these observations Herschel concluded that the diurnal rotation of Mars is accomplished in 24 hours 39 minutes 21§ seconds; that his equator is inclined to his orbit in an angle of 28° 42', and his axis of rotation to the axis of the ecliptic in an angle of 30° 18'. Hence the time of rotation and the seasons of this planet are little different from those of the earth. The bright appearance so remarkable about the poles of Mars is ascribed by Herschel to the reflection of light from mountains of ice and snow accumulated in those regions. “ The analogy between Mars and the earth,” says he, “ is perhaps by far the greatest in the whole solar system. Their diurnal motion is nearly the same, the obliquity of their respective ecliptics not very differ¬ ent; of all the superior planets, the distance of Mars from the sun is by far the nearest alike to that of the earth; nor will the length of the Martial year appear very dif¬ ferent from what we enjoy, when compared to the sur¬ prising duration of the years of Jupiter, Saturn, and the Georgium Sidus. If we then find that the globe we in¬ habit has its polar region frozen and covered with moun¬ tains of ice and snow, that only partly melt when alternate¬ ly exposed to the sun, I may well be permitted to surmise, that the same causes may probably have the same effect on the globe of Mars; that the bright polar spots are owing to the vivid reflection of light from frozen regions; and that the reduction of those spots is to be ascribed to their being exposed to the sun.” Since the discovery of the flattened form of the earth, it was to be presumed that the rotation of the other planets would produce a similar effect on their figures, and this supposition has been fully confirmed by observation. The time of the rotation of Mars is nearly equal to that of the earth, but his diameter being only about half that of the earth, the velocity of a point on his equator is conse¬ quently only half as great as that of a point on the earth’s equator: hence we might expect that the deviation of his figure from a perfect sphere would be much less consider¬ able. The contrary, however, appears to be the case ; and his compression seems to be much greater than that of the earth. According to Herschel, the ratio of his equa¬ torial and polar axes is 103 to 98. Schroeter estimates the same ratio to be that of 81 to 80. This remarkable compression at the poles of Mars arises in all probability from considerable variations of density in the different parts of his globe. Atmo- It has been commonly related by astronomers, that the Mar*-6 a*;mosP^ere °f this planet is possessed of such strong re- i ars- fractive powers as to render invisible the small fixed stars near which it passes. Dr Smith relates an observation of Cassini, in which a star in the water of Aquarius, at the distance of six minutes from the disk of Mars, became Theoretical so faint before its occultation, that it could not be seen by AstronorrTi the naked eye, nor even with a three feet telescope. This would indicate an atmosphere of a very extraordinary size and density ; but the following observations of Herschel seem to show that it is of much smaller dimensions. “ 1783, Oct. 26th. There are two small stars preceding Mars, of different sizes ; with 460 they appear both dusky red, and are pretty unequal; with 218 they appear con¬ siderably unequal. The distance from Mars of the nearest, which is also the largest, with 227, measured 3' 26" 20"'. Some time after, the same evening, the dis¬ tance was 3' 8" 55"', Mars being retrograde. Both of them were seen very distinctly. They were viewed with a new 20 feet reflector, and appeared very bright. Oc¬ tober 27th : the small star is not quite so bright in propor¬ tion to the large one as it was last night, being a good deal nearer to Mars, which is now on the side of the small star; but when the planet was drawn aside, or out of view, it appeared as plainly as usual. The distance of the small star was 2' 5" 25'". The largest of the two stars,” adds he, “ on which the above observations were made, cannot exceed the 12th, and the smallest the 13th or 14th magnitude ; and I have no reason to suppose that they were any otherwise affected by the approach of Mars, than what the brightness of its superior light may account for. From other phenomena it appears, however, that this planet is not without a considerable atmosphere; for, be¬ sides the permanent spots on its surface, I have often noticed occasional changes of partial bright belts, and also once a darkish one in a pretty high latitude; and these alterations we can hardly ascribe to any other cause than the variable disposition of clouds and vapours floating in the atmosphere of the planet.” Ceres, Pallas, Juno, and Vesta. The commencement of the present century was render¬ ed remarkable in the annals of astronomy by the discovery of four new planets circulating between Mars and Jupiter. Kepler, from some analogy which he found to subsist among the distances of the planets from the sun, had long before suspected the existence of one at this distance ; and his conjecture was rendered more probable by the disco¬ very of Uranus, with regard to which the analogy of the other planets is observed. So strongly, indeed, were as¬ tronomers impressed with the idea that a planet would be found between Mars and Jupiter, that, in the hope of discovering it, Baron Zach formed an association of 24 observers, who divided the sky into as many zones, and undertook each to explore one carefully. A fortunate accident anticipated a discovery which might have re¬ quired years of toil. An error in the catalogue of Wol¬ laston, who had laid down a star in a position in which it is not to be found, engaged Piazzi, the superintendent of the observatory at Palermo, to observe for several suc¬ cessive days all the small stars in the neighbourhood of the place indicated. On the first day of the present cen¬ tury, the 1st of January 1801, he observed a small star in Taurus, which, on the day following, appeared to have changed its place. On the 3d he repeated his observa¬ tion, and was then satisfied that it had a diurnal motion of about 4' in right ascension, and 3'^ in declination to¬ wards the north pole. He continued to observe it till the 23d, when he communicated his discovery to MM. Bode and Oriani, giving them the positions of the star on the 1st and 23d, and only adding, that between the 11th and 13th its motion had changed from retrograde to di¬ rect. Before the communication reached them, however, the planet was lost in the sun’s rays; and, owing to its ex- 68 ASTRONOMY. Discovery of Pallas. Theoretical treme smallness, the difficulty of finding it after its emer- Astronomy. rrgnce was so great, that it was not again seen i v list of the following December, when it was detected by Zach. In this was recognised the planet which Kepler had suspected to circulate between Mars and Jupiter. Piazzi, in honour of Sicily, gave it the name of the tute¬ lary goddess of that country, Ceres; and her emblem, the sickle, ^ , has been adopted as its appropriate symb . Ceres is of a reddish colour, and appears to be about the size of a star of the eighth magnitude. bhe eccent - city of her orbit is somewhat greater than that of 1 cury • and its inclination to the ecliptic greater than that Tiny of the old planets. The distance of Ceres from the sun is about 3-2 times that of the earth, or near y millions of miles. Schroeter found her apparent diameter to be 2", corresponding to about 1624 miles; but Hersche reduced this measurement to 0-5, which would indicate a diameter of about 160 miles The nebul°s‘ty which surrounds the planet renders it almost impossible to d tinguish the true disk; and hence arises the great dis¬ crepancy between the above estimates of its magnitude. From a great number of observations, Schroeter inferred that Ceres has a dense atmosphere, rising to the hel| of no less than 675 English miles above the P^net, and subject to numerous changes. On this account he co ceives that there is little chance of discovering the period ^The^difficuity of finding Ceres induced Dr Olbers of Bremen to examine with particular care the configma- tions of all the small stars situated near her geocentnc path. On the 28th of March 1802 he observed a star of the seventh magnitude, which formed an equilateral tri¬ angle with the stars 20 and 191 of Virgo in Bode s cata¬ logue. He was certain that he had never seen a stai in that place before, and at first imagined it might be one of those which are subject to periodical changes of br 1- liancy ; but after examining it for two hours, he remark¬ ed that its right ascension was diminishing, while its northern declination continued to augment nearly in the same manner as had been the case with Ceres when that planet was first seen by him m a^°?t ^ Sa™e position. On the following day he found its light as¬ cension had diminished 10', while its northern decimation had increased 20'. From observations continued dunn0 a month, M. Gauss calculated an elliptic orbit, the eccen¬ tricity of which amounted to *24764, much greater than that of any of the other planets. He also found its in¬ clination to be 34° 39', exceeding the aggregate incli¬ nations of all the other planetary orbits; and its mean distance 2*770552, almost the same as that of Ceres, un account of these three circumstances, the new planet, otherwise of little importance, became the most singular in the whole system. One planet had been suspected to exist between Mars and Jupiter, and two were now dis¬ covered. The great inclination of the last rendered it necessary to enlarge the boundaries of the zodiac ; but the extent of the zodiac is entirely arbitrary, and ha been limited by the extreme latitudes of Venus. There is no reason, as Delambre remarks, why it may not be ex¬ tended even to the poles. Dr Olbers gave the new planet the name of Pallas, choosing for its symbol the lance, $ , the attribute of Minerva. The most surprising circumstance connected with the discovery of Pallas was the existence of two planets at nearly the same distance from the sun, and apparently having a common node. On account of this singularity Dr Olbers was led to conjecture that Ceres and Pallas are only fragments of a larger planet, which had former¬ ly circulated at the same distance, and been shattered by some internal convulsion. Lagrange made ‘his hypothesis Th^ the subject of an ingenious memoir, in which he mined the explosive force necessary to detach a fragment from a planet with a velocity that would cause it to de¬ scribe the orbit of a comet. He found that a fragment detached from the earth in this manner, with a vemcity equal to 121 times that of a cannon-ball, would become a direct comet; and if with a velocity equal to 156 times that of a cannon-ball, its motion would be retrograde. 4or 121 or 156 ^ other planets the velocity must be -====, an consequently less as the mean distance of the planet from the sun is greater. A smaller velocity would be required to cause the detached fragment to move m an elliptic orbit; and with regard to the four small planets we are now con¬ sidering, an explosive force less than twenty times that o a cannon-ball would have sufficed to detach them from a primitive planet, and cause them to describe ellipses si¬ milar to their actual orbits. This hypothesis served also to explain the great eccentricities and inclinations by which these planets are distinguished from the others be¬ longing to the system ; for it is evident that the explosive force must have projected the different fragments in all directions, and with different velocities. It Showed also, that other fragments of the original planet mig P bly exist, revolving in orbits which, however they mig differ in respect of inclination and eccentricity, would still intersect each other in the same points, or have com¬ mon nodes, in which the several fragments would neces¬ sarily be found at each revolution. Dr Olbers therefore proposed to examine carefully every month the two op¬ posite parts of the heavens in which the orbits ot Ceres and Pallas intersect each other, with a view to the disco¬ very of other planets, which might be sought for m those parts with greater chance of success than m a wider zone embracing the whole limits of their orbits, ^ubsequent discoveries scarcely support his conjecture, though it has nS^rHeStSameter of Pal,a, iS o„,v about 80 English miles, or about one half of that which he assigned to Ceres, while Schroeter estimates it at 2099 miles ^ Schroeter also found the atmosphere of Pallas to be about two thirds of the height of that of Ceres, or about 450 miles. The light of the planet undergoes consider¬ able variations, the cause of which is uncertain. Discoverv While M. Harding, of the observatory of LihenthalD^ j near Bremen, was engaged in forming complete charts of the small telescopic stars near the orbits of Ceres and Pallas with which these planets were likely to be con¬ founded, he determined, on the 2d of September , the position of a small star, by comparing it with the two stars^ marked 93 and 98 of Pisces m Bode s catalogue. These two stars are situated very near the equator, and at a small distance from one of the nodes of Ceres an Pallas and exactly in that sort of defile where, according to Dr Gibers, an observer would be certain of detecting in their passage the other fragments of the orlS'nal Pla net of which Ceres and Pallas are parts. On the 4th the star was no longer in the same position, but had moved a Ihtle to the south-west. On the 5th and 6th M. Hard¬ ing, by means of a circular micrometer, determined the rate of its motion to be 12' 42" in declination to the south and 7' 30" in right ascension, retrograde, the inte val between the observations being 24 hours 14 min. 12 sec. From this it was evident that the body belonged to the nlanetary system. It had then the appearance of a star betwee/the eighth and ninth magnitudes. It was with¬ out any nebulosity, and of a whitish colour. A few days ASTRONOMY. (59 Theoretical Astronomy. Discovery of V esta. afterwards the elements of its orbit were computed by Gauss. This planet has received the name of Juno, and for its symbol the starry sceptre of the queen of Olympus. Juno is distinguished from the other planets by the great eccentricity of her orbit, which is so considerable, that she describes that half of it which is bisected by the perihelion in about half the time which she employs to describe the other half. This planet is somewhat smaller than Ceres and Pallas, and, though free from nebulosity, must have, according to Schroeter’s observations, an at¬ mosphere of greater density than that of any of the old planets. The success of M. Harding encouraged Dr Olbers to renew the plan of research which he had pointed out on the discovery of Pallas; and on the 29th of March 1807 he perceived, in the constellation of Virgo, a star of the fifth or sixth magnitude, which he suspected from the first observation to be a new planet. A few subsequent ob¬ servations rendered this conjecture certain. Dr Olbers left to Gauss the care of giving a name to the new pla¬ net, and of determining the elements of its orbit. Gauss named it Vesta, and chose for its symbol j§;, an altar sur¬ mounted with a censer holding the sacred fire. Vesta is the smallest of all the celestial bodies known to us. Her volume is only about a fifteen thousandth part of that of the earth, and her surface is about equal to that of the kingdom of Spain. She is distinguished by the vivacity of her light, and the luminous atmosphere with which she is surrounded. Belts of Jupiter. Plate LXXXV. Jupiter. Jupiter is by far the largest planet in the system. His diameter is about 11 times, and his volume 1281 times, greater than that of the earth. His distance from the sun is times the radius of the ecliptic, or nearly 125,000 terrestrial semidiameters, and consequently above 490 millions of miles. His apparent diameter, which, at his mean distance, is 36"-7, and varies between 45"*8 and 30", would subtend an angle of 3' 17" if seen at the same dis¬ tance as the sun. From Jupiter the sun will appear un¬ der an angle of at most; the sun s disk will appear to be 27 times smaller than when seen from the earth, con¬ sequently the light and heat which Jupiter receives from the sun will be only the 27th part of what is received by our globe. His density is "99239, that of the sun being considered as unity, or is about one fourth of the density of the earth ; and a body which weighs one pound at the equator of the earth, would weigh 2*444 pounds if re¬ moved to the equator of Jupiter. Jupiter has the same general appearance with Mars, only the belts on his surface are much larger and more permanent. Their usual appearance, as described by Dr Long, is represented fig. 97-100; but they are not to be seen but by an excellent telescope. They are said t< have been first discovered by Fontana and two other Ita¬ lians, but Cassini was the first who gave a good account of them. Their number is very variable, as sometimes only one, but seldom more than three, may be perceived. Messier at one time saw so great a number that the whole disk seemed to be covered by them. 4 hey are generally parallel to one another, but not always so; and their breadth is likewise variable, one belt having been observed to grow narrow, while another in its neighbourhood has increased in breadth, as if the one had flowed into the other: and in this case a part of an oblique belt lay be¬ tween them, as if to form a communication for this pur¬ pose. The time of their continuance is very uncertain: sometimes they remain unchanged for three months, at other times new belts have been formed in an hour or two. Theoretical In some of these belts large black spots have appeared, which moved swiftly over the disk from east to west, and returned in a short time to the same place; wlience the rotation of this planet about its axis has been deter¬ mined. On the 9th of May 1664, Dr Hooke, with a twelve feet telescope, observed a small spot in the broadest of the three obscure belts of Jupiter; and observing it fiom time to time, found that in two hours it had moved from east to west about half the visible diameter of the planet. In 1665 Cassini observed a spot near the largest belt of Jupiter, which is most frequently seen. It appeared round, and moved with the greatest velocity when in the middle, but appeared narrower, and moved slower, the nearer it was to the circumference ; showing that the spot adhered to the body of Jupiter, and was carried round upon it. This principal, or ancient spot as it is called, is the largest and the most permanent of any hitherto known; it appeared and vanished no fewer than eight times between the years 1665 and 1708: from the year last mentioned it was invisible till 1713. The longest time of its continuing to be visible was three years, and the longest time of its disappearing was from 1708 to 1713. It seems to have some connection with the prin¬ cipal southern belt; for the spot has never been seen when that disappeared, though the belt itself has often been visible without the spot. Besides this ancient spot, Cassini, in the year 1699, saw one of less stability, that did not continue of the same shape or dimensions, but broke into several small ones, whereof the revolution was but 9 hours 51 min.; and two other spots that revolved in 9 hours 521 min. The changes in the appearance of the spots, and the difference in the time of their rotation, make it probable that they do not adhere to Jupiter, but are clouds transported by the winds, with different velo¬ cities, in an atmosphere subject to violent agitations. By means of the spots, which can be easily observed, the rotation of Jupiter has been determined with consider¬ able precision. The time of rotation, according to Cassini, Maraldi, and others, is 9 hours and between 55 and 56 minutes: Schroeter makes it 9 hours 55 min. 33 sec. The inclination of his equator to his orbit is only 3° 5' 30", so that the variations of his seasons must be almost insen- siblc* The radius of Jupiter being nearly 11 times (10-86) that of our earth, and his rotation being 2*4 times more rapid, it follows that the space passed over by a point on his equator is 26 times greater than that passed over by a point of the terrestrial equator in the same time.^ Hence the centrifugal force is 26 times greater; and if the spheroidal form of the earth is occasioned by the diurnal motion, we may expect to find the same effects on a much larger scale exhibited in the form of Jupiter. And this is in fact observed to be the case; for according to Struve the compression of Jupiter is about -jVth of his radius, the diameter of his equator being to that of his poles as 14 to 13 nearly, while that of the earth is only ^foth. The equatorial diameter at the mean distance subtends an angle of 38""327, the polar 35""538; and the ellipticity is 0-0728=, 1 '13-71 ‘ The annual parallax of Jupiter is less than 12°, conse¬ quently the earth, as seen from Jupiter, will never appear at a greater distance than 11° or 12° from the sun. I ie digressions of Mars would be 17° 2', those of Venus , and those of Mercury only 4° 16'. An inhabitant of Ju¬ piter must therefore be probably ignorant of the existence of Mercury, which will be almost constantly plunged in TO Theoretical Astronomy Satellites of Jupiter, A S T It O N O M Y. Occulta- tions and eclipses of the satel¬ lites. the sun’s rays, and likewise greatly diminished in splen¬ dour, on account of his great distance. From this we may infer the possibility of the existence of planets infe¬ rior to Mercury, and invisible to us, for similar reasons. On observing Jupiter through the telescope, he is seen accompanied by four little stars, which oscillate on hot i sides of him, and follow him in his orbit as the moon ro - lows the earth. On this account they are called satellites or attendants. They were first noticed by Galileo within a year after the discovery of the telescope; and it was soon perceived that they revolve around Jupiter in nar¬ row circles, the planes of which deviate little from that of the equator of the planet. They are distinguished from one another by the denomination ot first, second, third, and fourth, according to their relative distances from Jupiter, the first being that which is nearest to him. Their apparent motion is oscillatory, like that ot a pendulum, going alternately from their greatest elon¬ gation on one side to their greatest elongation on the other, sometimes in a straight line and sometimes in an elliptic curve, according to the different points of view in which we observe them from the earth. "Ihey have also their stations and retrogradations, and exhibit in minia¬ ture all the phenomena of the planetary system. Since the satellites revolve in orbits about the huge oib of Jupiter, it is evident that occultations of them must fre¬ quently happen, by their going behind their primary, or by coming in between us and it; in the former case when they proceed towards the middle of their upper semicircle, and in the latter when they pass through the same part of their inferior semicircle. Occultations of the former kind happen to the first and second satellites at every re¬ volution ; the third very rarely escapes an occultation; but the fourth more frequently, by reason of its greater dis¬ tance. It is seldom that a satellite can be discovered upon the disk of Jupiter, even by the best telescopes, ex¬ cepting at its first entrance, when, by reason of its being more directly illuminated by the rays of the sun than the planet itself, it appears like a lucid spot upon it. Some¬ times, however, a satellite in passing over the disk ap¬ pears like a dark spot, and can be easily distinguished. This is supposed to be owing to spots on the body of these secondary planets; and it is remarkable that the same sa¬ tellite has been known to pass over the disk at one time as a dark spot, and at another appearing so luminous that it could not be distinguished from Jupiter himself, except at its coming on and going off. To account for this diversity of appearance, we must suppose either that the spots are sub¬ ject to change, or, if they be permanent, like those of our moon, that the different portions of the surfaces of the satel¬ lites are not equally luminous, and that at different times they turn different parts of their globes towards us. Possi¬ bly both these causes may contribute to produce the phe¬ nomena just mentioned. By reason of the spots, also, both the light and apparent magnitude of the satellites are vari¬ able ; for the fewer spots there are upon that side which is turned towards us, the brighter it will appear; and as the bright parts only can be seen, a satellite must appear larger the more of its bright side it turns towards the earth, and smaller the more it happens to be covered with spots. The fourth satellite, though generally the smallest, sometimes appears larger than any of the rest. The third sometimes seems least, though usually the largest; nay, a satellite may be so covered with spots as to appear less than its shadow passing over the disk of the primary, though we are certain that the shadow must be smaller than the body from which it is projected. To a spectator placed on the surface of Jupiter, each of these satellites would put on the phases of the moon ; but as the distance ot any of them from Jupiter is but small when compared with Theoretical the distance of that planet from the sun, the satellites v ^ j are illuminated by the sun very nearly in the same man- ner with the primary itself; hence they appear to us al¬ ways round, having constantly the greater part of their enlightened half turned towards the earth; and, indeed, on account of their small size, their phases can scarcely be discerned even through the best telescopes. Their spots, or rather the observed variations of their brilliancy at different times, have afforded the means of determining the fact and the period of their rotation; and it is a very remarkable circumstance that they all, like the moon, con¬ stantly turn the same face towards their primary, or com¬ plete a rotation about their respective axes in the same time in which they perform a revolution in their orbits. When the satellites pass through their inferior semi¬ circles, they may cast a shadow upon their primary, and thus cause an eclipse of the sun; and in some situations this shadow may be observed going before or following the satellite. On the other hand, in passing through their superior semicircles, the satellites may be eclipsed in the same manner as our moon, by passing through the shadow of Jupiter. And this is actually the case with the first, second, and third of these bodies; but the fourth, by reason of the greater magnitude and inclination oHts orbit, passes sometimes above or below the shadow, as is the case with the moon. The beginnings and endings of these eclipses are easily seen through the telescope, when Jupiter is at a suffi¬ cient distance from the sun. Ihe same satellite disappears at different distances from the planet, according to the relative situations of Jupiter, the sun, and the earth ; but always on that side of the disk where the shadow of the planet is known from computation to be. With regard to the first and second satellites, the immersions only are vi¬ sible while Jupiter is passing from his conjunction to Ins opposition with the sun, and the emersions while he passes from his opposition to his conjunction. The third and fourth sometimes disappear, and again appear on the same side of the disk; and the time during which the satellite continues invisible is exactly that in which, according to computation, it would pass through the planet’s shadow. When Jupiter is near his opposition, the eclipses take place when the satellites are close to his disk; because the eye of the spectator is then nearly in the axis of the dark cone formed by his shadow. These various phenomena will be better understood by referring to fig. 101, where A, B, C, D, represent the earth in different parts of its orbit; J Jupiter in his orbit MN, surrounded by his four satellites, the orbits of which are marked 1, 2, 3, 4. At a the first satellite enters the shadow of the planet; at 6 it emerges from it, and ad¬ vances to its greatest eastern elongation at c. It appears to pass over the disk of Jupiter like a dark spot at d, and attains its greatest western elongation at e. Similar phe¬ nomena take place with respect to the other satellites. Now, since the shadow of Jupiter is always directed away from the sun, the immersions only will be visible to the earth when the earth passes from the position C to the position A; for the eastern limit of Jupiter conceal^ the satellite at the time of emersion, as is evident by drawing f g in the direction of the visual ray. For the same rea¬ son the emersions only are visible while the earth is pass¬ ing from A to C, or when Jupiter advances from his op¬ position to his conjunction. This, however, is only strictly true of the first satellite; for the third and fourth, as we have already remarked, and sometimes even the second, owin" to their greater distances from Jupiter, occasionally disappear and re-appear on the same side of the disk. The disks of the satellites having no sensible magni- ASTRONOM Y. Theoretical tude except in the very best telescopes, their diameters Astronomy. ]iave 0nly recently been determined by direct measure- v. nient> Schroeter and Harding attempted to measure ™men{thethem ^7 observing the time which the satellite takes to satellites. Pass over Jupiterl ^ut such observations are liable to great uncertainty, by reason of differences in the magnifying power of the telescopes, the sight of the ob¬ server, the state of the atmosphere, the distance of the satellites from the primary, their altitude above the hori¬ zon, and even on account that, by reason of their rota¬ tion, they do not always present to us the same hemisphere. Schroeter estimates their diameters relatively to Jupiter as follows:—That of the first = of the second =-^, of the third =-§■%, of the fourth = Jj. The following are the results of a series of micrometrical measurements made by Professor Struve at the Dorpat observatory, with the great refractor of Fraunhofer :— Diameter of the first 1"-015 Diameter of the second 0 •911 Diameter of the third 1 "488 Diameter of the fourth 1 *273 These dimensions are adapted to the mean distance of Jupiter, namely 5*20279. Compared with the earth, the diameters of the satellites are approximately as follows :— I. — II. zr III. = IV. = 4. As seen from Jupiter, the apparent magnitude of the first will be nearly equal to that of our moon seen from the earth; the second and third somewhat greater than half; and the fourth nearly equal to a quarter of that of the moon. These four moons must present to the inhabitants of Jupiter a spectacle of endless variety, on account of the rapid rotation of the planet, the short period of their revolutions, and their eclipses, which happen almost daily. Saturn. Saturn, the remotest of the planets known to the ancient astronomers, circulates round the sun at a distance equal to about 9i times the semidiameter of the terrestrial orbit, or nearly 900 millions of miles. His apparent diameter at his mean distance is only about 16"*2, yet his true diameter is nearly 10 times, and his volume about 995 times, that of our globe. The area of the sun’s disk, as seen from Saturn, is only -^y of its apparent magnitude as seen from the earth ; consequently the light and heat which any point on his surface receives from the great luminary is 80 times less than that which we enjoy. His density, compared with that of the sun considered as unity, is supposed to be *55, or about ^ of the density of the earth ; and a body which weighs one pound at the equator of the earth, would weigh about T01 pound if transferred to the equator of Saturn. Ring of This planet, in consequence of a luminous double ring Saturn. with which he is surrounded, presents one of the most curious phenomena in the heavens. This singular ap¬ pendage was first noticed by Galileo, to whom the planet presented a triple appearance, the large orb being situated between two small bodies or ansce. Sometimes the ansae are so enlarged as to present the appearance of a continu¬ ous ring; at other times they entirely disappear, and Sa¬ turn appears round like the rest of the planets. After a certain time they again become visible, and gradually in¬ crease in magnitude ; and they evidently do not adhere to the surface of the planet, inasmuch as a vacant space be¬ tween them is distinctly perceived even in ordinary tele¬ scopes. These curious appearances were shown by Huygens to be occasioned by an opaque, thin, circular ring, surround¬ ing the equator of Saturn, and at a considerable distance from the planet. Saturn moving in the plane of his orbit 71 carries the ring along with him, which, presenting itself Tt>eorel'ical to the earth under different inclinations, occasions all the Astronomy phenomena which have been described. The ring being only luminous in consequence of its reflecting the solar light, it is evident that it can be visible only when the sun and the earth are both on the same side of it: if they are on opposite sides it will be invisible. It will likewise be invisible in two other cases, namely, ls£, when its plane produced passes through the centre of the earth, for then none of the light reflected from it can reach us; and, 2c?, when its plane passes through the sun, because its edge is then only enlightened; and being very thin, the whole quantity of reflected light will scarcely be sufficient to render it visible. It is, however, evident that in these two cases the effect will be modified in some degree by the power of the telescope. In ordinary telescopes the ring disappears sometimes before its plane comes into either of the situations mentioned ; but Herschel never lost sight of it, either when its plane passed through the earth or the sun. In the last case the edge of the ring appeared as a luminous line on the round disk of the planet, measuring scarcely a second in breadth ; but at the distance of Sa¬ turn a second corresponds to 4000 miles, which is equal to the semidiameter of the terrestrial globe. The reason of the ring’s disappearance will be easily understood by re¬ ferring to fig. 102, where the circle abed represents the orbit of the earth, A B C D that of Saturn 9£ times more distant from the sun. When Saturn is at A, the earth and sun are both in the plane of the ring; its edge is consequently turned towards us, and it will be invisible unless telescopes of very high power are used. As Saturn advances from A to B the ring gradually opens, and it attains its greatest breadth at C, where its face is turned more directly towards us, or a straight line perpendicular to its plane makes a more acute angle with the visual ray than in any other situation. As the planet advances towards D, the plane of the ring becomes more oblique to the visual ray ; the breadth of the ring consequently con¬ tracts, and it again disappears at E. From E to F, G, and A, the same phenomena will be repeated, only in this case it is the southern side of the ring which is visible to the earth, whereas, while Saturn was in the other half of his orbit, it was the northern side. The successive disappearances of the ring form a period of about 15 years, with some variations arising from the different positions of the earth in its orbit. Before its dis¬ appearance in 1833, its south side was presented to us ; its northern surface became visible in 1838; it again dis¬ appeared in 1848, and it will show its southern side in 1855. Sir W. Herschel’s observations have added greatly to our knowledge of Saturn’s ring. According to him, the ring is separated into two annular portions by a dark belt or zone, which he has constantly found on the north side. As this dark belt is subject to no change whatever, it is probably owing to some permanent construction of the surface of the ring; and it is evidently contained between two concentric circles, for all the phenomena correspond with the projection of a circular zone. The matter of the ring Herschel thinks no less solid than that of Saturn, and it is observed to cast a strong shadow upon the planet. The light of the ring is also generally brighter than that of the planet; for it appears sufficiently luminous when the telescope affords scarcely light enough for Saturn. It is remarkable that the outer ring is much less brilliant than the inner. Herschel concludes that the edge of the ring is not flat, but spherical or spheroidal. The dimensions of the ring, or of the two rings with the space between them, he gives as follows :— i 72 ASTRONOMY. Theoretical _ Astronomy. Inner diameter of smaller ring iq^qqq Outside diameter of ditto Inner diameter of larger ring Outside diameter of ditto Breadth of the inner ring 7900 Breadth of the outer ring p Breadth of the vacant space, or dant zone..... The following measures were taken by Professor fetruve, at Dorpat in Russia, in 1828, with a repeating wire-mi- crometer attached to the large refracting telescope ot Fraunhofer, belonging to the observatory at that place, and may be regarded as decidedly the most accurate of any that we possess. (See Memoirs of the Astronomical Society, vol. iii. p. 301.) Afy'-OO^ Outer diameter of the outer ring ^ Inner diameter of the outer ring ^ Outer diameter of the inner ring p Inner diameter of the inner ring ^ Breadth of the outer ring ^ ™ Breadth of the division between the rings 0 -408 Breadth of the inner ring ^’ooq Distance of the ring from the ball * Equatorial diameter of Saturn y. f These dimensions are adapted to the mean distance ot Saturn, 9-53877. According to the same excellent astro¬ nomer, the inclination of the plane of the ring to the ecliptic is 28° 5'-9. r i * i In observing the ring with very powerful telescopes, some astronomers have remarked, not one only, but seve¬ ral dark concentric lines on its surface, which divide it into as many distinct circumferences. In common tele¬ scopes these are not perceptible; for the irradiation, by enlarging the space occupied by each ring, causes the in¬ tervals between them to disappear, and the whole seems blended together in one belt of uniform appearance, (bee fig. 103.) Struve, however, noticed no trace of the division of the ring into many parts. By means of some spots observed on the surface of the ring, Herschel found that it revolves in its own plane in 10 hours 32 minutes 15-4 seconds; and Laplace arrived at the same result from theory. It is particularly worthy of remark, that this is the period in which a satellite, hav¬ ing for its orbit the mean circumference of the ring, vvould complete its revolution according to the third law of Kep¬ ler. This circumstance furnishes a physical explanation of the reason why the ring is able to maintain itself about the planet without touching it; or at least brings the fact within the general law by which the planets are sustained in their orbits. The centrifugal force resulting from its rotation, and the attraction of the planet, suffice to main¬ tain its equilibrium. notation From observations of some obscure belts, and a very of Saturn, conspicuous spot on the surface of Saturn, Herschel con¬ cluded that his rotation is performed in 10 hours 16 mi¬ nutes, on an axis perpendicular to the belts and to the plane of the ring; so that the planes of the planet s equa¬ tor and ring coincide. According to the same astronomer, the ratio of the equatorial and polar diameters of Saturn is 2281 to 2061, or nearly 11 to 10. He also believed that the -lobe of Saturn appeared to be flattened at the equator as well as at the poles. The compression he thought to ex¬ tend to a great distance over the surface of the planet, and the greatest diameter to he that of the parallel of 43 of lati¬ tude where, consequently, the curvature of the meridians is also the greatest. The disk of Saturn, therefore, resem¬ bled a square of which the four corners have been rounded off. According to the more recent measures of Bessel and Main, this idea is proved to be erroneous, and the shape of Miles. the planet is that of an exact spheroid of revolution. Supplement to Part II.) Saturn is attended by eight satellites, but so small that i l 1.. ^ , 1 f £ilocr»nrw^c /<2„p Theoretical ee Astronomy Rotation of the ring. Saturn is attended Dy eignt satellites, out su SatelUtes they can only be seen by the help of powerful telescopes. of Saturn Huygens first discovered one of these satellites in 1655, the sixth in the order of distance, and the largest. Four others were discovered about twenty years afterwards by Dominic Cassini; and Sir W. Herschel, in 1789, discovered two new satellites, at a time when the ring was visible only m a telescope of forty feet. The orbits of these are interior to those of the five satellites formerly discovered, but exterior to the ring, though so near to it that it is only when the ring disappears that they can be seen. Lastly, an eighth satellite was discovered almost simultaneously by two observers in 1848. All the satellites appear to revolve in the plane of the ring, with the exception of the two nearest. Uranus. Uranus is the remotest planet belonging to the system, and is scarcely visible excepting through the telescope. His distance from the sun is nineteen times the mean radius of the orbit of the earth, or about 1800 millions of miles; and his sidereal revolution is performed in rather more than 84 years. His diameter is about 35,112 English miles, or nearly six and a halftimes that of the earth, and, seen from the earth, subtends an angle of only 4", even at the time of his op¬ position. The apparent diameter of the sun, seen from this planet, is 1' 40"; consequently the surface of the sun will there appear 400 times less than it does to us, and the light and heat which is received will be less in the same proportion. Analogy leads us to infer that Uranus is opaque and revolves on his axis, but of this there is no direct proof. Laplace has concluded from theory, that the time of his diurnal rotation cannot be much less than that ot Jupiter and Saturn, and that the inclination of his equator to the ecliptic is very inconsiderable. His density is sup¬ posed to exceed somewhat that of the earth. Schroeter thinks that certain variations in the appearances of his disk indicate that great changes are going on in his atmo- sphere. 1 This planet was discovered by Sir W. Herschel at Bath on the 13th of March 1781. His attention was attracted to it by the largeness of its disk in the telescope, which ex¬ ceeded that of stars of the first magnitude, while to the naked eye it was scarcely, if at all, visible. In the course of a few days its proper motion became sensible, consequently it could not be a fixed star. Herschel at first took it for a comet, but it was soon perceived that it described a path which, instead of resembling the eccentric orbits of the comets, was almost circular, like that of the planets. It was then recognized to be one of the principal planets of the solar system; and the observations of the last fifty years have not only confirmed this fact, but afforded data from which the elements of its orbit have been determined with great precision. Herschel gave it the name of the Georgium Sidus, in honour of his royal patron George I Li. Foreigners for some time generally called it the Herschel, after its discoverer ; but the mythological name of Uranus, suggested by the late Professor Bode of Berlin, is now generally adopted. In 1787 Herschel discovered that it was attended by two satellites ; he subsequently discovered four others, but they have been never reobseryed, and the exact number of the satellites of Uranus is still uncertain. Two additional satellites interior to all the others have been recently discovered. (See Supplement to Part II.) Before concluding this section, it will be proper to take notice of the following curious relation of the numbers ASTRONOMY. Theoretical which express, approximately at least, the distances of Astronomy, planets from the sun. It was first pointed out by Bode, and, though purely empirical, and not even very accurate, served to confirm the German astronomers in their anti¬ cipations of the discovery of a new planet between the orbits of Mars and Jupiter. Let the number 10 be assumed to represent the semi¬ diameter of the earth’s orbit; then the semidiameters of the orbits of the other planets may be expressed in round numbers as follows:—■ Mercury... 4 Venus 7 = 4 + 3-2° Earth 10 — 4 + 3-21 Mars 16 = 4 + 3-22 Ceres 28 = 4 + 3*23 Jupiter...52 = 4 + 3’24 Saturn ...100 = 4 + 3’25 Uranus..l96 = 4 + 3‘26 It will be remarked that every succeeding term of this series of numbers, after the second, is the double of the preceding, minus 4; the general term being 4 + 3-2"-2, commencing with Venus, and n indicating the rank of the planet. A view of the proportional magnitudes of the orbits and disks of the planets, as also of the comparative magni¬ tudes of the sun seen from each planet, is given in fig. iOL On the subjects contained in this section the following works may be consulted: Galileo, Nuntius Sidereus; Simon Marius, Mundus Jovialis anno 1609 delectus, &c. 1614; Cassini, Martis circa proprium axem revolubilis Observationes Bononienses, Bonon. 1666; Idem, Disceptatio Apologetica de Maculis Jovis et Martis, Bonon. 1667 ; Idem, Nouvelles Decouvertes dans le Globe de Jupiter, Paris, 1690; Bianchini, Hesperi et Phosphori Nova Phcenomena, 1728 ; Cassini, Elemens d'Astronomic, 1740; Schroeter, Aphro- ditographische Fragmente, Helmstadt, 1796; Idem, Lilien- thalische Beobachtungen der neu entdeckten planeten, Got¬ tingen, 1805; Gauss, Theoria Motus Corporum Ccelestium, Hamburgi, 1801; Idem, Journal of Gotha, 1811 ; Laplace, Mecanique Celeste, tome iv. p. 135; Idem, Systeme du Monde; Delambre, Astronomic, tome ii. chap, xxvii.; Schubert, Trade d'Astronomic Theorique, tome ii. Peters¬ burg, 1822; and the numerous papers of Sir W. Herschel v in the Philosophical Transactions. Sect. IV.— Of the Orbits of the Satellites. In order to establish a theory of the motions of the satellites, the first thing necessary is to ascertain the di¬ rections in which they move with reference to the primary planet. Now, it is observed that their motion is some¬ times towards the east, and at other times towards the west; but that the satellites are never occulted except in passing from the west to the east of the planet. When an occultation occurs the satellite is always moving east¬ ward ; on the other hand, the satellite is always moving westward when it appears on the planet’s disk. From this it results that the true motions of the satellites around the planets are from west to east, according to the order of the signs, or in the same directions as the mo¬ tions of the planets about the sun. This fact, which holds true of the moon, and the satellites of Jupiter and Saturn, is one of the most remarkable in the planetary system. With regard to the satellites of Uranus, their motions are performed in orbits almost perpendicular to the ecliptic; they cannot therefore with propriety be said to be either direct or retrograde. The eclipses of the satellites of Jupiter present an easy VOL. IV. method of determining their mean motions and periodic^heoreti^ times; and, by reason of the small inclinations of the or- As ronomy bits, these are of very frequent occurrence; for the first three satellites traverse the shadow of Jupiter in every re¬ volution, and the fourth only passes by it sometimes, in consequence of the greater inclination of its orbit. If the instants can be observed at which a satellite enters and emerges from the shadow, the middle point of time between these two instants will be that of the helio¬ centric conjunction of the satellite with its primary. The interval between two central eclipses gives the synodic period of the satellite; whence, since the motion of the primary is known, the sidereal period of the satellite, and its mean angular motion with regard to the straight line joining the centres of the sun and the planet, are easily deduced. Instead of two successive eclipses, it is prefer¬ able to compare two that are separated from each other by a long interval of time; the interval divided by the number of sidereal revolutions will give the mean time, unaffected by any periodic inequalities which may exist in consequence of the mutual action of the satellites on one another. In order to render the result as accurate as possible, those eclipses are chosen which take place when the planet is nearly in opposition. The distances of the satellites from their primary are ascertained by measurement with the micrometer, at the time of the greatest elongations. On comparing the distances with the times of revolution, the beautiful law of Kepler is found to prevail; and, as in the system of the planets, so in the various systems of the satellites, the squares of the periodic times vary as the cubes of the mean distances from the central body. The distances of the satellites of Jupiter and Saturn, compared with the diameters of their respective primaries, are represented in fig. 105. The inclinations of the orbits of the satellites of Jupi¬ ter, and the positions of their nodes, together with the other elements of their elliptic motion, are determined by means of their eclipses. The plane of the orbit of the first satellite nearly coincides with the plane of the equator of Jupiter, the inclination of which to the plane of his or¬ bit is 3° 5' 30". The inclination of the orbit of the second to the plane of the planet’s equator is 27' 49"-2. Its nodes have a retrograde motion on that plane, and go through^ an entire circuit in the space of 30 years. Ihe orbit of the third is inclined to the equator of Jupiter in an angle of 12' 20"; and the line of the nodes retrogrades through a whole circumference in 142 tropical years. Hence the inclinations of the orbits of these two satellites to the or¬ bit of Jupiter are variable; that of the second varying between 3° 19' 24"-6 and 2° 51' 35"*4, and that of the third between 3Q 17' 50" and 2° 53' 10". The inclination of the orbit of the fourth satellite to the orbit ot Jupiter is also variable. Its nodes have a retrograde motion, and complete a revolution in 531 years. Since the middle of the last century the inclination of this satellite has been observed to increase, and the motion of its nodes to di¬ minish. (Laplace, Mecanique Celeste, tome iv. livre yiii.) The orbits of the four satellites are doubtless elliptical, but those of the first and second are so small that it has been found impossible to determine their eccentricity. The eccentricity of the third is perceptible, that of the fourth much more so. According to Laplace, the greatest equation of the centre of the third, at its maximum in 1682, amounted to 13' 16"-4, and at its minimum in 1777, only to 5' 7"-5. The eccentricity of the orbit of the fourth is still greater, and also subject to con¬ siderable variations. The line of the apsides has a direct motion, amounting to 42' 58"*7 annually. The great in- K 74 ASTRONOMY. Theoretical fluence of the compressed figure of Jupiter on these ele- Astronomy. ments gives each of the orbits an eccentricity peculiar to 'it; but each is also affected by the eccentricities of the others. The mutual perturbations ot the satellites great y affect their motions, and render their analytical theory ex- ceedina-ly complicated and difficult. On comparing the mean longitudes with the mean mo¬ tions of the first three satellites of Jupiter, Laplace dis¬ covered the two following relations, which, by reason o their remarkable simplicity, may perhaps be regarded as among the most curious discoveries ever made in astro¬ nomy: Denoting by m\ m", m’\ the mean motions of the three satellites respectively, and their mean longitudes by l, t’ l'", these laws are expressed by the formulae, in! 4- 2 m!" — 3 m" = 0 l' 21!" —Zl" — 180° ; that is to say, the mean sidereal motion of the first’ a^®d to twice that of the third, is equal to three times that of the second; and the mean longitude of the first satellite, plus twice that of the third, minus three times that of the second, is always equal to a semicircumference. Ihe tirst of these relations is true of the synodical as well as of the sidereal revolutions; and it follows from the second, that the first three satellites can never be eclipsed at the same time, because in that case their longitudes would be equal, or V + 21!" 3/"—0. These results of theory agree so nearly with observation, that we are tempted to regard them as rigorously exact, and to ascribe the slight differ¬ ences that may be perceptible to the unavoidable errors of observation, and to the periodic inequalities in the motions of the satellites, by reason of which their true motions are alternately greater and smaller than their mean motions. We must therefore infer that these relations depend on a physical cause, by which they will be preserved for ever, or at least during a long series of ages, notwithstanding the small oscillations to which, from various sources ot perturbation, the mean longitudes of the satellites are iLom observations of the eclipses of Jupiter’s satellites, Roemer was led to the very important discovery of the successive propagation of light. The times at which these eclipses happen are found to differ from the times com¬ puted from the sidereal revolutions of the satellites, being sometimes earlier and sometimes later, according to the position of Jupiter relatively to the sun and the earth. When Jupiter is in opposition with the sun, and his dis¬ tance from the earth consequently less than his distance from the sun by the whole radius of the earth s orbit, the satellites are eclipsed sooner than they ought to be ac¬ cording to computation. On the contrary, when Jupiter .is in conjunction, and his distance from the earth greater than his distance from the sun by the same quantity, the eclipses happen later. These differences, which aie ex¬ actly the same for all the satellites, cannot be ascribed either to the eccentricity ot the orbit of Jupiter, or to inequalities in their motion; for the oppositions and con¬ junctions of the planet correspond successively to all the different points of his orbit, and the eclipses also happen when the satellite is at different points of its own orbit. The simplest and most natural way of explaining the phe¬ nomenon is to suppose that the light reflected from the satellites is not transmitted to the earth instantaneously, but occupies a sensible portion of time in traversing the diameter of the terrestrial orbit. When Jupiter is near his conjunction, the eclipses are observed to happen about 16 minutes 26 seconds later than when he is near his opposi- tion ; the difference between his distances from the earth in these two positions is equal to the diameter of the earth s orbit, supposing the orbits to be circular: it follows, there¬ fore, that light employs 16 minutes 26 seconds in travers-Theoretical ing the terrestrial orbit, and consequently the half of that v s roD°^y time, or 8 minutes 13 seconds, in coming from the sun ” to the earth. The exact agreement of this hypothesis with observation renders its truth unquestionable. The fact of the successive transmission of light led to another discovery of the utmost importance in astronomy, name¬ ly, the aberration. The eclipses of Jupiter’s satellites are useful in deter¬ mining the longitude of places on the earth, and on this account the theory of the motions of these bodies has been cultivated with the most laborious care. The epochs at which the eclipses take place are calculated in advance, and inserted in the Ephemerides. On comparing these epochs, computed for a given meridian, with the imme¬ diate results of observation made in another place at a given hour, the difference of time is obtained, whence the difference of longitude is immediately deduced. The method is the same as for the eclipses of the moon. Un¬ fortunately, by reason of the magnifying power required to render the satellites visible, it cannot be employed at sea, the instability of the vessel rendering the telescopes unserviceable. The tables of Delambre, which were com¬ puted from the theory of Laplace, and the comparison of an immense number of observations, give the places of the satellites with all the precision which it is perhaps possible to obtain. . . The satellites of Saturn have not the practical utility of those of Jupiter, because, by reason of their great dis¬ tance, their eclipses are invisible; and indeed some of them cannot be perceived at all, excepting through tele¬ scopes of extraordinary power. Their periods, mean mo¬ tions, and some of the other elements of their mbits, are determined by the micrometrical measurement of their greatest digressions from their primary. At the time of their greatest digressions they are always situated in the same straight line with the greater axis of the ring, and their distances from Saturn are then equal to the semi- transverse axes of their apparent orbits. In their conjunc¬ tions the minor axes of their apparent ellipses seem only half as great as their transverse axes, whence it is infer¬ red that the sine of their inclination is one half, and con¬ sequently that the inclination itself is about 30°, which is nearly the inclination of the ring. Hence the satellites seem to move in the plane of the ring. The only one which deviates considerably from that plane is the seventh. From certain observations made by Bernard m 1787, La- lande makes the inclination of this satellite 22° 42' to the orbit of Saturn, or 24° 45' to the ecliptic. There exists, however, considerable uncertainty with regard to the in¬ clination of the orbits of the satellites, as well as with re¬ gard to that of the ring. , ., , According to the theory of Laplace, the spheroidal figure of Saturn, of which the compression is very consi¬ derable, must maintain the ring, and the orbits of the inte¬ rior satellites, in the plane of his equator. All that is cer¬ tain is, that the inclination of the orbits of the first five sa¬ tellites to the equator of the planet is insensible at the dis¬ tance of the earth ; consequently all the satellites, excepting the seventh, and probably also the sixth, will appear, as well as the ring, to move in the plane of the equator. Ifie orbit of the seventh satellite preserves the same mean in¬ clination to the plane of the equator of the planet; and the line of its nodes has a retrograde motion nearly um- ^01 The orbit of the sixth satellite is elliptical. For the meridian of Paris its longitude in 1800 was 67 25 47 ; that of its inferior apside 203° 35' 7". Its mean motion in 36525 days is 2290 revolutions + 202° 12'; in one day ASTRONOMY. Theoretical 22° 34' 37M86. The eccentricity is *04887 ; and its Astronomy, greatest equation 5° 36' 8". By particular observations on ^>^v^-^this satellite, Bessel found its inclination to the ecliptic to be 24° 30', or 25° 55'; differing very sensibly from that of the ring or the equator of the planet. It is, however, not improbable that these two planes may have some inclina¬ tion to each other. (Delambre, Astronomic Theorique et Pratique, tome iii. p. 510.) The satellites of Uranus can be perceived with still greater difficulty than those of Saturn. The orbits of these satellites are almost perpendicular to the ecliptic. The elements of the second and fourth have been deter¬ mined by actual measurement; the periods of the two others have been theoretically deduced from the third law of Kepler. The inclination of the fourth is 89° 30', or 90° 30', and the ascending node 171° or 249°, according as it is conceived to be direct or retrograde. The following table exhibits the mean distances and sidereal revolutions of the satellites of Jupiter, Saturn, and Uranus (all, except the 2d and 4th, very doubtful). MEAN DISTANCES. (The radius of the planet being = 1.) Jupiter. 1st satellite 2d 3d 4th Saturn. 1st satellite 2d 3d 4th 5th 6th... 7th Uranus. 1st satellite 2d 3d 4th 5th 6th 5*81296 9-24868 14-75240 25-94686 3-080 3- 952 4- 893 6-268 8-754 20-295 59-154 13-120 17-022 19-845 22-752 45-507 91-008 SIDEREAL REVOLUTIONS, According to According to Laplace. Delambre. Days. 1-7691378 3-5511810 7-1545528 16-6887697 Days. 0*94271 1-37024 1- 88780 2- 73948 4-51749 15-94530 79-32960 Davs. 5-8926 8-7068 10-9611 13-4559 38-0750 107-6944 d. h. m. s. 1 18 28 35-94537 3 13 17 53-73010 7 3 59 35-82511 16 18 5 7-02098 d. h. m. s. 0 22 37 32-9 1 8 53 8-9 1 21 18 26-2 2 17 44 51-2 4 12 25 11-1 15 22 41 13-1 79 7 53 42-8 d. h. m. 5 21 25 8 17 1 10 23 4 11 11 5 38 1 49 107 16 40 0- 19- 1-5 CHAP. V. OF COMETS. The comets form a class of bodies belonging to the solar system, distinguished from the planets by their phy¬ sical appearances and the great eccentricitiesof their or¬ bits. By reason of the smallness of their diameters, and a nebulosity which renders them ill adapted to reflect the rays of light, the greater part of them are only visible in the telescope, and continue to be so only during a short period of time; for as they advance to and recede from the sun almost in straight lines, and with prodigious velo¬ cities, they are soon carried far beyond the limits of vision. They have received the name of comets {coma, hair) from the bearded appearance which they frequently exhibit. Sect. I.— Of the Orbits of Comets. The comets are not more remarkably contrasted with the planets in the singularity of their physical appear¬ ances, than in the directions of the paths which they follow in space. While the orbits of all the planets are confined Theoretical within a narrow zone, or to planes not greatly inclined t,0 Astronomy- the ecliptic, those of the comets are inclined in all possible angles, and some of them are even observed to be per¬ pendicular to the ecliptic. Nor is the contrast less strik¬ ing with regard to the figures of the orbits, which, instead of being nearly circular, like those of the planets, have the appearance of being almost rectilinear. Kepler was of opinion that the cometary orbits are straight lines ; Cas¬ sini supposed them to be very eccentric circles ; and Ty¬ cho was for some time of the same opinion, but he after¬ wards found that the hypothesis of the eccentric circle would not satisfy the observations of the comet of 1577. Hevelius seems to have been the first who discovered, by means of a geometrical construction, that the orbits might be represented by parabolas ; and Ddrfel first calculated their elements on this hypothesis. After it was known, however, that certain comets return to the sun in the same orbits, it became necessary to adopt an opinion, al¬ ready probable from analogy, that, in conformity with the laws of Kepler, the cometary orbits are ellipses having the sun in one of the foci. This hypothesis is now uni¬ versally admitted; but as the ellipses are in general ex¬ tremely elongated, and the comets are only visible while they describe a small portion of their orbits on either side of their perihelia, their paths during the time of their appearance differ very little from parabolas; whence it is usual, on account of the facility of computation, to assume that they really move in parabolic curves. New¬ ton employed the hypothesis of an elliptic motion to com¬ pute the orbit of the famous comet of 1680. Since that time the orbits of more than a hundred and fifty different comets have been computed on the elliptic hypothesis, and their elements determined so as to satisfy all the ob¬ servations. It is possible that the orbits of some comets may be in reality parabolic; but in this case the comet, after having passed its perihelion, would recede to an infinite distance from the sun, and never again visit our system. Burckhardt imagined that the observations of the comet of 1771 were best represented by supposing the orbit to be an hyperbola. In fact, it is demonstrated in the Principia, and every treatise on Physical Astronomy, that the species of curve which one body describes about another, in virtue of an attractive force varying inversely as the square of the distance, depends only on its velocity of projection. The curve must necessarily be a conic sec¬ tion ; but it may be an ellipse, a parabola, or an hyperbola, according as the primitive impulsive force falls within or exceeds certain assignable limits. If the comets moved in parabolas or hyperbolas, and had consequently only a temporary connection with the solar system, the determination of their orbits would be a matter of mere curiosity, and of no consequence what¬ ever to astronomy. But it is only by the accurate deter¬ mination of the elements of their orbits that it can be discovered whether those bodies ever revisit the sys¬ tem ; for the appearances which they exhibit, depending on the situation of the earth in its orbit with relation to them at the time they are visible, are far too variable and uncertain to afford any sure means of recognising them. The comet of 1811 was scarcely visible in the months of April and May; it was subsequently lost in the sun’s rays, and, having passed its perihelion, re-ap¬ peared in August with a splendour and magnificence that rendered it an object of admiration. It is therefore only by observing that a comet follows the same orbit in its suc¬ cessive returns to the sun that we can be assured of its identity. But even the determination of the orbit is not always sufficient to lead to the detection of a comet in a 76 ASTRONOMY. Theoretical subsequent revolution; for if, in the course of the pre- Astronomy. vious 0ne, it came within the sphere of attraction of Jupi- 'ter, or any of the larger planets, the elements of its orbit may have been greatly or entirely changed. The orbit of the comet of 1770 was calculated by Lexell, and sub¬ sequently by Burckhardt, and both these astronomers found that the observations could only be represented by an ellipse in which the time of revolution was five years and a half; yet the comet has never been seen since, or at least seen moving in the same orbit. Hence it is conclud¬ ed with certainty that the attraction of Jupiter, near which planet it approached, was so great as to compel it to move in a totally different ellipse. Other causes also conspire to render the chances of the discovery of periodic comets ex¬ tremely small. In the first place, it is only within a very small portion of their orbits that they are visible ; and this, on account of its proximity to the sun, is passed over with inconceivable rapidity. But in proportion as they rece e from their perihelia the solar action diminishes; and, to¬ wards the aphelion of its orbit, a comet may be almost motionless, and for this reason not return for thousands of years. In the second place, it may happen, that during the greater part of the time the comet continues in the visible portion of its orbit, it may rise above the horizon only during the day, in which case it will be invisible, and may consequently pass through our system without being observed. The comet of 1818 was present m all its splendour long before it became visible, but in full day. Seneca relates a very curious instance of one having been seen during a total eclipse of the sun, in the year 60 be¬ fore our era. A third cause of uncertainty consists in the difficulty of observing their true places with sufficient pre¬ cision to enable the elements of their orbits to be exactly determined. The small comets are only nebulous points, which can be distinguished with difficulty ; the larger ones are surrounded with a variable, ill-defined, and in^ls" tinct nebulosity. The comet of 1729 continued visib e during six months: its orbit was computed by three dif¬ ferent astronomers, whose results were far from coin¬ ciding. The same uncertainty exists with regard to the orbits of several other comets. When, therefore, all these circumstances are taken into consideration, it wil not appear surprising that, although the elements of above ioU comets have been computed, there are only three which are certainly known to have been observed in their suc¬ cessive revolutions. The most remarkable periodic comet with which we are acquainted was made known to astronomers by Dr Halley. That active and indefatigable genius, having perceived that in 1682 the elements of its orbit were nearly the same as those of two comets which had respectively appeared in 1531 and 1607, concluded that the three orbits belonged to the same identical comet, of which the periodic time was about 76 years. After a vague estimate of the perturbations it must sustain from the attraction of the planets, Dr Halley predicted its re¬ turn for 1757,—a bold prediction at that time, but justified by the event, for the comet again made its appearance as was expected, though it did not pass through its perihelion till the month of March 1759, the attraction of Jupiter and Saturn having caused, as was computed by Glairaut previ¬ ously to its return, a retardation of 618 days. This comet had been observed in 1066; and the accounts which have been preserved represent it as having then appeared to be four times the size of Venus, and to have shone with a light equal to a fourth of that of the moon. History is silent respecting it from that time till the year 1456, when it passed very near to the earth : its tail then extended ovei 60° of the heavens, and had the form of a sabre. An ob¬ ject so striking and so terrific could not fail, m a supersti-Theoret,o,i tious age, to excite universal dismay, and be regarded as portentous of the greatest calamities to the human race, if not of the destruction of the world. Accordingly Pope Calixtus ordered public prayers to be said over Christen¬ dom, in which he exorcised the comet, and the lurks, who had at that time made themselves masters of Con¬ stantinople, and overthrown the eastern empire. Dr Halley’s comet returned to its perihelion in 1835 ; and the splendour of its appearance rendered it once more an object of universal interest; it was well observed in almost every observatory. The following table of its elements in 183o is given by Pontecoulant {Theorie Analytique du Systeme du Monde, tome ii. p. 147): Instant of the passage through the perihelion in October 1835 , Semiaxis major y; y ^ Ratio of the eccentricity to the semiaxis majOT-.-O 967453 Place of the perihelion on the orbit 304 34 J 9 Longitude of the ascending node 55 b u9 Inclination 17 46 50 Two other famous comets whose periodic returns have been verified by observation have received the names oi Encke and Biela, the astronomers who first computed their orbits, or recognised them as having been observed in their previous revolutions. The first returns to its perihelion in 1208 days, and the second in 2440 days. Encke’s comet, although its identity was not discovered till 1818, has been frequently observed, as m 1789, 1/95, 1801, and 1805, and on these occasions it exhibited very different appearances, having been seen with and without a nucleus, with and without a tail,—circumstances which account for its having so long escaped being recognised as a regular attendant on the sun. In its returns to its perihelion in 1808, 1812, and 1815, it escaped detection; but it re-appeared in 1818, and it was from the observa¬ tions of this year that Encke computed the elliptic ele¬ ments of its orbit. On its next return, in 1822, it was invisible in Europe ; but it was observed at Paramatta, in New South Wales, during the whole month of June, and the time of its perihelion passage was found to differ only bv about three hours from that previously computed by Encke. On its returns in 1825 and 1828 its observed and computed places agreed equally well. The following, according to Pontecoulant, are its elements tor i82J-5U, computed from the observations at Paramatta: Passage through the perihelion, 1829, January lOd.573 Mea" diurna, -.ion ^ *5™ ^ Place of perihelion... lJ> ' ^ Longitude of ascending node 534 ^4 Inclination 16 r? ff’ Encke’s comet presents in some respects a considerable analogy with the planet Ceres, the inclination and greater axis of its orbit being the same, while its sidereal revolution is only 46 days shorter than that of Vesta. The orbit is, however, greatly more elongated, for its perihelion falls within the orbit of Mercury, and its aphelion is situated between Jupiter and the new planets. The perturbations it sustains are chiefly occasioned by the attraction of Jupiter, that of the earth and Venus being extremely small, while the action of Mercury is insensible. A third comet of short period with which our knowledge of the solar system has been enriched receives its name from Biela by whom it was first perceived in Bohemia, on the 27th of February 1826. The parabolic elements computed from tbe first observations presented a striking resemblance with those of two comets which had been observed in 177- p- ASTRONOMY. 77 'nmiwtlcal and 1806, which induced MM. Clausen and Gambart, the Astronomy first at Marseilles and the second at Altona, to compute the \ / elements of the three comets on the hypothesis of elliptic orbits ; and, after some attempts, each found an ellipse which represented all the observations so accurately as to leave no doubt of the identity of the comet. Its period is six years and about nine months, and it returned to its perihelion in November 1832, about the same time with Encke’s. The following table of its elements was computed from the ob¬ servations of 1826, and the theory of the perturbations (Pontecoulant, tome ii. p. 158):— Passage through the perihelion 1832, November 27d-4808 Eccentricity 17481 Place of the perihelion 109 56 4o Longitude of ascending node 248 12 24 Inclination... Semiaxis major a ooooo Besides the periodical comets which have been men¬ tioned, there are two others of long period, of which the orbits are supposed to be known, though their returns to their perihelia have not yet been verified. The first is that which appeared in 1680, and of which Newton com¬ puted the period to be 575 years. It may therefore be identical with those which are recorded in history to have appeared in 1106, 531, 34 b. c. and 619 b. c. The second is that which appeared in 1556, and is supposed to have made a former visit in 1264. This comet is expected to appear again in 1858. The following table, taken from one given by Delambre in the third volume of his Astronomie, shows the com¬ paratively small distances within which the greater part of the comets hitherto observed approach to the sun, and the apparently fortuitous inclinations of the planes of their orbits to that of the ecliptic. Supposing the sun’s dis¬ tance from the earth to be unity, then, of 120 comets, there are 5 whose perihelion distance is less than...0#l 3 between O’l and 0*2 g 0*2 and 0*3 U 0*3 and 0*4 0*4 and 0*5 22 v. 0*5 and 0*6 0*6 and 0*7 11 0*7 and 0*8 g 0*8 and 0*9 g 0*9 and 1 21 1 and 2 1 . ....equal to 2*293 l[. 4*069. Of the same number there are 4 whose inclination is between 1° and 5° 3 5 and 10 4 10 and 15 3 15 and 20 2 20 and 25 2 25 and 30 7 30 and 35 35 and 40 4 40 and 45 ] 45 and 50 3 50 and 55 4 ..55 and 60 7 60 and 65 3..,. 65 and 70 3 70 and 75 3 75 and 80 4 80 and 85 2 85 and 90. The motions of the above 61 are direct; those of theTheoretical remaining 59 are retrograde, and their orbits are distri-^™i«^ buted over the whole quadrant in the same random man¬ ner. This circumstance sufficiently indicates that the mechanical causes, whatever they were, which gave the same direction to the two motions of translation and rota¬ tion of all the planets and satellites, exercised no influence on the comets. Hence many astronomers have entertain¬ ed the idea that these bodies have only a casual or tran¬ sient connection with the planetary system. Sect. II. Of the Appearances and Physical Constitution of Comets. Of all the celestial phenomena, those of the comets are the most striking, and the most calculated to impress the ignorant with the idea of supernatural agency. Appear¬ ing suddenly in the heavens, and under aspects the most uncommon and terrific, they have been almost universally regarded as visible demonstrations ot the wrath, and har¬ bingers of the vengeance, of offended deities. Ihese super¬ stitious terrors, arising from that vain propensity of the mind of man to regard the universe as created for himself alone, have only been dissipated by the progress of sound philo¬ sophy, and a more extended acquaintance with the riches of nature, and the endless variety of her productions. The appearances exhibited by the comets are exceed¬ ingly diversified, and sometimes extremely remarkable. That which appeared in the year 134 b. c., at the birth of Mithridates, is said to have had a disk equal in magni¬ tude to that of the sun. Ten years before this, one was seen, which, according to Justin, occupied a fourth part of the sky, that is, extended over 45°, and surpassed the sun in splendour. Another, equally remarkable, appeared in the year 117 of our era; and in 479 there was one of which the disk, according to Freret, was of such magni¬ tude that it might have occasioned the extraordinary eclipse of the sun which took place about that time. In 400 one was observed, which is said, on the authority ot Gainas, to have resembled a sword, and to have extended from the zenith to the horizon. That of 531 was of greater magnitude still, and its appearance more terrific. Those which appeared in 1066 and 1505 exhibited disks larger than that of the moon. It is, however, highly probable that all these accounts have been greatly exaggerated, through the ignorance and credulity of the historians by whom they are related; for, since comets have been ob¬ served by astronomers, no instances have occurred in which their magnitudes and appearances have been so extraordinary. The most remarkable among those of which we possess accurate accounts appeared in the years 1456, 1618, 1680, 1744, 1759, 1769, 1807, and 1811. Fig. 106 is a representation of the celebrated comet of Plate 1680, taken from Lemonnier’s Histoire Celeste. It exhi- bits the nucleus or disk with its surrounding atmosphere. Above is a sort of ring, wider at the summit, and narrower towards the sides. A coma or beard succeeds the ring; and lastly, an immense train of luminous matter, some¬ what less vivid than the nucleus. This luminous train, or tail as it is called, is by far the most singular and striking feature presented by the comets. That of the comet of 1744 was one of the most remarkable. It was divided into six branches, all diverging, but curved in the same direc¬ tion ; and between the branches the stars were visible. It is represented in fig. 107. The tail of the comet of 1811 was composed of two diverging parts inclined to each other in an angle which varied from 90 to 15 or 20 degrees. These branches were curved in opposite directions, and descended from the nucleus like a veil: between the 78 ASTRONOMY. Theoretical branches, and surrounding the nucleus, was a space com- line joining the centres of the sun and comet. The slight Theoretical Astronomy paratively obscure. curvature which is generally observed may be accounted 1 The nucleus, which is the densest and most luminous for by combining the motion given to the vapours by the^^v^' part, may be said to form the true body of the comet. It impulsion of the sun’s rays with the motion of the comet is, however, so far from having the dense and solid ap- in its orbit; for the detached vapouis aie driven by the pearance of the planets, that some astronomers have ima- impact of the luminous particles beyond the sphere of mned it to be diaphanous, and even supposed that they the comet’s attraction, and consequently cease to follow have observed stars through it. But supposing such an the direction of the nucleus. Hence the curvature of the observation certain, it may be accounted for with much tail must be greatest towards its extremity, and this is greater probability by the effects of refraction; and it is observed to be actually the case. It may be remarked, besides extremely difficult to distinguish the nucleus from however, that although this hypothesis serves to explain the surrounding nebulosity. If the nucleus were an the phenomena when all the branches of the tail are bent opaque "lobular body, it would exhibit phases like Venus in the same direction, it is inapplicable when the direc- or Mars, according to its different positions with relation to tions of the curvature are opposite, as was the case with the sun and the earth ; and such were observed, or at least regard to the comet of 1811. In fact, no ultimate reasons were supposed to be observed, in the case of the comet of for several of the phenomena exhibited by comets have 1682, by Hevelius, Picard, and Lahire. But the nebulo- yet been given which can be considered as entirely satis- sity renders the phases exceedingly obscure and indis- factory. . . tinct, and prevents the true body of the comet from be- The discovery of the periodic returns of certain comets ing seen; in the same way as a globe of roughened glass necessarily put an end to the apprehensions and terrors prevents us from distinguishing the form of the flame of which their unusual appearances were well calculated to an inclosed lamp. The real nucleus has probably never excite, and proved them to be permanent bodies belong- been observed by any astronomer; and, from the appear- ing to the same system, and acted on by the same laws, ances, we are led to infer that a comet, at least near its as the planets. But this very discovery gave rise to ap- perihelion, is only an agglomerated mass of vapours. As prehensions of another kind, more natural, though, when it recedes from the perihelion, the vapours may be con- closely examined, hardly more reasonable. Since the densed by cold into a solid substance. This hypothesis is comets are so numerous, and their orbits traverse the also favoured by the extreme smallness of the density planetary system in all directions, and come within the of the comets, which is known certainly from the cir- orbit of the earth, is there not a probability that some of cumstance that they produce no appreciable effect on them may come into contact with our globe, and destroy the motions of the planets. The comet of 1770 traversed it by the direct collision ; or at least approach so near as the system of Jupiter’s satellites without causing any sen- to produce the most disastrous effects by their attrac- sible perturbation of those small bodies. This comet also tion ? Halley found that the comet of 1680 had ap- passed very near the earth ; and Laplace calculated, that preached its perihelion about the time of the universal de- if its mass had been equal in density to that of the earth, luge, and thought it probable that that great catastrophe the effect of its attraction would have increased the length might have been immediately occasioned by the earth s of the sidereal year by two hours and twenty-eight minutes, being enveloped in the aqueous vapours of its tail,—an idea But since its influence was altogether insensible, it is cer- which was afterwards more fully developed by whiston. tain that its mass was not equal to the five thousandth Lalande and Maupertuis have minutely detailed the ter' part of that of the earth, and probably much inferior even rible effects which might be produced by the shock of to this quantity. a comet, or even by its approach to our earth. I he va- If the nuclei of comets are solid, the matter of which pours brought by the tail would mingle with the atmo- they are composed must be extremely fixed in order to sphere, and render it less respirable. Ihe attraction of enable them to resist the intense heat they necessarily the nucleus would destroy the equilibrium of the ocean, experience in their approaches to the sun. According to and cause extraordinary inundations, which might sweep the computation of Newton, the great comet of 1680, at off the greater part of the human species. Ihe direct its perihelion, was only distant from the sun by the 163d shock might change the position of the earth s axis, or part of the semidiameter of the earth’s orbit, where it even cause the earth to leave its present mbit. It migit would be exposed to a heat above 2000 times greater than then become a satellite of the comet, and be carried away that of red-hot iron,—^a temperature of which we can form with it to the extreme limits of the suns attractive in- no conception, and which would instantly dissipate any sub- fluence : or, as the mass of the comet would probably be stance with which we are acquainted. inferior to that of the earth, the earth would carry the In order to explain the singular phenomena of the train comet along with it in its orbit, and thus acquire a second of light which frequently attends the comets, the follow- moon ; and it has even been surmised that the moon we ing theory was proposed by Newton. The comets move actually enjoy may owe its origin to an accidental occur- in very eccentric orbits, and consequently, towards their rence of this kind. But all these reveries have disappeared perihelia, approach very near to the sun. The excessive before the calculus, by which it is demonstrated that the degree of heat they sustain near this point of their orbits orbit of the moon can never at any time have been greatly must convert into vapour every substance capable of va- different from what it now is. The collision of a comet with porization ; and hence the prodigious extent of their at- the earth is not an impossible event; though so infimte- mosphere in comparison of the smallness of their nuclei, ly little probable, that it can never excite any just cause When this atmosphere has acquired all the volatility of of alarm. Ihe conjunctions of the planets anciently which it is susceptible, the impulsion its vapours receive caused terrors still more unreasonable; and the eclipses, from the solar rays, however feeble that force may be which now scarcely attract the notice of the vulgar, long conceived to be, is sufficient to put them in motion, and rivalled the comets in the terrors which they occasioned drive them off in a direction opposite to the sun. Thus to the inhabitants of the earth. it is remarked, that the tail becomes most conspicuous Various opinions have been entertained respecting the after the comet has passed the perihelion, and that its nature, and formation, and uses of the comets. Newton direction, as was first observed by Appian, is the straight supposed that, as some of them pass so near to the sun as raw- astronomy. 79 Theoretical to be involved in all probability within bis atmosphere, the Astronomy, resistance they must consequently experience will cause them to approach nearer and nearer to the great luminary at every successive revolution, till at last they are preci¬ pitated into his substance; hence their use in the system may possibly be to repair the losses which the sun sus¬ tains from the constant emission of light. Whatever des¬ tinies they may be appointed to fulfil, the recent discovery of several comets of short periods must be regarded as of great importance to astronomy, inasmuch as the frequency of their appearance will enable observers to take notice of any great changes with which either their masses or orbits may be affected. With regard to the actual number of comets belong¬ ing to the solar system, there are no data from which we can form any probable conjecture. Those only (with two or three exceptions) which come within the orbit of the earth are visible to us, and nearly 200 have been observed since the discovery of the telescope. If, then, we suppose them to be equally distributed throughout the whole system, it would follow that the number of comets coming within the sphere of Uranus, the radius of which is twenty times that of the earth’s orbit, amounts to 1,200,000 (the cube of 20 multiplied into 150), assum¬ ing the average period of their revolutions to be that in which 150 have come within the sphere of the earth. Such computations, however, are scarcely deserving of notice. On the subject of comets, the reader may consult Aris¬ totle, Meteorol. lib. i. cap. vi.; Seneca, Qiuest. Natural. vii.; Hevelii Cometographia; Newton, De Mundi Syste- mate, and Princip. lib. iii. prop. 42; Halley, Synopsis As¬ tronomies CometiccB, and Phil Trans, vol. xxiv.; Euler, Mem. Acad. Berlin, 1756; Dionis du Sejour, Essai sur les Cometes, Paris, 1775 ; Lexell, Phil. Tracis. 1779 ; Clairaut, Mem. Acad. Paris, 1760; Lambert, Lettres Cosmologiques, and Mem. Acad. Berlin, 1771; Bode, ibid. 1786, 1787; Sir H. Englefield on the Orbits of Comets, 4to, London; Pingre, Cometographie, 2 vols. 4to, Paris, 1784; Laplace, Mecanique Celeste, tome iv. p. 193, and Systems du Monde, 4to, p. 127; Delambre, Astronomic Theorique et Pratique, tome iii. chap, xxxiii.; also the Con- noissance des Terns, Memoirs of the Astronomical Society, and the various scientific Journals. (See also Supplement.) CHAP. VI. OF THE FIXED STARS. After having treated of the different classes of bodies which compose the solar system, it only remains for us to inquire what observation has been able to discover re¬ specting that innumerable host which “ studs the ga¬ laxy,”—that multitude of brilliant points which, on ac¬ count of their always sensibly retaining the same relative positions, have received the name of Fixed Stars. tial globes and charts has been only recently, if it has Theoretical yet altogether, been abandoned. The ancients likewise Astronomy, distinguished some of the brightest stars in the different constellations by particular names; but when it was wished to include others less conspicuous, it became ne¬ cessary to have recourse to a different mode of proceed¬ ing. According to the usual method, first introduced by Bayer in his Uranometria, each of the stars in every con¬ stellation is marked by a letter of the Greek alphabet, commencing with the most brilliant, which is designated by a, the next most conspicuous is called /3, the third y, and so on. When the Greek letters are exhausted, re¬ course is had to the Homan or Italic; but even with the help of these the nomenclature cannot be extended far, and the simplest and most comprehensive method is un¬ doubtedly to employ the ordinal numbers to particularize the stars belonging to each constellation. It requires to be remarked, that the order of the letters indicates only the relative brilliancy of the stars in the same constella¬ tion, without any reference to those in other parts of the heavens. Thus a Aquarii is a star of the same order of brightness as y Virginis. The stars of the first order of brightness are likewise denominated stars of the first magnitude; those of a degree inferior in brightness are said to be of the second magnitude ; and so on with the third, fourth, &c. Below the sixth the same denomina¬ tions are continued ; but the stars of the seventh and in¬ ferior magnitudes are no longer visible to the naked eye, and are therefore called telescopic stars. It is obvious that, in conferring these denominations, it has been assumed that the brilliancy of the stars is proportional to their magnitudes,—an hypothesis atleast extremely doubt¬ ful. The terms are however only used for the sake of distinction, and no exact ideas can be attached to the numbers. Observers are even at variance on the subject,^ certain stars being regarded by some of them as being of the first, which are considered by others as being only of the second magnitude. A few stars have preserved the names conferred on them by the Greek or Arabian astronomers. Some of those names, belonging to stars of the first magnitude, are the following:—Sirius, in the right shoulder of Orion ; Rigel, in his left foot; Aldebaran, or the eye of the Bull; Capella; Lyra; Arcturus; Antares; Spica Virginis; Begulus, or the heart of the Lion; Canopus ; Fomalhaut; Acharnar, &c. The number of constellations given by Ptolemy is 48. They do not comprehend all the stars in his catalogue, and those not included in the figures are called by him unformed stars (uyogpuroi, informes), and given at the end of that constellation to which they are nearest. The fol¬ lowing table includes Ptolemy’s constellations, and those which have been added by the moderns. ptolemy’s constellations. Sect. I.—Of the Arrangement of the Fixed Stars. The great multitude of stars visible even to the naked eye renders it impossible to distinguish each by a parti¬ cular name: astronomers have accordingly, for the sake of reference, formed them into groups, to which they give the name of Constellations or Asterisms. To the different constellations the early astronomers gave the names of men, and animals, and other familiar objects, from some fan¬ cied resemblances or analogies, which, for the most part, are not easily traced. These denominations, consecrated by ancient usage, are preserved in modern catalogues; and the practice of delineating the object itself on celes- North of the Zodiac. 1. Ursa Minor, 2. Ursa Major, 3. Draco, 4. Cepheus, 5. Bootes, Arctophilax. 6. Corona Borealis, 7. Hercules, Engonasin, 8. Lyra, 9. Cygnus, Gallina, 10. Cassiopeia, 11. Perseus, 12. Auriga, The Little Bear. The Great Bear. The Dragon. Cepheus. The Northern Crown. Hercules kneeling. The Harp. The Swan. The Lady in her Chair. Perseus. The WTaggoner. 80 Theoretical 13. Serpentarius, Ophiuchus, Serpentarius ASTRONOMY. Astronomy 14. Serpens, ' 15. Sagitta, , „ f Aquila, Vultur, et ' i Antinous, 17. Delphinus, 18. Equulus, JEqui Sectio, 19. Pegasus, Equus, 20. Andromeda, 21. Triangulum, The Serpent. The Arrow, f The Eagle and \ Antinous. The Dolphin. The Horse’s Head. The Flying Horse. Andromeda. The Triangle. In the Zodiac. 22. Aries, 23. Taurus, 24. Gemini, 25. Cancer, 26. Leo, 27. Virgo, 28. Libra, Chelce, 29. Scorpio, 30. Sagittarius, 31. Capricornus, 32. Aquarius, 33. Pisces, Southern 34. Cetus, 35. Orion, 36. Eridanus, Fluvius, 37. Lepus, 38. Canis Major, 39. Canis Minor, 40. Argo Navis, 41. Hydra, 42. Crater, 43. Corvus, 44. Centaurus, 45. Lupus, 46. Ara, 47. Corona Australis, 48. Piscis Australis, The Ram. The Bull. The Twins. The Crab. !The Lion, to which he join¬ ed some stars of Berenice’s Hair. The Virgin. The Scales. The Scorpion. The Archer. The Goat. The Water-bearer . The Fishes. Constellations. The Whale. Orion. Eridanus, the River. The Hare. The Great Dog. The Little Dog. The Ship. The Hydra. The Cup. The Crow. The Centaur. The Wolf. The Altar. The Southern Crown. The Southern Fish. The constellations added by Hevelius are the follow¬ ing : 1. Antinous, 2. Mons Menelai, 3. Asterion et Chara, 4. Camelopardalus, 5. Cerberus, 6. Coma Berenices, 7. Lacerta, 8. Lynx, 9. Scutum Sobieski, 10. Sextans, 11. Triangulum, 12. Leo Minor, Antinous. Mount Menelaus. The Greyhounds. The Giraffe. Cerberus. Berenice’s Hair. The Lizard. The Lynx. Sobieski’s Shield. The Sextant. The Triangle. The Little Lion. The constellations added by Halley in the southern hemisphere are, 1. Columba Noachi, 2. Robur Carolinum, 3. Grus, 4. Phcenix, 5. Pavo, 6. Apus, Avis Indica, 7. Apis, Musca, 8. Chamaeleon, Noah’s Dove. The Royal Oak. The Crane. The Phoenix. The Peacock. The Bird of Paradise. The Bee or Fly. The Chameleon. One of the most important objects of practical astrono¬ my is the formation of catalogues of the fixed stars, in which their positions are determined for a given epoch ;Theoretical for it is only by means of registered observations that the Astronomy state of the heavens can be compared at different times, " and any changes which take place be detected. The ap¬ parent place of a star is easily determined by observation; but in order to render such observations available for the purposes of comparison, the mean place of the observed star must be computed and reduced to a given epoch; and this reduction, which involves a knowledge of the pre¬ cession, nutation, aberration, and in general of all the mo¬ tions which affect the star’s apparent place, is only ac¬ complished by a laborious process of calculation. The principal catalogues of the stars which we possess Catalogues are the following :— slars' Ptolemy’s catalogue, which contains 1022 stars. The positions are referred to the ecliptic, and the longitudes are for the year 137 of our era. It is supposed that the greater part of the observations on which it is founded were made and computed by Hipparchus 267 years be¬ fore, and that Ptolemy merely reduced them to his epoch by adding to each of the longitudes 2° 40', which, accord¬ ing to him, was the amount of the precession of the equi¬ noxes in that interval. This catalogue forms part of the Almagest. The catalogue of Ulugh Beigh, containing 1017 stars. Tycho’s catalogue, which contains only 777 stars, in 45 constellations. Riccioli’s catalogue, which contains 1468 stars. Part of it, however, was merely copied from more ancient ca¬ talogues. Bayer’s catalogue, containing 1762 stars, in 72 constel¬ lations. It was published in his Uranometria in 1603. The third edition of this work appeared at Uhn in 1661. The catalogue of Hevelius, which contains 1888 stars, of which it gives the latitudes, longitudes, right ascen¬ sions, and declinations, for the year 1661. Published in his Prodromus Astronomies in 1690. Flamsteed’s catalogue, containing 2884 stars. Publish¬ ed in the Historia Ccelestis Britannica in 1725. A less perfect edition was given by Halley in 1712. Catalogues of Lacaille.—The first of these, published in his Astronomies Fundamental contains 397 stars; the second, which is given in his Cesium Australe Stelliferum, contains 1942 of the stars in the southern hemisphere; and the third, which was reduced from his observations by the celebrated Bailly, contains the places of 515 zodiacal Mayer’s catalogue, containing 998 zodiacal stars. It appeared in his Opera Inedita, Gottingen, 1775, and was reprinted in the Connoissance des Terns for 1778. Bradley’s catalogue, containing 587 stars. This was published in the first volume of his observations, edited by Hornsby, in 1798. Fhe positions of 389 stars, calcu¬ lated from Bradley’s observations, had been given by Ma¬ son in the Nautical Almanack in 1773. Bradley’s obser¬ vations extended to 3000 stars, but the greater part of them remained useless to astronomy till they were reduced and made the subject of discussion by Bessel in his Funda- menta Astronomies, Regiomonti, 1818. Maskelyne’s catalogue of 36 stars. Cagnoli’s catalogue, containing 501 stars. Published in the Memoirs of the Italian Society. Bode’s catalogue, which contains 17,240 stars, reduced from the observations of various astronomers. Piazzi’s catalogue, which contains 6748 stars, reduced to the year 1800. In 1814 Piazzi published a new cata¬ logue, comprising 7646 stars. Zach’s catalogue, inserted in his Tabules sped ales Aber- rationis et Nutationis, Gothae, 1806. astronomy. rheoretical Catalogue of the Astronomical Society of London, con- Astronomytaining 2881 stars, published in the second volume of their 'Memoirs. Almost all the stars comprised in this cata¬ logue are to be found in the catalogues of Bradley or Piazzi, from which they have been reduced to the year 1830. In addition to the above, the records of great masses of observations may be found in the Philosophical Transac¬ tions, the Connoissance des Terns, and the various astro¬ nomical and scientific Journals. Lalande has registered in the Memoirs of the Academy of Paris, and his Histoire Celeste, the positions of no fewer than 50,000; and Bes¬ sel, of the Kdnigsberg Observatory, who continues to ex¬ plore the heavens with unabated zeal, has already exa¬ mined an equal number. Astronomers are now aware of the importance of extending their researches to the most minute sidereal objects. (See Supplement.) Sect. II.— Of the Parallax, Distance, Magnitude, and Number of the Fixed Stars. The fixed stars being the points of departure from which all the celestial motions are estimated, one of the first objects in astronomy is to determine the amount and law of all the minute variations of position, real or appa¬ rent, to which they are subject. One of the most obvious consequences of the hypothesis of the annual motion of the earth is the existence of an annual parallax of the stars ; but on account of the enormous distances of these bodies, this effect of the earth’s motion is so small that it can¬ not be easily measured ; and there are even now very few cases in which, with the utmost refinements of methods and instruments, a measurable parallax has been detected. The longest line which nature has furnished us with the means of actually measuring, is the circumference of our own globe. From this geometry teaches us how to find its diameter ; and the diameter we employ as a scale with which to compare the distances of the sun and moon, and the other bodies of the solar system. But experience shows us that this scale, large as it is in our conceptions, is only an insen¬ sible point in comparison of the distances ot the fixed stars. Astronomy has furnished us with another base, about 24,000 times longer than the former, or above 190 millions of miles. This is the diameter of the earth’s or¬ bit, which is most conveniently used for expressing the distances of the planets and comets from the sun. Yet even this line is in general insensible when compared with the distances of the stars ; for, on observing the same star from its two extremities, at the end of six months, no va¬ riation whatever is perceptible in the star’s position, after the proper corrections have been made for the small effects produced by different and known causes. The limits of the errors of modern observations cannot well be supposed to exceed 1". It follows, therefore, that, seen from the distance of the fixed stars, the diameter of the ecliptic, which exceeds 190 millions of miles, subtends an angle of less than 1". Had the annual parallax exceeded this small quantity, it could scarcely have escaped the multi¬ plied efforts that have been made to detect it, not only by Bradley, whose observations, undertaken for the express purpose of determining the parallax of the stars, conducted him to the grand discoveries of the aberration and nutation, but also by other observers furnished with the more delicate instruments of the present day; and particularly the obser¬ vations made with the splendid instruments of the Royal Observatory of Greenwich. A long controversy was carried on, extending from the year 1810 to 1824, between Dr Brinkley and Mr Pond, on the subject of the annual paral¬ lax of some of the brightest stars, Brinkley asserting that he had found large parallaxes, and Pond denying the exist- VOL. IV. 81 ence of any measurable parallaxes. Brinkley’s conclusions Theoretical are now generally acknowledged to have been erroneous. Astronomy Brinkley did not observe any parallax in the case of the stars of the constellation Cygni, some of which, haying a very sensible proper motion, may, with great probability, be considered as being at a less distance from the earth ; but in Wega (a Lyrae) he found a parallax of 1"T3, and one of 1"*42 in the star Altair, in Aquilae. Bradley supposed the parallax of Sirius to amount to 1". These facts are, how¬ ever, disproved by other eminent observers. In a series of 14 stars Struve found the parallax to be negative; that is, the small change of position which the observations seemed to indicate was in a direction contrary to what it would have been if it had arisen from the annual mo¬ tion of the earth. Mr Pond, the Astronomer Royal, thought the probable value of the parallax could not exceed 0"-018, a quantity so extremely minute as to be altogether lost in the uncertainties of instrumental errors, and the errors of refraction, which are at least 20 times S1 * • . a cos. D sin. (« - A) that the apparent motion m it. A. is h — ^ rr r 15 cos. (expressed in time), and the motion in declination (northwards) is + — | sin. D cos. — cos. D sin. f cos. (« — A) |. These, then, are the formulas by which the proper motions of the stars, when deduced from comparison of observations made at distant epochs, are to be tested; and, assuming that the solar motion does really exist, and that, on the whole, the proper motions of the stars are to be attributed to it, the most probable values of A and D are to be deduced; and it is evident that, since there is antecedent probability of the reality of the motions of many of the stars, the most probable values can only be deter¬ mined by the use of a tolerably large catalogue in all parts of the heavens, so that their real proper motions having no de¬ terminate direction, the effects will be eliminated, or nearly so, in the final result. Another difficulty arises from the circum¬ stance that the formulae involve the distances of the stars which, except in a very few exceptional cases, are totally unknown. This can only be obviated either by assuming, with Argelan- der, that, on the average, stars having the greatest proper motions are nearest to the sun ; or, by introducing, with Otto Struve, some empirical law of distance derived from the ap¬ parent magnitudes. Both hypotheses are precarious; but it is likely that, with either, the average result for the position of the apex of solar motion, deduced from a large catalogue of proper motions, will be tolerably correct; and it is also not im¬ probable that in large numbers of stars the distances will so far agree with the law of apparent magnitudes, as to give a re¬ sult for the actual amount of solar motion (based on the few cases of distances actually known) not very far distant from the truth. The first astronomer who successfully attempted a solution of the problem was Argelander, in a paper published in 1837 in the Memoires presentees par divers Savans of the Imperial Academy of St Petersburg. The proper motions employed are those derived from his own catalogue of 560 stars observed at Abo, by comparison with Bradley’s observed places, as given in Bessel’s Fundamenta. The only peculiarity which we have space to notice in Argelander’s treatment of the problem is, that, assuming stars with the greatest proper motions to be nearest to us, he divides them into three classes determined by the greatness of the proper motions, and deduces a separate result from each class. The final result which he deduces is, when reduced to 1800, A = 259° 5T-8 ; D = + 32° 29'-l. In No. 398 of the Astronomische Nachrichten, Argelander gives a result obtained by Lundahl, based on a comparison of 147 stars of Pond’s catalogue of 1112 stars with the Funda¬ menta, each of the stars having an annual proper motion not less than 0'/‘09. The result arrived at is for 1792’5, A = 252° 24'-4; D = + 14° 26'-l. The most important paper is that of M. Otto Struve, printed in the fifth volume of the Petersburg Transactions for 1842. The title of the paper is Bestimmung der Constante der Pre¬ cession mit Beruchsichtigung der eigenen Bewegung der Sonnensystems, and for it the author received the gold medal of the Royal Astronomical Society in 1850. The investigation is grounded on the proper motions of about 400 stars (chiefly double) observed at Dorpat; for determining the weights of his equations, he assumes that the distances of the stars are inversely as the apparent magnitudes ; and for his final result he obtains, as the most probable values of A and D for 1790, A = 261° 2P-8 ; D = + 37° 36'-0. And, by combining his observations with those of Argelander and Lundahl with proper weights he obtains, finally, for 1792-5, A = 259° 9'-4 ; D = + 34° 36'-5. The most recent investigation of the direction of the solar motion is by Mr Galloway, printed in the Philosophical Trans¬ actions for 1847, Part L, and for which the royal medal was awarded to him. His object was to show whether the 87 general drift of the southern stars indicated a motion of the Theoretical sun towards the same point of the heavens as that indicated by Astronomy: the northern stars. For this purpose he employed the cata- Supplement logue of 606 stars observed at St Helena by Mr Johnson, and the catalogue of 172 stars observed by Mr Henderson at the Cape of Good Hope ; Mr Galloway’s method of investigation is precisely the same as that of Argelander, excepting that he does not attempt to assign weights to his equations by any hy¬ pothesis whatever with regard to the distances of the fixed stars, considering that no greater probable accuracy could be obtained in his inquiry by the adoption either of'Argelander’s or of Otto Struve’s assumption of the criterion of distance. The result which he obtains for the values of A and D is, for the epoch 1790, A = 260° 0'-6 ; D = + 34° 23'-4. The essential identity of this position of the apex of solar mo¬ tion, derived from the southern stars, with that deduced from three separate sets of northern stars, confirms the/act of the existence of this motion, and shows that we have arrived at a very close approximation to its direction. The investigation of Otto Struve has also shown that its amount (0"-3 in a year) is too large to be neglected in any future cosmical speculations. The subject is therefore one of very considerable importance, and must form the basis of any future inquiries respecting the connexion of our sun and planets with that sidereal system of which they form a part. Section II.—Of the time of rotation of the Sun, and the physical peculiarities of his surface. In the preceding part of this article, the method has been explained by which astronomers have determined, with various degrees of accuracy, the time of the sun’s rotation, and the position of his equator with regard to the ecliptic, by means of observations of the spots which are frequently observed.on his disk. The chief observations and investigations having this object in view, were made by Scheiner, Cassini, and La- lande, at epochs included between the years 1626 and 1776. Recently several attempts have been made to obtain results of greater accuracy, by M. Laugier, Dr Petersen, and Dr Bohm of Vienna. The dissertation of the last-named astro¬ nomer has been recently printed in vol. iii. of the Denkschrif- ten der Mathematisch-Naturwissenschriftlichen Classen of the Academy of Sciences of Vienna ; and this paper is well worthy of the attention of the student, from the elaborate care which has been bestowed upon the mathematical treatment of the subject, as well as for the excellence of the observations carried on for some years on which the results depend. The results deduced by Dr Bdhm are, for the epoch 1834-6: Longitude of ascending node of sun’s equator, =76° 46'-9. Inclination of sun’s equator to ecliptic, , . = 6° 56,,6. Time of sun’s rotation, = 25 days 12 hours 30 minutes. The times of rotation, according to M. Laugier and Dr Petersen, are respectively, 25d 8h 10m, and 25d 4h 30m. With regard to the physical peculiarities of the surface of the sun, some important additions have been recently made by Mr Dawes, by means of an eye-piece devised by himself, which enables the observer to examine minutely, and with comfort, any separate portion of the disk. Mr Dawes’ apparatus is very simple, and consists of a metallic perforated slide (the perforations being of a diflerent size for different purposes) which crosses the eye-tube at right angles, in place of the fixed bar ; that is, in the plane of the focus of the object-glass. By this means the field of view can be rendered as small as is de¬ sired for examination of a minute portion of the solar disk, the only light and heat reaching the eye being those transmitted from that portion. This eye-piece has since been adopted by other astronomers, and Mr Dawes was rewarded almost imme¬ diately after its application by the discovery of two facts of considerable importance in the theory of the solar spots. The first discovery relates to the existence of a stratum of comparatively faint luminosity, which he denominates a cloudy stratum, giving the impression of considerable depth below the second luminous stratum, which forms the shadow or pen- 88 astronomy. Theoretical umbra usually seen round tlie nucleus of a spot. This stratum Astronomy: appears to be not self-luminous, but of such a nature as to aD- Supplement sorb a vast quantity of light/and to reflect very little. I he faint illumination is rarely uniform, presenting rather a mottle or cloudy surface, and occasionally some very small patches are very decidedly more luminous than the rest. In all spots o considerable size, a black opening is perceivable in the cloudy stratum, which is proved to be, if lummous at all, less so than our own atmosphere when illuminated by the direct rays ot ^ThT'second curious fact discovered by Mr Dawes is that oi the rotation of the spots. This phenomenon was seen remar - ably in the case of a spot sketched on January 17 and January 23 of the year 1852 ; by which it became evident that m this interval the spot had rotated through 180 . If we accept the usual hypothesis, that the spots are vast disturbances in the atmosphere of the sun, revealing to us for a time Part surface, what an idea does this present to us of .th® * „ of the operations of nature in this stupendous globe . A mas of aeriform or gaseous fluid, whose diameter is frequently more than 100,000 miles, is agitated by a rotating storm similar probably to those which sometimes devastate the surface of our own planet. In the above instance, the mass must have taken about twelve days to complete a revolution; and therefore, though the angular velocity is moderate. yet the outer cu e would be moving with the enormous velocity ofabout bJUmiles per hour, a velocity in fact ten times greater than that ot the fiercest hurricanes which have at times laid waste portions ot the surface of the earth. , , . With regard to the faculce, Mr Dawes has had opportuni¬ ties of proving the correctness of Sir J. Herschel s supposition, that they are in reality great waves or undulations projecting beyond the. general surface of the solar disk. He says, ; faculae are best seen near the east and west edges of the smi s disk, where they give the impression of narrow ridges, whose sides are there presented to view. . . • • Thef are ra! - seen as actual projections from the limb. On one occasion, however, I had an opportunity of observing a satisfactory con¬ firmation of the idea that they are ridges or heapmgs up ot the luminous matter A large bnght streak or facula was observed to run, as usual, nearly parallel to the sun’s edge for some distance, and very near it; and then to turn rather abruptly towards the edge and pass over it. ihe limb was at this time very well defined; and, when it was most sharp and steady, the bright streak was seen to project sliqhtly beyond the smooth outline of the limb, in the man ner of a mountain ridge nearly parallel to the sun _s equator. Considerable information respecting the solar disk has been obtained by the organized observations of the total solar eclipses which occurred on July 8, 1842, and July 2b, 1851. T e or- mer of these phenomena was admirably observed by Mr -Daily at Pavia, and by Mr Airy at Turin, and detailed accounts ot their observations and impressions are given in vol. x\\of the Memoirs of the Royal Astronomical Society, accompanied by drawings of the difierent phases of the eclipse. The atten¬ tion of astronomers having been, by these and other accounts, directed to the extreme importance of observing with every possible accuracy the total eclipse of 1851, an organization was formed under the auspices of the British Association, and Sug- qestions were published previously, giving mmute directions as to the observation of every possible phenomenon which might occur. The observations were remarkably successful, and the accounts of the British observers alone form the firet part ol vol xxi of the Memoirs of the Royal Astronomical Society. An abstract of the results of the observations with regard to the points of greatest interest, such as “ Baily s beads, usually seen on the breaking up of the last narrow annulus of light; the corona or faint ring of light which becomes visible when the moon is quite hidden ; and the red or^ rose-coloured pro¬ minences which are then seen outside, and in contact with the black lunar disk, will be found in the Annual Report of the Council of the Royal Astronomical Society, forFebruan lbo_. In lookino- for proximate causes of these phenomena,_ it would naturally occur to any inquirer to seek for their origin, either in the spots on the surface of the solar disk, or m the faculae or wave-like ridges of light that are visible near the borders, and to this probable identification the attention of as¬ tronomers was directed previously to the eclipse of 1851. In Theoretical £Sar, M. Schweizer, director’ of the Observatory of Mos- cow took the precaution of having drawmgs carefully made of v . all the faculae which were visible for several days previous and subsequent to the eclipse; and he has come to some remark¬ able conclusions, which render it very probable that the red prominences are identical with them, and not with the spots. Thus, though we cannot say that very much has been done in establishing a satisfactory theory respecting the constitution of the various layers forming the solar atmosphere, yet every possible advantage has been taken of all the circumstances by which, during the last few years, additional knowledge could be gained. Several circumstances which were matters ot spe¬ culation have become now well-ascertained matters of fact, and materials are laid up which may at some time not far distant tend to the formation of a satisfactory theory based on observation. It has been tolerably well confirmed by recent observations, and especially by photographical representations of the sun, that the light at the centre is considerably more intense than that near the borders of the disk; and Professor Secchi has re¬ cently been engaged in a series of experiments, which seem to prove very distinctly that the same is_true with regard to heat. Secchi’s experiments were made with a thermo-electric pile belonging to a Melloni’s apparatus, attached to the telesc0P® of the equatorial of the Collegio Romano at Rome, and some of his conclusions are very satisfactory. Amongst these, the most important conclusion is, that the heat of the solar im g is at the centre almost twice as great as at the borders, whethe estimated in the direction of right ascension or of polar dis¬ tance. A second conclusion satisfactorily arrived at is, that the point of greatest heat was not exactly at the centre of the disk; but about 3' above it in declination; and on constructing the curve of intensity, and considering the position of the sun equator at the difierent times at which the experiments were made, the maximum line of heat appears to be coincident with the equator. Professor Secchi also thmks it not improbable that the two solar hemispheres possess different temperatures, as seems to be the case with the earth ; and if so, he considers that his researches, if continued, will throw some Fghtonthe climatology of our planet; since the heat of the sun would be different,“accordingly as one or the other of its poles ^ turne towards the earth. He also had occasion to remark, that the influence of solar spots upon the temperature was very striking, so that sometimes a spot which did not occupy more than one- hundredth part of the aperture of the pile, caused the tempera¬ ture to fall 3°, or about one-fifteenth of the whole mtensity. CHAP. n. OF THE MOON. Section I.—Correction of the Elements of the Lunar Orbit. The greatest work of the present century, tending to bring to perfection the theory of the motions of the moon,, is the re¬ duction, under the direction of Mr Airy, ot the ancient lunar observations made at Greenwich. These observations extend from the time of Bradley to that of Pond, and embrace a period of eighty years, during which the nodes of the orbit in which the cvcle of many of the perturbations is completed have made more7Fan four revolutions. The number of observations made in this interval, and thoroughly discussed, amount to about 90 JO. It has been fortunate also to the science of astronomy, that the same great astronomer who had courage to. undertake the vast amoimt of labour connected with the reductions, has found leisure to deduce from the results the corrections of the ele¬ ments of the orbit. The paper containing the investigation connected with the corrections of the elements, is printed m vnl xvii. of the Memoirs of the Royal Astronomical Society, from which we extract the following curious and important results. . , Correction of the Epoch of Mean Longitude. The correction of this element proved to be of very great service to the lunar theory, by eliciting from Professor Han¬ sen the discovery of a new inequality, depending upon the ^By dHidingffie observations into groups of about five years, ASTRONOMY. 89 Theoretical it was found that the corrections to Damoiseau’s epoch of longi- Astronomy :tude were neither constant, implying that the mean motion Supplementwas correct, nor uniformly increasing or diminishing, but that a periodic inequality was very clearly exhibited, showing the result of some unknown cause of disturbance. On the results being shown in MS. to M. Hansen, he very quickly traced the origin of the perturbation, and proved it to be due to the unequal action of Yenus at different distances from the earth and moon. On the application of these inequalities for the re¬ spective epochs, the periodical inequality disappeared, and the successive corrections to the epochs of longitude for the different epochs showed an evident error of assumed mean motion, the secular correction to which was found to be + 39"‘3. Another important result deduced by Mr Airy, was the cor¬ rection of Burckhardt’s value of the moon’s parallax, which he found ought to be increased by -r^Wth part. Subsequently, however, Mr Adams (the English discoverer of the planet Neptune) has entered into a minute examination of Burckhardt’s tables, especially with regard to the paral¬ lax ; and has found errors of such a magnitude as to enforce the necessity of applying the requisite corrections to all the observed places of the moon in which this tabular parallax has been applied, including all for which the data of the Nautical Almanac have been employed in the reductions. Mr Adams’s paper on the lunar parallax is added to the volume of the Nau¬ tical Almanac for 1856, and the requisite tables are given for deducing the corrections to be applied to the observed places of the moon which have been reduced with the erroneous parallax. In Mr Airy’s corrections of the elements of the lunar orbit, there is an inequality in the latitude of the form + 2,/-l7 x cos. moon’s true longitude, which had not been detected by theory, but which clearly resulted from the observations. Professor Hansen, soon after the publication of Mr Airy’s results, showed this also to be a legitimate deduction from theory, his calculated coefficient of the inequality being + l,/-38. The cause of the inequality he found to be due essentially to the circumstance, indicated by Laplace, of the invariability of the mean inclina¬ tion of the orbit of the moon to the plane of the earth’s orbit, as affected by the action of the planets. The development of the expression for the latitude, according to this law of the in¬ clination, with a slight modification, was found to contain a term of the form required. The same train of investigation has given a new term in the expression for the moon’s longi¬ tude = — 0"‘50 x cos. long, of node, while that deduced from observation and hitherto unexplained = — 0"-97 cos. long, of node. Again, in a subsequent communication to Mr Airy, M. Han¬ sen announced that he had verified by theory another small term discovered by observation. According to his statement, he found the correction to Damoiseau’s secular motion of the node to be + 1"'643, while Mr Airy’s investigations had given + l"-721. Section II.—Of Selenography, or Observations and Delinea¬ tions of the Surface and Physical Peculiarities of the Moon. The surface of the moon has received that attention which might be looked for from the vast increase of optical power which has been recently brought into action, and from the zeal and talent which have been displayed in every department of physical research. The most important delineation of the whole surface of the moon, as derived from observation, is that contained in the admirably executed map, accompanying the elaborate work by Beer and Madler, entitled Der Mond. This map is the result of some years’ careful study and micrometrical measurement of the surface of the moon, and every point discovered by the telescope is laid down with all attainable precision. A raised model of the whole surface, deserving especial no¬ tice, was executed by Madame Witte, a Hanoverian lady, and exhibited in England in 1845. It is composed of a mixture of mastic and wax, forming a globe of about 12 inches in diame¬ ter, on which the positions and general outlines of the craters and other remarkable features were, in the first instance, laid down from their latitudes and longitudes, as given by Beer and Madler, and the modelling was afterwards performed by the VOL. IV. aid of a magnifying-glass from the actual appearance of the Theoretical objects as presented in the telescope. Another original model, Astronomy: executed by the same lady, is laid up in the Royal Museum 0f Supplement Berlin. Of English observers of the lunar surface, the most suc¬ cessful has been Mr James Nasmyth, a gentleman well known to the general, as well as the scientific public by his mechani¬ cal inventions. In the year 1844 he exhibited, and subse¬ quently presented to the Royal Astronomical Society, a model and drawing of a portion of the surface, occupying a space of about 190 by 160 miles, the result of four years’ careful and con¬ tinuous labour. The observations were made with two reflect¬ ing telescopes, one of 8| inches aperture and 9 feet focal length, and the other of 12 inches aperture, and 13 feet focal length. Mr Nasmyth has continued up to the present time to direct his attention to the lunar surface, and in the memorable year 1851 he exhibited, at the Crystal Palace in Hyde Park, some excellent models and charts of various portions of it. He has recently announced that he is still engaged in sketching and modelling the surface, employing for the purpose an excellent reflecting telescope of 20 inches aperture, with a power of 410. For Mr Nasmyth’s ingenious speculations on the formation of the moon’s craters, and on the apparent identity of the vol¬ canic action with that existing on the surface of our own planet, the reader may consult the Memoirs and Notices of the Royal Astronomical Society. Professor Secchi, to whom we are indebted for some valuable contributions to our knowledge of the heating properties of the solar surface, has also, in connection with Professor Ponzi, a distinguished Italian geologist, devoted considerable attention to the study of the surface of the moon, and furnished some re¬ markable speculations respecting the successive periods of vol¬ canic action. We have not space for any detailed account of these speculations, for which the reader is referred to vol. xiii. of the Notices of the Royal Astronomical Society. CHAP. HI. OF THE PLANETS. Mercury. The theory of the motion of Mercury has recently been most thoroughly investigated, and new tables have been constructed by M. Leverrier. The investigation of the corrected orbit, which is contained in the additions to the Connaissance des Temps for 1848, is one of the most profound and laborious, and at the same time original, contributions to planetary astronomy, which have ap¬ peared during the last few years, and will well repay the per¬ usal, both of the student and the accomplished astronomer. We have space only for a brief explanation of the processes employed, and for a recapitulation of the principal results. His object was to obtain new elliptic elements of the orbit from the Paris Observations made between 1801 and 1828, and between 1836 and 1842, and also totally to revise the whole theory of the perturbations of the planets, using the best mo¬ dern elements, and taking in every term in the developments of the perturbing function which could possibly exercise the smallest influence on the place of the planet. Using Lindenau’s elements as the basis of his investigations, he first proceeds to prepare the expressions for the equation of the centre and the radius-vector, to the ninth power of the eccentricity. The next and most laborious part of the work is the original redetermination of the perturbations of the ele¬ ments of the orbit. This process is described most elaborately, and the action of each of the planets is given. Assuming the provisional values for the masses of the disturbing planets, he gives the numerical values of the secular variations of the ec¬ centricity, perihelion, inclination, and node of the orbit, and points out a serious error committed by Laplace in the deter¬ mination of the secular variation of the equation of the centre. Lastly, after having in a most elaborate way calculated the periodical variations of the elements of the orbit, and of the heliocentric co-ordinates produced by each planet separately, he sums up the provisional expressions of the elliptic elements, and the perturbations, with every detail. The next part of the work is the reduction of the observa- 3VI 90 A S T R 0 N O M Y. Theoretical tions, and the comparison of the observed and tabular places^ Astronomy: por the reduction of the observations of R.A., his - . , , Supplement ^ are tapen from the Tabula Regiomontance; the rig W— ascensions of the sun are taken from the Connatssanc, des Temps, but are corrected by the radii-vectores of the Earth’s orbit are taken from Bessel s tables and Bessel’s obliquity of the ecliptic is adopted m the reduc tion to geocentric^longitude and latitude. In the redaction o the obslrvations of declination, the planet is compared mth stars lyin- nearly in the same parallel, and observed by the same Sver-tL zenith point apparently not havmg^en determined independently. The mean parallax of the sun ^Tel^ed^ht ascensions and d—ns ^ " duced to geocentric longitudes and latitudes , and the tabular heliocentric places are reduced by appropriate forrn^ to ge - centric longitudes and latitudes ; and corrected aberration, are immediately comparable ivith the obser geocentric longitudes and latitudes, and the errors o Hr nlaces are thus found. These errors are then converted KoeSSs of heliocentric longitudes and latitudes by the use of formula! similar to those given in th^n*™*“Sn,°Te^ Greenwich Observations, and involve t^e erro d +nr But the errors of longitude can be immediately expressed S iermf of the errors of the epoch, mean motion, eccentricity Sid wrihelion, hv differentiation of the expression for the true longitude, in terms of the mean anomaly and eccentric! y and the errors of latitude can be easily ^‘thStwo the errors of inclination and node of the orbit, hence the two sets of equations are formed for the determination ot the six "next partof k, Leverrier's process is the collection and discussion of all the observations which had been made of the t“«he planet across the sun’s ^r^ are capable of giving the exact position of the planet tor more reFinally°he solves the equations resulting from the Pans Ob¬ servations by the method of least squares, and obtains the errors 0± Onetfthemost important results is the correction whidi he finds it necessary to apply to annual mean motion namely , A//.494 » The correction,’ he observes, is large, but it it quite impossible without it to represent the ancient and mo- deS teTe?ri“,SforThfp£pose of testing the accuracy of his elements, applies them to the recomputation of the transits across the disk of the sun from the year 16bl to h o- , and tue tabulated errors arising from the use of these elements, an those of Lindenau, being placed in adjacent columns, leave uo doubt of the superior accuracy of the tormer. He finally constructs two distinct sets of tables of the motion of the planets; one according to the old form, and the other according to a form totally original, and of which the chiet peculiarly consists in taking the time for the sole argument throughout. The latter he considers to possess very great ad¬ vantages and enters into a minute critical investigation oa the defects of all planetary tables constructed m .the ordinary way. Venus. in the epochs of the sun, and the place of the perigee given by Theoretical late observations, with the corrections given by the observaf tions of the last century, appeared to indicate the existence of^PP1™ some inequality not included in the arguments of those tables ; and as soon as he had convinced himself of the necessity of seeking for some inequality of long period, he commenced an examination of the mean motions of the planets, with the view of finding one whose ratio to the mean motion ot the earth could be ^expressed very nearly by a proportion whose terms were small. , ,, Venus is precisely in this predicament with regard to the Earth, since eight times the mean motion of Venus is so nearly equal to thirteen times the mean motion of the Earth, that the difference does not exceed H^th part of the Earth’s mean motion. This would imply an inequality whose period is about-40 years —a longer period with regard to the periodic time of the planets disturbed, than any for which a term of perturbation had been calculated. . ... ... . . _ The coefficient of the term of the expansion of the disturbing function in which this inequality exists,_ is of the fifth order with regard to the eccentricities and inclinations, anatheretore would be exceedingly small; but on the other hand it would be multiplied in integration by a quantity amounting to ,5 x lo x (240)2 or afiout 2,200,000, and on this circumstance depended the chance of its becoming sensible. The orbit of Venus has also received considerable attention during the present century, and the whole series of the Green¬ wich observations from 1750 to 1840 have been made available, and been employed to obtain the corrections of Lindenau s ele¬ ments. These investigations, conducted successively by Mr Main, Mr Glaisher, and Mr H. Breen, of the Greenwich Ob¬ servatory will be found in various volumes of the Memoirs of the Royal Astronomical Society, to which the reader is re¬ ferred, in connexion with the Introductions to the Greenwich Observations, for explanation of the peculiarities of the methods employed. The planet Venus being 80 Notwithstand¬ ing the apparently definitive value of the sun s parallax ob- SLd from the transits of Venus in 1761 and 1769, astrono¬ mers have been so impressed with the importance of establish incr the correctness of this element by all other available means, that at everv opposition of Mars, the places of stars suitable for comparison with the planet are published m the Nautical Almanac, and observed at Greenwich and the Cape, and at other places. At the opposition of 1851, a good series of com¬ parative observations of the planet was made at the two ob- fervatories, and, as soon as the transit circle now m prepara¬ tion is established at the Cape, we may hope for some compara¬ tive results which will be of still greater service for the deter- in in at ion of ttio parallax. , The shape of the planet has been well measured and it ap¬ pears certain that it has a measurable ellipticity, though there Fs Si some doubt us to its amount. A good set of measures made at Greenwich with a double-image micrometer in 184o, frives 'A for the ellipticity, and another set made in L852, gives ^ fh M Arago contends for a much larger ellipticity, name y _ 0 in nnfl snmo observers 1 th U. iira^O CUUbtJllU-O 1KJX at -laiAvxx JT - ' Yth' as the result of the Paris measures, and some observers have' not been able, after careful measures, to detect any cer¬ tain difference between the polar and equatorial diameters. 1 The physical peculiarities of the planet have been well studied. On this head the reader may consult various papers m the ASTRONOMY. SI Theoretical Astronomy: Supplement Nachrichten, and especially one by Madler in the sixteenth volume. Mr Do la Rue devoted a portion of his leisure to the study of the surface of the planet at its last opposition, and has presented to the Royal Astronomical Society some admirably executed drawings of its appearance at various times. The Small Planets whose orbits lie betiveen Mars and Jupiter. In no department of astronomy has more activity been dis¬ played than in the discovery of these minute bodies ; and the research necessary for discovering them acts very advanta¬ geously on the progress of the science, in the formation of charts of small stars lying near the ecliptic, or in regions of the heavens where they are likely to exist. Mr Bishop, at whose observatory in the Regent’s Park so many of these bodies have been discovered by Mr Hind, has already published several ecliptic charts, containing all stars as low as the tenth magni¬ tude inclusive, within a zone of 3° on each side of the ecliptic ; and Mr Cooper of Markree in Ireland, at whose observatory Metis was discovered, has published in two volumes of ob¬ servations, catalogues of 30,097 stars. Mr Cooper’s telescope, mounted equatorially, has 25 feet focal length, with 14 inches aperture, and he is therefore possessed of peculiar advantages for these researches, and he is still more fortunate in securing the services of his active and talented observer, Mr Graham, the actual discoverer of Metis. The first planet, Astraea, of the more modern group, was dis¬ covered, after an interval of several years, at the end of 1845, by M. Hencke of Driessen ; and the next in order of discovery, Hebe, was also discovered by him in 1847. Since that time discoveries of other planets, by Hind, He Gasparis, and others, have followed in rapid succession, till at the present time we are acquainted with twenty-six of these bodies. We subjoin a table exhibiting the whole list, writh the names of the discover¬ ers, the dates of discovery, and relative magnitudes of their orbits subjoined. It is only necessary to explain, that they are placed in the order of their mean distances from the sun, as given by the orbits (many of them only provisional) which have been computed. Name of Planet. Flora Melpomene Victoria Vesta Iris Metis Phocea Hebe Parthenope Fortuna Massilia Thetis Astraea Egeria Irene Proserpine Lutetia Eunomia Juno Thalia Ceres Pallas Psyche Calliope Hygeia Themis No. in Order of Dis¬ covery. 8 18 12 4 7 9 25 6 11 19 20 17 5 13 14 26 21 15 3 23 1 2 16 22 10 24 Discoverer. Date of Discovery. | Mean Distance.! Hind Hind Hind Gibers Hind Graham Chacomac , Hencke De Gasparis i Hind De Gasparis j Luther Hencke De Gasparis: Hind Luther Goldschmidt De Gasparis Harding Hind Piazzi Gibers De Gasparis Hind De Gasparis De Gasparis 1847, Oct. 18. 1852, June 24. 1850, Sept. 13. 1807, Mar. 29. 1847, Aug. 13. 1848, April 26. 1853, April 7. 1847, July 1. 1850, May 11. 1852, Aug. 22. 1852. Sept. 19. 1852, April 17. 1845, Dec. 8. 1850, Nov. 2. 1851, May 19. 1853, May 5. 1852, Nov. 15. 1851, July 29. 1804, Sept. 1. 1852, Dec. 15. 1801, Jan. 1. 1802, Mar. 28. 1852, Mar. 17. 1852, Nov. 16. 1849, April 12. 1853, April 5. 2-202 2-297 2335 2-361 2-381 2-386 2-405 2-426 2-426 2-446 2-449 2-491 2-577 2-579 2-584 2-588 2 605 2 648 2-671 2707 2-768 2-773 2- 933 2 941 3- 122 3 357 Sidereal Period in Days. 1193 1275 1303 1326 1342 1346 1362 1380 1380 1397 1400 1436 1513 1514 1517 1521 1536 1573 1593 1627 1682 1686 1835 1842 2015 2252 The discovery of so many of these small planets has made it necessary to seek for some more convenient method of com¬ puting their perturbations than that of mechanical quadratures formerly in use. The difficulty of the calculations consists in the largeness both of the excentricities and inclinations of the orbits, since it is by powers of these quantities or functions of them, that the effects of perturbation are expressed in the ordi¬ nary methods. In a paper published by Professor Hansen in 1843, in the Transactions of the Royal Academy at Berlin, and since translated into the French language by Mauvais, and published Theoretical, in the Connaissance des Temps for 1847, a method is given by which the variations of these elements can be expressed in ^' j general terms by means of series converging with a sufficient degree of rapidity. Professor Encke has for several years devoted considerable attention to the same subject, and has recently devised a me¬ thod of remarkable simplicity for effecting the summations of the perturbations. The pamphlet containing the exposition and application of the method has been translated from the German by Mr Airy, with additional notes and illustrations, and is appended to the Nautical Almanac for 1856. A remarkable paper by Mr G. P. Bond, on the same subject, is printed in the fourth volume of the Memoirs of the American Academy, entitled, “ On some applications of the method of mechanical quadratures.” Jupiter. On account of the vast size of the planet Jupiter, the deter¬ mination of his mass is a matter of very great importance, and on account of the brightness of his satellites, this determination is easily effected by means of their observed elongations. Till the year 1832, however, no observations of the satellites were extant which were sufficiently accurate for the purpose. At this time, Professor Airy made an excellent series of ob¬ servations of the extreme elongat ions of the fourth satellite, and obtains for the value of the mass rviv-T- In the years 1833 and 1834 he repeated the observations, and found for the mass the values and -nrcV-iri* He finally caused a similar set of observations to be made with the Shuckburgh equatorial at Greenwich, in 1836, and found for the value, ttiVw The weights which he assigns to these results are 2,2’3, and 8, and his definitive value is TTyiv-TT- The separate investigations will be found in vols. vi., viii., ix., and x. of the Memoirs of the Royal Astronomical Society. About the time of the commencement of Mr Airy’s observa¬ tions, Bessel had undertaken the same problem on a more ex¬ tended plan, including not only the determination of the mass of Jupiter, but a complete revision of the elements of the or¬ bits of the satellites, by means of observations of their elonga¬ tions. For this purpose he commenced with the Konigsberg heliometer a very elaborate series of measures of distance and angle of position of all the satellites relatively to their primary, which was continued from 1832 to 1835, and then again taken up and completed in 1839. His resulting values of the mass are as follow :— From the observations of the 1st satellite, 1048,381 2d 1048-153 3d 1048-143 4th ... 1047-746 and from these values he deduces for the definitive value of the mass of the Jovial system Bessel’s dissertation on the mass of Jupiter is contained in the second volume of the Astronomische Untersuchungen, a work containing several of the most profound researches of this eminent astronomer, published in 1842. The dissertation is accompanied by new tables of the satellites. An investigation of the value of the mass of Jupiter was also made by Professor Santini at Padua in 1835, by observations of distance of the fourth satellite from the centre of the primary, made with a double-image micrometer furnished by Amici. The definitive result for the mass is and this dissertation also is accompanied by tables of the motion of the fourth satel¬ lite. (Memorie della Societa Italianadelle Scienze, vol. xxi.) With regard to the form of the planet Jupiter, the received value of the ellipticity for many years was that deduced by Struve at Dorpat—viz., T^-.T. (See Memoirs of the Royal As¬ tronomical Society, vol. iii.) This value has, however, been found to be sensibly erroneous, by means of measures taken in several successive years at the Greenwich Observatory, wdth a double-image micrometer applied to the Sheepshanks equatorial. The value of the ellipticity, deduced from nearly fifty sets of measures averaging ten measures in each set, is T j.7. We may finally mention a valuable paper by Mr ’Wool- house, on the satellites of Jupiter, which will be found in the appendix to the Nautical Almanac for 1835. It contains new tables for the calculation of the occultations of the satel- 1 92 ASTRONOMY. Theoretical lites, and of the transits of the satellites and shadows across Astronomy :t}ie disk of the planet. Supplement Saturn. The additions made to our knowledge of the theory and phy¬ sical constitution of this important member of the solar system have been very great. In treating of them, we will take in order the orbit, the uranography of the body, the form of the body, the rings, and finally the satellites. The tables representing the motion of Saturn, which have been used to the present time, are those of Bouvard, and in the construction of them a curious error has been detected by Mr Adams, in his course of investigations concerning the orbit. Mr Adams detected a periodical error of latitude of consi¬ derable amount, which, he felt convinced, could not arise from any imperfection in the theory of the perturbations ; and on examining the law of the error, of which the period appeared to be nearly twice that of Saturn in his orbit, he traced it to Table xlii. in Bouvard's Tables. The formula given in the introduction is correct, but the computation of the whole table is totally erroneous. Mr Adams gives, in the 14th number of vol. vn. ot the Notices of the Royal Astronomical Society, a correct table of the values of the inequality in question, to which we would direct the attention of the reader. _ In considering the various phenomena which, must be con¬ stantly occurring before the eyes of a spectator situated on.the surface of Saturn, attention is naturally directed to.the efleets which would be produced by the projection of the rings on the firmament of the spectator, and to the consequences resulting from its interposition for a long period between him and . the sun. It has been generally considered, without entering into calculation, that, to the inhabitants below a certain latitude on the planet, the rings, stretching in a circular shape across the heavens, would present a magnificent spectacle for a certain number of years, or as long as the sun should continue on the same side of the ring with the spectator; but that an equally long eclipse, with total absence of light, would be suflered by the inhabitants after the passage of the sun to the other side of the ring. Dr Lardner has recently shown, in an elaborate paper printed in vol. xxii. of the Memoirs of the Royal Astrono¬ mical Society, that this view of the subject is to. a great ^ex¬ tent erroneous ; and that even Madler, who, in his Populare Astronomic, has entered more minutely into the consideration of the uranography of Saturn, has made some grave errors in treating the subject. For the details of the investigation by Dr Lardner, we must refer to his paper. The form of the planet Saturn has been the subject of con¬ siderable discussion at various times, but its strictly elliptical figure has been recently established beyond controversy, and the amount of the ellipticity has been very accurately determined. At the time of the disappearance.of the ring in the years 1832 and 1833, Bessel took the opportunity of measuring the planet with the heliometer, with, the express view, of deciding upon the correctness of Sir William Herschel’s opinion, “ that at middle latitudes the figure of Saturn deviated consider¬ ably from an ellipse,” and also of determining accurately the amount of the ellipticity. He measured, therefore, in the directions of the polar and equatorial diameters, and of dia¬ meters lying nearly in latitude 45 , and found that the shape was strictly elliptical, and that the ellipticity, deduced from all the measures taken when the ring was either very small or totally invisible, was 75.-5eth. Recently, at the last disappearance.of the ring m 1848, a series of measures was made with a similar object at Green¬ wich, by the Rev. R. Main, which give results almost identi¬ cal with those of Bessel. The shape is proved, by a careful dis¬ cussion of all the measures, to be strictly elliptical, and the de¬ duced ellipticity is Mr Main’s paper is printed in vol. xix. of the Memoirs of the Royal Astronomical Society. With regard to the present physical condition of the surface of Saturn as well as of Jupiter, Mr Nasmyth has thrown out some ingenious conjectures based on the knowledge which the rapid advance of geological science has gained tor us w ith re¬ gard to the former conditions of the surface of our own planet. Such inquiries are fair subjects of speculation in the present state of the physical sciences, and Mr Nasmyth’s paper in No. Theoretical 2 of vol. xiii. of the Notices of the Royal Astronomical So- Astron0my. ciety is well worth perusal. . _ . Amongst the most remarkable discoveries of recent times “ v~’*- with regard to the rings of Saturn, is that of the inner dusky or semi-transparent ring, sufficiently obvious to any observer capable of using well a moderately good telescope, but which, previously to the year 1850, was scarcely suggested by any astronomer. It appears, however, by a paper by Dr Galle of Berlin, published in the Nachrichten, No. 756, and discussed with his usual judgment by Mr Dawes in the Monthly Notices of the Royal Astronomical Society, vol. xi. p. 184, that this interesting phenomenon was seen by him with the large Ber¬ lin refractor in the year 1838, though the observations were not published at the time in the Nachrichten, and the atten¬ tion of the scientific world was not generally drawn to it. The account of Galle’s observations, accompanied by drawings ex¬ hibiting the trace of the dusky ring as it crosses the body of the planet, was given by Encke in the Transactions of the Berlin Academy for 1838. This was the only intimation of the existence of the inner ring received by the scientific world from that time till the year 1850, when its existence was recognized almost simultaneously b3T two observers, namely, by Professor Bond of the Cam¬ bridge Observatory, U.S., and by the Rev. W. R. Dawes at Wateringbury, near Maidstone. Since that time there has been no difficulty in seeing this curious appendage to Saturn, though it still requires a practised eye and a good telescope. At thq time of the discovery of the dusky ring, Mr Dawes also satisfactorily established the fact of the outer division of the exterior ring near its outer extremity ; and subsequently he observed a series of discontinuous gradations of . colour or intensity of brightness in a portion of the inner bright ring. He observes, that “ the exterior portion of the inner bright ring to about one-fourth of its whole breadth, was very bright, but that interior to this, the shading-off did not appear, as under ordinary circumstances, to become deeper towards the inner edge without any distinct or sudden gradations, of shade ; on the contrary, it was clearly seen to.be arranged in a series of narrow concentric bands, each of which was darker than the next exterior one. Four such were distinctly made out, they looked like steps leading down to the black chasm between the ring and the ball. The impression I received was, that, they were separate rings, but too close together for the divisions to be seen in black lines.” This curious phenomenon was con¬ firmed afterwards by Professor Bond. Many valuable observations of Saturn and his rings have been made recently by Mr Lassell, who, in the autumn of 1852, established himself with his 20-foot reflecting telescope at Malta, for the purpose of observing in a purer atmosphere. Amongst his discoveries may be mentioned the fact of the semi-transparency of the dusky ring., which curious fact had been previously recognized by Captain Jacobs at the Madras Observatory. ^ Mr De la Rue has also devoted considerable attention to the system of Saturn, and has recently published an admirably exe¬ cuted drawing, which embodies the results of his observations. We would, before concluding our remarks on the rings of Saturn, draw attention to a remarkable paper by M. Otto Struve,’ printed in vol. v. of the Petersburg Memoirs. M. Struve’shows with tolerable certainty that the inner or dusky ring is not a modern appendage to the planet, as might almost be-suggested by the fact of its remaining so long undiscovered; 'but that at the beginning of the eighteenth century, the dark line thrown by it across the planet was not confounded with the shadow of the bright rings, but was known by the name of the equatorial belt. But one of the most curious results of M. Struve’s researches is that by a comparison of the micrometrical measures of Huyghens, Cassini, Bradley, Plerschel, W. Struve, .Encke, Galle, and himself, he finds that the inner edge of the interior bright ring is gradually approaching the body of the planet, while at the same time the total breadth of the two bright rings is constantly increasing. An eighth satellite of Saturn was discovered in 1848, inde¬ pendently, and almost simultaneously by two observers, Pro¬ fessor Bon’d and Mr Lasseli. The names of the seven satel- astronomy. 93 heo-ctical lites previously known, proposed by Sir J. Herscbel, were stronomy: Mimas, Enceladus, Tethys, Dione, Rhea, Titan, and lapetus. ipplement j?or new satellite Mr Lassell proposed the name Hyperion. ' jts period, as determined by Mr Lassell, from a comparison of observations made in 1850 with those made in 1852 and 1853 is 21'297 days; and, in order of distance from Saturn, it lies between Titan and lapetus, the latter being the exterior of all. Uranus. For many years the orbit of Uranus has been the occasion of oreat embarrassment to astronomers, from the impossibility of adequately reconciling the ancient and modern observations by any one set of elements, and from the rapid increase of the tables from year to year. . Amongst the astronomers who entered seriously upon tne task of tracing the course of the irregularities in the motions of the planet we can only mention those who arrived at a successful solution of the problem ; namely, M. Leverrier and Mr Adams, each of whom has attained to a world-wide celebrity by the profound and masterly analysis which led to the dis¬ covery of the disturbing planet Neptune. In France the attention of M. Arago had been particularly directed to the subject; and about the year 1845 he earnestly represented to M. Leverrier the importance of the question, and induced him to lay aside the cometary researches on which he was engaged, and to enter upon the painful and laborious calculations which the problem demanded. The first part of M. Leverrier’s work consists of a complete revision of the theory of the perturbations of Uranus ; and his first memoir, which was presented to the Institute in November 1845, is devoted to the exact redetermination of the perturba¬ tions produced by Jupiter and Saturn ; and this profound in- vestigation is conducted with the same masterly skill wine distinguished his researches on the orbit of Mercury. The second memoir was read before the academy on June 1. 1846, and has for its chief object the comparison of the ob¬ served places of Uranus with the tabular places, computed bj Bouvard’s tables, corrected according to the previous investiga¬ tions for the new inequalities produced by Jupiter and Saturn, and for such other errors as had been discovered in the progress of the work. He arrives at the important conclusion, that though large errors existed in the tables, and through .this cause alone they could not correctly represent the observations, yet that the difference existing between theory and observation could not be adequately accounted for by such imperfections, and that the cause of the “ discordances’ must be sought for el g 0^1161*6 • It is but just to Mr Adams to state, that he also, before entering upon the task of accounting for the discrepancies ob- served, by the hypothesis of an exterior disturbing planel, .re¬ computed all the principal inequalities produced by the action of Jupiter and Saturn, and satisfied himself that errors m the tables would not account for the failure in the agreement be¬ tween theory and observation. With regard to the satellites of Uranus some considerable discoveries have been made, though modern research has f ailec to identify the greater number of those seen by Sir W. Her- schel. However, two additional satellites certainly (and pro¬ bably three) were found in 1847 by the exertions of Mr LasseL and M. Otto Struve, each of which is nearer to the planet than any of those discovered by Sir W. Herschel. In the Notice of the Royal Astronomical Society for January 1848, will be found the account given by each of these astronomers of the discovery of at least one satellite interior to the second of Sir W. Herschel. Mr Lassell observed the same object for several nights, and on one occasion he observed an additional one, the positions of the object observed being always on the north si e of the planet. M. Otto Struve, on the contrary, observed an ob¬ ject always on the south side only of the planet. In the A otice for March 1848, will be found a paper by Mr Dawes, in which he discusses very thoroughly the whole of the observations mac e by both astronomers, and arrives at the conclusion that the objects observed by them are not identical, and consequently that two satellites must have been discovered. Mr Lassell has since that time been able to follow’ up the observations of both these bodies, and by a comparison of the observations made by him in 1847, 1851, and 1852, he finds Theoretical, for the period of the inner satellite which he calls Ariel, 2-520378 days, and for the period of the exterior one (Um- v ™ _ j briel) he deduces 4-144557 days. By a rigorous scrutiny of all the observations made by the two Herschels, Dr Lament, and Mr Lassell, of the two bright satellites of Sir W. Herschel, Mr Adams finds for their periods 8d 16h 56m 24s,88, and 13d llh 6^ 55s,21. Neptune^ In whatever light we regard the discovery of the planet Neptune, it must certainly rank amongst the most brilliant of the discoveries of the present century the highest achieve¬ ment in an age abounding with every resource of science and intellectual cultivation. . . „ ,, It has been stated that Leverrier undertook the task of the revision of the theory of Uranus at the instance of M. Arago, that his first memoir on the subject was read before the French Academy in November 1845, and that his second me¬ moir was read in June 1846. These memoirs wepe printed in the Comptes Rendus, vols. xxi. and xxii. In the second memoir Leverrier demonstrates that an account of the motions of Uranus can only be given by the introduction of the disturb¬ ing force of a new exterior planet, and he fixes its position for 1847, January 1, at 325° heliocentric longitude. . The third memoir, entitled “ Sur laplanete quiproduit les anomalies observees dans le mouvement d’ Uranus—Deter¬ mination de sa masse, de son orbite, et de saposition actuelle, was read on August 31. 1846. In it the position,of the disturb¬ ing planet is fixed more exactly at 326° 32' heliocentric longi¬ tude for 1847, January 1. The three memoirs mentioned above were read betore tlie discovery of the planet;—the fourth, memoir, containing the remaining part of M. Leverrier’s investigations,. was read after its discovery, on October 5. 1846, and both this and the third are printed in vol. xxiii. of the Comptes Rendus . The fourth memoir is entitled “ Sur la planete qui produit les anomalies observees dans le mouvement d’ Uranus; cinquieme et derniere partie, relative d la determination de sa position au plan de I’orbite.” Finally, the whole investigation was printed as one continu¬ ous treatise hi the Additions to the Conriaissance des lemps for 1849. The discovery of the disturbing planet followed almost im¬ mediately after the publication of the third memoir of Le¬ verrier, In acknowledging the receipt of a paper from his friend Dr Galle of Berlin, he took the opportunity of request¬ ing him to search for the planet with the large refracting tele¬ scope of the Berlin observatory, at the position which he in¬ dicated to him. This letter reached Berlin on September 23, and on the same evening Galle had an opportunity of comply¬ ing with the request contained in it. He observed all the stars in the neighbourhood of the place indicated, and compared their places with those given in Bremicker’s Berlin Star-Map (Hora xxi.) This map, it is necessary to say, had not yet reached England, and on this circumstance probably depended the priority of discovery at Berlin. He very quickly found a star of about the eighth magnitude, nearly in the place pointed out, which did not exist in the map. Little doubt was enter¬ tained at the time that this was the planet, and the observa¬ tions of the next two days confirmed the discovery. It will now be necessary to explain in few words the at¬ tempts made in England during the same period of time to se¬ cure the discovery of the planet. Mr Adams had, ever since the year 1841, determined on attempting the solution ot tbe problem relating to the unknown disturbances of Uranus, and in 1843 he began his investigations. In September 184j, he communicated to Professor Challis the values of the. elements of the orbit of the supposed disturbing planet, and, m the loi- lowing month, he communicated to the astronomer-royal the same results slightly corrected. Mr Airy entered into corre¬ spondence with him, and requested, to be informed whether the assumed perturbations would explain the errors of radius-\ ec or as well as of longitude. From some unexplained cause, no answer was received to this letter, and no steps were taken in England to secure by observation the discovery of the plane, till the summer of 1846, after the publication of Le\eirier s 94 ASTRONOM Y. Astr0ornimal-SeCOnd ™einoir> in w]l'lch same position, within one degree, Supplement T'aS assh?nec^ ^ie disturbing planet, as that given in Mr i , Adams’s paper. The resources of the Cambridge Observatory were now brought into use for the discovery of the planet, and a syste¬ matic search was begun by Professor Challis with the great A orthurn berland telescope. With regard to the success of the system devised for conducting the observations, it is sufficient to say that the sweeps of the portion of the heavens in which it was supposed the planet would be found, were begun on July 29, and the planet was actually observed on August 4, but without recognition. After the discovery of the planet at Berlin, it was found that the planet had also been observed on August 12. If, therefore, Bremicker’s map had been in the hands of Professor Challis, or if he had found leisure for the mapping of his observations from night to night, Neptune would have been infallibly detected within a very few days of the commencement of the search, and the whole glory of the discovery would have belonged to the English geometer. The subsequent history of the planet may be summed up in few words. An ancient observation in Lalande’s catalogue was discovered almost simultaneously by Mr Walker, of the Washington Observatory, and by Dr Petersen at Altona ; two observations, the one in October 1845, and another in September 1S46, were also detected by Mr Hind in Lament’s Zones ; and these (especially the former) contributed greatly to the con¬ struction of an accurate orbit. An excellent orbit was com¬ puted by the joint labours of the American astronomers Peirce and Walker, which, up to the present time, continues to re¬ present perfectly the motions of the planet. Our sketch of the history of Neptune is necessarily so im¬ perfect, through want of space for details, that we feel it ne¬ cessary to add a list of the principal works to be consulted by those who are desirous of obtaining correct notions on all points relating to this brilliant discovery.—1. Airy’s Account of some circumstances historically connected ivith the Discovery of the Planet exterior to Uranus.'—Notices of the Royal Astro¬ nomical Society, yol. yii., p. 121; 2. Gould’s Report to the Smithsonian Institution on the History of the Discovery of Neptune ; 3. Lindenau’s Beitrag zur Oeschichte der Nep- tun-Entdeckung, in the Erganzung-Heft to the Astro. Nachr. published in 1849 ; 4. Sir J. Herschel’s account in his Outlines of Astronomy. Almost immediately after the discovery of Neptune, it was found to be attended by one satellite. This discovery was made by Mr Lassell in October 1846, and the orbit of the sa¬ tellite is o found to be inclined to the elliptic at an angle of about 35 . By observations of this satellite at Cambridge in America, and at Pulkowa, two separate values of the mass, namely, tuIw and ti! have been deduced ; but the object is so difficult to observe that a considerable time must elapse before any very accurate determination will be arrived at. CHAP. IV. OF COMETS. On the chief Discoveries recently made in Cometary Astronomy. The discoveries in Cometary Astronomy have kept pace with those in the other departments of the science. With regard to theory, it has become of great importance, on account of the great number of comets which are discovered' to ease as much as possible the practical difficulties of the me¬ thods of computing the orbits, and many excellent papers will be found in the Astronomische Nachrichten, and in the Me¬ moirs of the Royal Astronomical Society. In particular, we would refer to a paper by Mr Airy, in vol. xi. of the Memoirs, the object of which is to render La¬ place’s method of computing the orbit of a comet easier of application, by enabling the computer to deduce the orbit im¬ mediately from the observed right ascensions and declinations, without the conversion of those quantities into longitudes and latitudes. This method evidently requires that the co-ordinates of the sun referred to the equator should also be computed; and these co-ordinates have therefore been given for some years past in the Nautical Almanac. For an expedient method of calculating an ephemeris of a Theoretics] comet from its elements, we would also refer to a paper by-Astronomy Mr Woolhouse, in the appendix to the Nautical Almanac SllPPlemenr for 1835. We will now proceed to give brief notices of some of the most remarkable comets which have appeared during the pre¬ sent century. For full information, and for complete cata¬ logues of comets, the following works may be referred to :—■ 1. Jahn’s Verzeichniss aller his zum jahre 1847 herechneten Cometen-bahnen, Leipzig, 1847; 2. Hind’s work, entitled The Comets, London, 1852; 3. Cooper’s Cometic Orbits, Dublin, 1852; 4. Encke’s valuable edition of Olbers’s Ab- handlung, Berlin, 1847. Enclce s Comet, or Comet of Pons.—This comet was dis¬ covered in October 1805, almost simultaneously by Pons and other astronomers, being the third observed appearance. At this apparition it was sufficiently bright to be seen with the naked eye. Its next apparition was in 1818, when it was again discovered by Pons on November 26. By calculations accord¬ ing to Gauss’s methods, based upon the great number of obser¬ vations made at this apparition, Encke proved the orbit to be an ellipse, with a period of about 2f years, and established its identity with the comets which appeared in 1786, 1795, and 1805. To do this it was necessary to. calculate the whole of the perturbations which it had experienced from the large planets, from the time of its apparition backwards to the dates of the.other apparitions. This enormous labour Encke satis¬ factorily accomplished in a very short space of time ; and the comet has ever since been called most commonly after his name. Since that time it has been observed at most of its apparitions, of which one of the most favourable for observation was in 1838. It was in the discussion of the elements of the orbit from the observations made at this apparition, compared with the previous ones, that Encke was induced to enter seriously upon the celebrated problem of the retardation probably expe"- rienced by the comet by a highly-attenuated resisting medium. The value of the constant of resistance was afterwards defi¬ nitely determined by him, and the disturbance produced by this singular cause has been introduced into every subsequent dis¬ cussion of the orbit. In the year 1805 appeared the comet now known as Biela’s Comet, also of short period. It was discovered by Pons on November 10. It was afterwards observed at the appari¬ tions of 1826, 1832, and 1846, and at the last appearance pre¬ sented the remarkable phenomenon of a double comet, both components being together in the field of the same telescope. Its period is rather less than seven years. In 1807 appeared a great comet, surpassing in splendour any which had appeared since 1769. One of the most remark¬ able phenomena attending it was a double tail. In 1811 appeared a very splendid comet, whose appearance is still remembered by many persons yet living. Its orbit was so situated that for many months it was circumpolar, and this added to the lustre of its appearance. In October the tail ex¬ tended over an arc of 25° in length. In 1812 appeared a fine comet, at one time visible to the naked eye. It was discovered by Pons on July 20. Encke calculated elements, giving a period of about 71 years. In 1819 a great comet suddenly made its appearance at the beginning of July. The tail was about 7° in length, and at one time it must have transited the sun’s disk. In 1823 appeared a come# worthy of notice, from the fact of its exhibiting two tails, of which one was turned towards the sun, and the other in the opposite direction. In 1825 appeared a great comet, which was discovered in¬ dependently by Pons and Biela in July, and continued visible till the same season of the following year. The tail, which was double, extended over an arc of 15°. In 1830 appeared two comets, visible to the naked eye, the first of which was discovered by Gambart in April. Each was attended by a tail, and the nucleus of each was bright. In 1835 appeared, according to prediction, the famous comet of Halley. It was first detected at Rome by Dumouchal, on the 5th of August 1835, and was observed till May 1836; and excellent series of observations of it were made at the greater number of the observatories both of the northern and southern hemisphere. For particulars of its appearance, the reader Theoretical Astronomy: ASTRONOMY. may consult Sir J. Herscliel’s Results of Observation* made ■at the Cape of Good Hope; the Memoirs of the ll«ya\ff]r0; nomical Society; and Struve’s Beobachtungen des Halley- schen Cometen, where admirable drawings will he found of its appearance at various phases. To these may beadded Bessel’s drawings in the Astronomische Nachnchten No. dUJ. Westphalen’s elliptic orbit corresponds to a period ot about 76Inei843 appeared the most remarkable comet of the present century, familiarly known as the great comet of 1843. Ihis comet ^ame suddenly upon astronomers m all ^^ness the immense tail being first seen m England m the month ot March, like a long band of light cirrous cloud, not very high above the south-west horizon soon after sunset. . For accounts of its physical appearance, we are indebted chiefly to accounts given by officers of ships on their P»ssag to England from the southern seas, and a great number of such accounts will be found in vols. v. and vi. of tbo Notices of the Royal Astronomical Society. As seen by southern observer^ the spectacle presented by it must have ^en very ^d The tail extended over an arc varying from 30 to 45 , and its breadth was so great that it produced the effect of two distinct streams of light united at the head of the comet, but separated throughout nearly the whole length by a dark interval. But the most Remarkable observations ot this comet were made in America at the time of its nearest approach to the sun’s disk, in broad daylight, by Mr J. G. Clarke, at Portlan , in the State of Maine. He measured the distance of the nu cleus from the sun (about 34°) in strong sunshine, and states that it and the tail were as well defined as the moon m a clear day, and resembled a perfectly pure white cloud. In 1843 was also discovered a comet of short period, by - . Faye, which has been the subject of some remaAable papers bv Leverrier, in vols. xx., xxv., and xxvi. of the Comptes Rendus. The period of this comet is about 7a years> and 1 wots observed on its return in 1850. -r\ -n- In 1844 another periodical comet was discovered by De \ no nt T?nme The period is about 1993 days, but it was not ob- served atite return in 1850, owing to its «nfayo™ne posto In 1845 a briaht comet was discovered by Coiia at t arma, oJjune 2. It fas at one period visible to the naked eye, and “ifX* of February 26, an interesting pmodfcai comet was discovered by Brorsen. The period is about 5S years. It ZZ not seen at its return in 1851, being very near the sun at TZmI rfXas discovered by Mr HM on February 6 Before its perihelion passage, it became bright TntuTto be seen in the doming twilight, and it was observed Pliwe to the sun on March 30, at noonday. , , ^ „ In 1850 on May 1, a comet was discovered by Petersen, wh£h Sue bright enough to be visible to the naked eye, with a tail several degrees m length. October 22 In 1851, Brorsen discovered a bright comet on October which exhibited a double tail. wKlinker- Tn the present year 1853, a comet was discovered by EimJter fues at Gfittingen^on Jun^ 10, which in August became very bright, and for several evenings was a s]denCJ^ ;ted'a tail Tier west, seen after the setting of the sun. It exhibited a tail per fectly straight, of several degrees in length. CHAP. V. OF THE FIXED STARS. Sect. Ccit&locjyjcs* Within the last few years very many vaiuabie f logues have been added to the list, through the combmed la¬ bours of public and private observers. names of a few of the most important, with such notices o their construction as seem necessary . , T,rah/ ]. The Catalogues of Ptolemy, Ulugh Beigh, Tycho BraM Halley, and Hevelius, have been admirably edited J Bailyl and form vol. xiii. of the Memoirs of the Royal Astro W02? Flamsteed’s Catalogue in the ^s b^en also edited by Mr Baily, and was published m 1835, together with his life of Flamsteed. 95 3. A Catalogue of the Stars in Lalande’s Histoire OcZeste Theoretic^1; (about 40,000 in number), edited and compiled by Mr Baity, Supplement at the expense of the British Association, and printed at the expense of the Government in 1847. , 4 The Catalogue of Stars of the British Association, con- taming 8377 stars, edited by Mr Baily. 1845. 5. Lacaille’s Catalogue of 9766 Stars, reduced at the expense of the British Association, under the superintendence of 1 ro- fessor Henderson, and printed at the expense of the Govern¬ ment, under the direction of Mr Baily, with Preface by Sir J. 6. Sir Thomas Brisbane’s Catalogue of 7385 Stars, chiefly in the Southern Hemisphere, observed at Paramatta. 1835. 7. Groombridge’s Catalogue of Circumpolar Stars, edited by ^8. Johnson’s Catalogue of 606 Principal Stars in the South¬ ern Hemisphere, 1835. 9. Argelander’s Catalogue of 560 Stars exhibiting Proper Motions*5observed at Abo. 1835. _ Q, 10. The Greenwich Twelve-Year Catalogue of 21o6 Stars. 1849 11 Taylor’s Madras Catalogue of 11,015 Stars. 1844. _ 12'. Weisse’s Catalogue of those Stars in Bessel’s Zones, situ¬ ated in a Zone extending 15° North and South of the Equator. 1813. Oeltzen’s Catalogue of the Stars in Argelander’s Zones situated between 45° and 80° North Declination^ 2 vols. 1851 and 1852. (This valuable Catalogue forms vols. 1. and 11. of the Third Series of the Annalen des h. k. Sternwarte in Ij ten.) 14. Rumker’s Catalogue of 12,000 Stars. 1840-1851. 15. Cooper’s two Catalogues of 30,097 Stars near theEchptic, observed at Markree. 1851 and 1853. . . Several other Catalogues will be found m the Memoirs of the Royal Astronomical Society, but we have not space for separate accounts of them. _ _, ^ , , The following Catalogues of Double Stars must be men- 1. Struve’s Great Catalogue of Double and Multiple Stars, observed at Dorpat. 1837. 2. Struve’s Catalogue of 514 Double and Multiple Stars ob¬ served at Pulkowa. 1843. . . 3. Herschel and South’s Catalogue of 380 Double and Inple Stars. (Phil. Trans, for 1825.) 4 Dawes’s Catalogue of 121 Double Stars, observed at Ormskirk in the years 1831-1833. {Memoirs of the Royal Astronomical Society,vo\. ~ 5. Smyth’s Cycle of Celestial Objects 2 vols. 1844. 6. Struve’s Catalogue of tlie Mean Places of the Stars ou- served at Dorpat from 1822 to 1843. 1852. Section II. Of the Apparent Magnitudes, Number, and Distribution of the Stars. In any scheme for the re-arrangement of the stars m new constellations or asterisms, according to the views of Sir John Herschel {Memoirs of the Royal Astronomical Society,\ol. xn.), or for thoroughly correcting the old arrangement of the con¬ stellations, a knowledgeof their relative brightness or apparent magnitudes is absolutely necessary; yet this department of the science remains, even at present, m a very unsatisfactory state; and the estimated magnitudes set down m our best catalogues are always vague, and frequently inaccura e. Notwithstanding this, however, several successful attempts have been made by eminent astronomers to put this branch of science on a better footing ; and, under this head, its progress is mainly due to Argelander, Herschel, Johnson, and Dawes. Argelander’s remarkable work, the Uranometria JS ova, pub¬ lished in 1843, gives for the northern heavens the most accu¬ rate scale of magnitudes for all stars visible to the naked eye, though the estimations do not profess greater acca™cy tjmii the descending scale of thirds of magnitudes employed by him W1Sir JHIerschel, while at the Cape, made the estimation of the magnitudes of the stars on a better system than any for¬ merly employed—one of his most important su_ FJ s ’ naked-eye observations alone has assigned magni uc es ^ 500 stars on a systematic plan, and with a degree o 96 ASTRONOMY. Theoretical strable accuracy far exceeding anything which had been pre- Astronomy: viously attempted. For a detail of his methods we must refer ^uppiement to his Observations at the Cape of Good Hope. “ v-"- Mr Dawes has also been successful in devising a method for observing the magnitudes of telescopic stars, which is very easily applicable, and requires only ordinary perseverance and labo¬ rious observing, to establish, on a perfectly satisfactory basis, a scale of magnitudes for all telescopic stars in the heavens. (See Monthly Notices of the Royal Astronomical Society, vol. xii.) Mr Johnson has also, in the course of his re-observation of the stars of Groombridge’s Catalogue, paid great attention to the correct estimation of their magnitudes, and has lately de¬ vised a method, by the use of the heliometer, for comparing directly the magnitudes of such stars as lie within its range, so as to be brought into the same field. The results of his re¬ searches are published in a pamphlet appended to his last published volume of observations. On the subject of the number and distribution of the stars, a most valuable work was published by the elder Struve in the year 1847, entitled Etudes d’Astronomie Stellaire ; sur la Voie Lactee et sur le distance des Etoiles Fixes; which gives a most lucid account of his own elaborate researches on this sub¬ ject distributed throughout his other works, and especially of his preface to Weisse’s Catalogue. Of this treatise an excel¬ lent abstract was given by Mr Airy, and is included in the Report of the Council of the Royal Astronomical Society of February 11, 1848, printed in the Monthly Notices. To this extract we must refer the reader for further information. The almost-despaired-of problem of finding the distances of some of the fixed stars, has been successfully solved during the present half-century ; and in no branch of astronomy has the perfection, both of the theoretical and practical methods adopted by modern astronomers, been more severely tested, or more triumphantly successful. The star 61 Cygni, a binary system of two stars of very nearly equal magnitudes, connected by gravity, and having a large proper motion, is that of which the parallax was first detected and ^measured by Bessel, by means of comparative measures of distance made with the heliometer, extending from the year 1837 to 1840, of which the whole series will be found in vols. xvi. and xvii. of the Astr. Nachr. The definitive Theoretical value of the parallax arrived at is 0,/,3483, which corresponds Astronomy: to a distance of about 600,000 radii of the earth’s orbit. Supplement The bright southern star a Centauri, has also had its paral- / lax determined with great care by several series of meridian observations of zenith distance made by Professor Henderson and Mr Maclear. The resulting parallax amounts to very nearly l". The parallax of a Lyra3 was determined by micrometrical measurements, made by M. Struve, of its distance from a neighbouring faint star. The series of observations extended from November 1835 to August 1838, and the resulting value of the parallax is O'^OIO. But the most remarkable paper on annual parallax is that by M. Peters of the Pulkowa Observatory. He gives in this paper the results of the meridian observations made with Er- tal’s circle, to determine the parallaxes of the stars Polaris, Capella, ( Ursac Majoris, Groombridge 1830 (having large pro¬ per motion), Arcturus, « Lyrae, « Cygni, and 61 Cygni. The results he arrives at are as follow Parallax For Polaris -p 0-067 ... Capella + 0046 ... / Ursas Majoris + 0T33 ... Groombridge 1830 + 0‘226 ... Arcturus + 0T27 ... a Lyrse + 0T03 ... a Cygni _ 0-082 ... 61 Cygni + 0-349 , We have endeavoured in the preceding pages to give a few of the most prominent of the researches and discoveries which have enriched astronomical science in the present century; but the very small space which could be allotted for this extension renders of necessity the accounts very imperfect, and forbids any details. It is hoped, however, that the references given will enable the reader to obtain for himself the full details of investigations of which we have only indicated the outlines, and to study fully the methods by which the results given in the preceding pages have been arrived at. (k. m—n.) With prob. error. .. 0-012 .. 0-200 .. 0-106 .. 0-141 . 0-073 . 0-053 . 0-043 . 0-080 PART III.1 PHYSICAL ASTRONOMY. The whole science of astronomy may be reduced to two general problems. The first is to express the position of all the heavenly bodies in terms of the time reckoned from a given instant, either in the past or the future dura¬ tion of the world. The same may be otherwise stated by saying, that the thing required is, to express the position of any one of the heavenly bodies in a function of the time, the time being considered as the only variable quan¬ tity, though combined with other known quantities, which enter into the function as the co-efficients of the different terms. This is the most general view of that which is usually called descriptive, or sometimes geometrical as¬ tronomy. The solution of this problem enables us to de¬ termine for any time the places of the heavenly bodies, relatively to one another, and relatively to any point on the earth’s surface. It contains under it an endless variety of subordinate problems, embracing a long series of suc¬ cessive generalizations, from the first observations to the determination of the orbits of the heavenly bodies, and the final reduction of all that concerns their motions into the form of astronomical tables. The second problem is, to compare the laws of motion in the heavens, as discover¬ ed from the preceding investigations, with the laws of motion as already known on the surface of the earth, in order to find out whether or not they are the same; and, if not, in what their difference consists. The solution of this problem constitutes what is called Physical Astro¬ nomy : it is the same with inquiring into the causes of the celestial motions; for by causes we mean the general facts concerning the motion of bodies which are observed to take place on the surface of the earth. Though the first of these two problems goes necessarily before the second, for the solution of which it affords the data, yet, after this solution is obtained, it affords great assistance to many of the researches involved in the first, and exemplifies, in a most remarkable manner, the use of theory in the investigation of facts, and the re-action, as it were, of the second problem on the first. Taking for granted the solution of the first problem, as given under the other Parts of this article, we are now to ^This portion of the present treatise is reprinted from the article on Physical Astronomy contributed by the late Professor Play¬ fair to the Supplement to the fourth, fifth, and sixth editions of this work. The chief alteration made in this, the eighth edition, is the substitution of the differential for the exploded fluxional notation. ASTRO Physical consider the second, and to explain the manner in which Astronomy. {(• {jeen resolved by Newton and the philosophers who have come after him. The history of the first of these two problems is long and interesting, beginning from the remotest period to which the records or the traditions of mankind have ven¬ tured to ascend, and coming down to the present time ; and, in the ages to come, it is never likely to know any limit but the movable instant which separates the past from the future,—as long, at least, as science and civiliza¬ tion are inhabitants of the earth. The history of the second comes within small compass; because, between the first rude effort and the last refined investigation there is hardly any intermediate stepbutone. The concentric orbs of the ancient philosophers were an attempt at an explanation of the physical causes of the celestial motions, or at an assimilation of those motions to such as we are accustomed to see on the surface of the earth. The great phenomenon to be explained was the diurnal motion of the heavens, by which so many bodies, very distant from one another, all describe circles round the earth, keeping time so precisely with one another, that the revolutions, whether great or small, are accomplished in the same interval. This could not be, unless a connec¬ tion subsisted between those bodies ; and the most simple idea of that connection was, that the bodies were fixed in the surface of a sphere which revolved on an axis, and carried them along with it. If the whole of astronomy had been confined to the single fact of the diurnal revolution of the fixed stars, the hypothesis just mentioned would have been quite satisfac¬ tory. But as some of the heavenly bodies, such as the sun and planets, did not revolve precisely in the same time with the rest, it was necessary to assign to them particular spheres of their own. Those spheres, therefore, must be transparent: light must find an easy passage through them, and hence they must be crystalline. By degrees, as more accurate knowledge was obtained of the motion of the planets, it was found necessary so to increase the number of the spheres, that the complication of the struc¬ ture was burdensome to the imagination; the hypothesis did not answer the very first object of a theory, that of connecting the facts together; and it was so unlike any process of nature with which we are acquainted, that it was highly improbable. The hypothesis of the homocen¬ tric orbs therefore fell into discredit, and, after the dis¬ covery of the earth’s motion, was entirely abandoned. The next attempt to explain the whole system of the celestial motions was that of Descartes, by means of vor¬ tices of subtile matter, and the pressure which, by the cen¬ trifugal force of those vortices, was produced on the gross¬ er bodies of the stars. But as a taste for accurate know¬ ledge increased, and as men reflected more on the true objects of philosophic theory, the system of vortices ap¬ peared more and more defective, and at length ceased to have any followers. Newton succeeded, who, rejecting all the cumbersome machinery, both solid and fluid, of his predecessors, adopt¬ ed a plan far more philosophical in the design, and far more difficult in the execution, than any thing yet known in the physical or mathematical sciences. Assuming as true the three general facts concerning the planetary sys¬ tem known by the name of the laws of Kepler, he pro¬ ceeded to inquire by what sort of action on one another the planets could be made to describe orbits having the properties indicated by these three general facts. The general facts to which we now refer, are, I. That every planet moves so, that the line drawn from it to the sun describes about the sun areas proportional to the limes. VOL. IV. N O M Y. 97 II. That the planets describe ellipses, each of which has Physical one of its foci in the same point, viz. the centre of the sun. Astronomy. III. That the squares of the times of the revolutions of the planets are as the cubes of their mean distances from the sun. Sect. I.—Of the Forces which retain the Planets in their Orbits. \. If a body gravitating to a fixed centre have a motion communicated to it in a direction not passing through that centre, it will move in a curve, and the straight line drawn from the body to the centre will describe areas proportional to the times. Let S (fig. 109) be the centre to which the body A gra-Plato vitates, at the same time that a motion is communicated LXXXIX. to it in the direction AB. And first, let the gravitating or centripetal force be supposed to act, not continually, but at intervals, producing instantaneously, at the beginning of each interval, the same velocity that it would have pro¬ duced by acting continually during the whole of that time : let AC be the space which the body would describe by the action of this force alone; also let AB be the space which it would describe in the same time by the projectile force acting on it alone. It will therefore describe the line AD, the diagonal of the parallelogram contained by AB and AC, and at the end of the first interval will be in D. If, then, no new impulse of gravity were to act on it, it would in the second interval of time go on in the direc¬ tion AD, and describe DF equal to AD. But if, at the beginning of the second interval, an impulse of the centri¬ petal force be instantaneously impressed, sufficient to carry the body in that time from D to E in the line DS, it will describe the line DG, the diagonal of the parallelo¬ gram contained by DE and DF. The same is true of the third interval, in which the body will go from G to L, and of every subsequent interval. Join SB, SF, SK, &c. The areas of the triangles ABS, ADS are equal, the triangles being on the same base AS, and between the same paral¬ lels AS and BD. For the same reason, the triangles DGS, DFS are equal, and DFS is equal to ADS, because they have equal bases and the same altitude. For the same reason, the triangle SGL is equal to SDG, or to ADS; and the same is true of all the other triangles that are described in the equal intervals of time by the line drawn from the body to the centre S. This holds, how- ever short the intervals may be, and however great their number; and therefore it is true when the intervals are indefinitely small, and their number infinitely great, that is, when the action of the centripetal force is continued. But when the intervals of time become indefinitely small, the rectilineal figure ADGL passes into a curve. For when these intervals diminish, the lines AB, DF, &c. the lengths of the parallelograms, diminish in the same pro¬ portion ; but the lines AC, DE, &c. the breadths, diminish in a greater proportion, viz. in that of the squares of these intervals. Hence, the angles which AD, DG, GL, the diagonals, make with the sides AB, DF, GK, continually diminish; and therefore the angles ADG, DGL, or the angle which each diagonal makes with that which is con¬ tiguous, increases without limit, so that, as the diagonals diminish in length, the angles they make with one another become greater than any finite rectilineal angles, and therefore the figure becomes a curve line. That the lines AC, &c. or the supposed effect of the centrifugal force, diminish as the squares of the times, is evident from the laws of the descent of heavy bodies, as explained under the head of Dynamics. 2. Hence, conversely, if a body move in a curve, so that the line drawn from it to a fixed point describe areas pro¬ portional to the times, the body gravitates to that point, or tends continually to descend to it. N ASTRONOMY. 98 Physical For, since it does not move in a straight line, it must be Astronomy, continually acted on by a deflecting force ; and the direc- ^ ' tion 0f thg deflecting force must always pass through the same point, otherwise the areas described about that point would not be proportional to the time. 3. Corollary. The velocities of a body in different points of the curve which it describes about a centre of force, are inversely as the perpendiculars drawn from the centre to the tangents of the curve at these points. Let ACA', fig. 110, be the curve which a body describes about the centre S. Let Aa and A'a' be two arches of the curve, described in the same indefinitely small portion of time. Join Sa, Sa', then the areas of the triangles ASa, A'Sa' are equal by this proposition. At A and A', draw the tan¬ gents AB' A'B', and from S let fall on them the perpendi¬ culars SB and SB'. Because the areas of the triangles ASa, A'Sa', are equal, Aa X SB — A'a' X SB', or Aa : A'a' :: SB': SB ; but Aa is to A'a' as the velocity of the body describing the curve at A to its velocity at A, therefore these velocities are inversely as the perpendiculars SB, SB'. ' The straight line AB (fig. 109), according to which the projectile motion was impressed on the body, is a tangent to the curve at the point A. 4. On comparing the first and second of these proposi¬ tions with the first of Kepler’s laws, as just enumerated, it is evident that the primary planets all gravitate to the sun, and that the secondary planets gravitate every one to its primary. The next thing, therefore, is to discover the law observed by this force, or the function of the distance to which it is proportional; and also, whether, in that function, other variable quantities are not involved beside the distance. The general fact that the orbits, or curves described by the planets round the sun, are ellipses, may assist in this investigation, and in expressing the velocity of a planet, in terms of the radius vector, or its distance from the sun 5. Let ADBE (fig. Ill) be the orbit of a planet, S the focus in which the sun is placed, AB the axis major, and DE the axis minor, C the centre, and F the superior focus. Let the planet be anywhere at P; draw a tangent to the orbit in P, on which from the foci let fall the perpendicu¬ lars SG, FH. Draw also DK touching the orbit in D, and let SK be perpendicular to it. Let the velocity of the planet, when at the mean distance, or at D, be = c, and when at P = v. Join SP, FP. Then, by the corollary to the last proposition, the velocity at D is to the velocity at P as SG to SK, that is, c : v : : SG : DC, or v = DC c . SG But because the triangles SGP, FHP, are equian¬ gular, having right angles at G and H, and also the angles SPG, FPH equal, from the nature of the ellipse, SP : PF :: SG: FH, and therefore also SP : PF : SG2: SG X FH. But SG X FH=CD2, therefore SP:PF:: SG2:CD2, J CD2 PF XT CD 2 „ CD2 , 8,1(1 SG*=SP- and PF therefore v2 — • -gp. Hence, as the distance of a planet from the $un, at any point in its orbit to its distance from the superior focus, so the square of its velocity at its mean distance from the sun to the square of its velocity at the point just mentioned. 6. If SL be taken in the greater axis equal to SP, and FN = PF, so that SN = the transverse axis AB, , . NL „ SN —SP GXT. . .. v^ — c1 * yt; ct5 • I hen as SN is a given line, JLo oJr If, from the velocity of the revolving body thus ex- Physical pressed in terms of the distance, a transition can be made Astronomy to that of a body descending in a straight line, the law of the centripetal force will be easily investigated. This will be facilitated by the following proposition: An equal approach to the centre of force produces an equal increase of the square of the velocity, whether the body revolve in a curve about the centre, or descend to it in a straight line. In like manner, equal recesses from the centre of force produce equal diminutions of the square of the velo¬ cities, in whatever lines the bodies move. Let ABC (fig. 112) be a curve which a body describes about a centre, S, to which it gravitates, while another body descends in a straight line AS, to that centre. Let BC be any arch of the curve ABC, and let BD, CH, be arches of circles described from the centre S, intersecting the line AS in D and H; the square of the velocity of the body, which describes the arch BC, will be as much in¬ creased as the square of the velocity of that which falls through DH. From the centre S describe the arch bd, indefinitely near to BD, and draw E/perpendicular to the arch B6. Also let the centripetal force at B or D be called G. Now, the part of this force which is in the direction B6, and which is employed in accelerating the body moving in that line, is G X ^; and the increment of the space being B6, therefore 2G X — is the momentary in¬ crement of the square of the velocity of the body at B. But B/ X B6 = BE2, because BE6 is a right-angled tri¬ angle, and E/ the perpendicular on the hypothenuse. Therefore 2 G X = 2G X ^- = 2G X BE = 2G X Ddf. But 2G X DeZ is the momentary increment of the square of the velocity of the body at D, or the in¬ crement of that square while the body falls from D to d. These momentary increments therefore are equal; and as the same may be shown for the next and every subse¬ quent instant, the whole increase of the square of the velocities of the bodies in moving over BC and DH are equal. . . If the bodies moved in the opposite directions, the one from C to B, and the other from H to D, it would be proved, in the same manner, that the squares of their velocities would be equally diminished. 7. Hence it is evident, that, if the velocities of the re¬ volving and of the falling body are equal in any one in¬ stance when they are equally distant from the centre, their velocities will always be equal when they are equally distant from that point; for equal quantities receiving equal increments continue equal. 8. Suppose now that a planet revolves in the elliptical orbit APB (fig. HI), it will have at A, the higher ap- yAF or (if AN in the axis pro- yAN -^-g. Let a body at A begin to descend towards S with the same velocity; then if SL = SP, the velocity of the planet at P will be the same with that of the falling body at L. But the ve- /PF /NL locity of the planet atPiscX>w/pg = cX^/ -g|j, therefore, a body descending from A, and falling directly to the sun under the action of the same centripetal force which urges the planet, would at any point L in its fall v is expressed in terms where SP, the distance from the have jts velocity = c X Hence, at the point N sun, is the only variable quantity. v LS ASTRONOMY. 99 Physical its velocity would be equal to 0, or the body must begin Astronomy. to fa]i from n, in order that its velocity may be every- where equal to that which the planet has in its orbit, when at the same distance from the sun. The law, therefore, according to which the planets gravitate is such, that any body under the influence of the same force, and falling direct to the sun, will have its velo¬ city at any point equal to a certain velocity, multiplied into the square root of the distance it has fallen through, divided by the square root of the distance between it and the sun's centre. This is a fact with respect to the law of gravity in the solar system, of which, though there be no direct ex¬ ample, yet is it no less certain than the ellipticity of the planetary orbits, of which it is a necessary consequence. 9. From the law thus found to regulate the velocity of bodies falling in straight lines to the sun, the law of the force by which that velocity is produced may be derived by help of reasoning which is quite elementary. Let C (fig. 113) be the centre to which the falling body gravitates, A the point from which it begins to fall, and let its velocity at any point B, be to its velocity in the the same for every second of the planet’s revolution, there- Physical fore the area of the orbit divided by \bc will give the num- Astronomy ber of seconds in which the revolution is completed, which is therefore =-r^—=or since c2 = aF, the time of a ±bc . . 2-Ka la revolution — - = 2 tt / V«F V f 11. Hence it is easy to compare the times of the revo¬ lutions of any two planets of which the mean distances are known. Let t and f be the times of revolution for two different planets, of which the mean distances are a and a’, and the gravitation at those distances F and F', 1. 1 2 ,2 a o! and, by what has just been shown, t \ £ :: —j- : —p or FY a! ¥ a’ A’ p2 1? K, a ^ F But F : F':: o'2 : a2, by what is already shown (Art. 9), therefore f x if2:'. —: or f :£2 a3 : o'3, that is, the squares of the times of revolution of any two pla- nets are as the cubes of their mean distances from the sun. to 1; it is required Thus the third law of Kepler is explained by the conclu- ' sions deduced from the other two. to find the law of the force with which the body gravi¬ tates to C. Let DEF be a curve, such, that if AD be an ordinate or a perpendicular to AC, meeting the curve in D, and BE any other ordinate, AD is to BE as the force at A to the force at B, then will twice the area ABED be equal to the square of the velocity which the body has acquired in B. If, therefore, the velocity at B be v, that at the 12. The share which this third law has in establishing the principle of universal gravitation does not seem to have been always clearly apprehended. From the ellip¬ tical orbit of a planet, it is fairly inferred that, over all the circumference of that orbit, gravitation is inversely as the square of the distance from the centre of the sun. • C^Cl That force is shown to be — (x being the distance from middle point G being c, v = c/~^, by hypothesis, and the centre of force), and the same is true of every individual ^ planet; but whether c?a was a constant quantity, or one which retained the same value through the whole planet¬ ary system, could not be known without comparing the periods of different planets with their distances from the the sun. It was indeed highly probable that c?a was a given quantity, or the same for every part of our system; but reason 2A6ED = (?(_lV and therefore the ifc pould not be considered as a thing demonstrated till the V oC ) evidence of the third law was introduced. therefore 2ABED = c2 AC AB BC; BC BC’ and since AC AB = AC BC, 2ABED = c2. A^ — l). For Wherefore, dividing difference of these areas, or 2B6eE, that is, 2EB X B6 ,/AC AC\ 0 AC.B6 = e('5C AC AG by BS, 2EB = c2 . ; or EB = c2 . ; now v2r, the value of a is affirmative and the conic section is an ellipsis, and this ellipsis has its t2 = 4w2«3 and a3 — r2g& Tf2' Hence —^ — r5 and — = higher apsis at A, if v2 but when a2>—, and less d2f 2d2f A is the lower apsis. 18. When v2 goes beyond this 2d2f last limit, or when 1*9 (\3. Hence, as q, r, and t are known, we may find \4<9rr/ — or the ratio of the moon’s distance to the radius of the r earth, which, if it come out the same that it is known to be from observations of the moon’s parallax, will prove that the force which retains the moon in her orbit is the same that causes bodies to fall at the surface of the earth, but diminished in the same ratio that the square of the moon’s distance is greater than the square of the radius of the earth. Now g i= 32T66 feet, r — 3481279-4 fathoms or 20887676-4 feet, and t — 2360591-5 seconds. Hence ^ =r 60-218. Now the mean equatorial parallax of the moon is found by observation — 57' 0"-9, from which the mean distance, in semidiameters of the equator, is found 59-964. But it is in mean semidiameters of the earth that the moon’s distance is given in the former computation; therefore, to reduce the last measure to the same scale, it must be increased by a 600th part, as the mean radius of the globe is about that much less than the radius of the equator; the distance 59-964 then becomes 60-063, which agrees with the former number to the small frac¬ tion -003 of the earth’s radius. Thus, from the theory of gravity, combined with the time of the moon’s sidereal revolution, her distance from the earth is found to within a very small fraction of the whole. 21. It is therefore a general proposition, derived from the most rigorous induction, that the primary planets gravi¬ tate to the sun, and the secondary planets to the primary, with forces which are inversely as the squares of the distances. But since, in all communication of motion, the re-action is equal to the action, when a planet gravitates to the sun, analogy forces us to conclude that the sun gravitates to focus. Produce SE to N, so that SN = SO, and bisect the planet, in such a manner, that if the momentary ap- EN in A, then is A the higher apsis; and if SP be made proach of the planet to the sun, and of the sun to the equal to EA, P is the lower apsis, and AP the major axis; planet, were respectively multiplied by the quantity of and therefore the foci and the major axis being given, the matter in those bodies, the products, or the quantities oj elliptic orbit may be described. motion, would be equal. Such a mutual tendency, there- 20. From what has been shown at Art. 9, it is evident fore, of the great bodies of our system to the sun, and of that the primary planets gravitate to the sun with forces the sun to them, doubtless takes place; but whether this that are inversely as the squares of the distances, and that be in consequence of an attractive force residing in their the secondary gravitate toward the primary, according to centres, as the magnetic force does in certain parts of the the same law. This inference, however, does not apply loadstone, or if it arise from the mutual attraction of all exactly to the moon, which, being a single satellite, does the particles of the one for all the particles of the other, not by comparison with any other afford a proof that, in does not appear from the phenomena hitherto examined, bodies revolving round the earth, the squares of the perio- We may, however, observe that the bodies between which die times are as the cubes of the mean distances. The this attraction in the inverse ratio of the squares of the centripetal force at the moon, however, from our know- distances takes place, are all of a round form, and are ledge of her periodic time, may be compared with the either accurately spherical, or nearly approaching to that force of gravity at the earth’s surface, and will determine shape. It will therefore be of use for resolving this ques- whether that force decreases as we recede from the earth tion, to inquire whether, if the particles of matter did at- in the inverse ratio of the squares of the distances. tract one another with forces inversely as the squares of Let a be the distance of the moon from the centre of their distances, the spherical bodies, compounded of such the earth, r the radius of the earth, g the velocity ac- particles, would attract one another according to the same quired by a heavy body at the earth’s surface by falling ]aw. If this is found to be the case, it will be reasonable during one second; let £ be the period of the moon’s re- to conclude that the gravitation of large bodies to one volution in seconds, and c the velocity of her motion, another arises from the mutual attraction of their particles to one another. 22. In order to determine the relation between the at¬ traction of a sphere and that of the particles of which it consists, we may consider the sphere as made up of plates v2 >——, the value of a is negative, and the trajectory becomes an hyperbola. 19. Next, let the body be projected from B (fig.114) with the velocity v, in the direction BD, oblique to BS. Find the distance from which a body must fall to acquire at B the velocity v, and let OB, taken in SB produced, be equal to this distance; then is SO equal to the major axis. Let BE be drawn, making with BD the same angle that SB makes with BG, and let BE r: BO, then is E the higher Then, by Art. 14, ac2 — i^g, and therefore c ■= r CL Now, the circumference of the circle described by the moon is 2n(a, and this, divided by c, gives the periodic ASTRONOMY. Phvsical or lamincB infinitely great in number, and infinitely small Astronomy. in thickness. The attraction of each of these is to be es- timated, and from thence the attraction of the whole may be computed. Let AFBG (fig. 115), therefore, be a circu¬ lar plate, of which the centre is C; CE a straight line passing through C, and perpendicular to the plane AFBG; E any particle in that line attracted by each particle of the circular plate, as D, with a force inversely as the square of DE, the distance between the particles; it is required to find the whole force with which E is attracted in the direction EC. If DC be drawn, the force with which D attracts E in the direction ED is inversely as DE2 or as and Dili that same force, reduced to the direction EC, is as 101 dy — —. By substituting these values of y and dy in Physical a Astronomy the expresssion for the attraction of the circular plate, that ^ attraction = 2 Trxdx 1 d1—r2 + ='( 2 ax 2 axdx—a2dx + r‘dx—3i?dx\ X From the centre C, with the radius DC, EC _ EC DE “ DE3 let a circle DKH be described, and indefinitely near it the circle dkh; then, since every particle in the ring of matter contained between these circles has its attraction EC proportional to the attraction of the whole ring will EC be as multiplied into the number of particles, or into the solidity of the ring. But if EC = a, ED = x, and AC = r, CD2 = x? — a2, and the surface of the ring =3 2iTxdx. If then the thickness of the plate AFBG 33 m, the solidity of the ring 3= 2Trmxdx, and its attraction in the direction EC But the attraction of this circular plate may be consi¬ dered as the differential of the attraction of the spherical seg¬ ment, generated by the revolution of the arch AD, and therefore the integral of the above differential quantity will give the attraction of that segment. Now, this integral zr 7T (ax*-a*x + r*x-ix^ + c< Here c must be g0 determined that the integral may be equal to 0, when the arch AD =3 0, or when x — y = a — r. Therefore C ,3 — ai3 _j_ .2. ^ 3 »' -)> and the attraction • a^x + r2x — a?3 + ^- a3 — ai2 + ^ r3). This is the attraction of the spherical segment generated by the arch AD, and will become equal to that of the whole sphere when AD=3the semicircle ADB, or when x=a + r. This substitution being made, and the terms reduced, the attraction is found — But —is the solid content which taken so as to vanish when DC 3: 0, or when x — a. 2‘i:ma „ ^ is 2irm — 2mn the attraction of the of the sphere ; therefore the attraction of the sphere, on any , the integral of particle E, is as the quantity of matter in the sphere, di¬ vided by the square of the distance of its centre from E. Hence also the sphere attracts any particle without it, as ij all its matter were united in its centre. The sphere, it is also obvious, would attract another sphere just in the ra¬ tio of its quantity of matter, divided by the distance of the centres of the spheres. 24. Thus, supposing that the particles of matter at¬ tract one another with forces which are inversely as the squares of the distances, it is certain that the spherical bodies composed of these particles would do so likewise, or would attract one another with forces directly as their circle DKH. Therefore, when x 3= AE, the whole attrac¬ tion of the plate, or the whole force which it exerts on the / EC\ particle E, is 2cm f 1— Ya)' 23. Next, let ABD (fig. 116) be a circle of which the centre is C, and E a particle of matter anywhere in the diameter AB produced. Draw ED to any point D in the quantities of matter, and inversely as the squares of the circumference; draw also DC, and let DF be at right an- distances of their centres. Since, therefore, it has been gles to AB. Then, when the whole figure revolves about found that round or spherical bodies, such as the sun and EB, the semicircle ADB will generate a sphere, and DF the planets, do attract other bodies with forces that are a circle perpendicular to the plane ABD, and having its inversely as the squares of the distances, it is reasonable centre in F. If all the particles of the sphere attract the t° suppose that these bodies are composed of particles particle E with forces inversely as the squares of their gravitating towards one another, or attracting one another distances from it, then, by the last proposition, the attrac- with forces inversely as the squares of the distances. Ora¬ tion of the circular plate, of which the centre is F, will be vitation, therefore, is not to be considered as a force residing / EF\ the centres of the planets, but as a force belonging to all '• ’EDy' ^le Par^es of matter, and as universally diffused through¬ out the universe. Let CE33G!, ACz3r, ED33#, EF=y, and the attraction And as it has been shown that between spherical bo¬ dies constituted of such particles, the force of attraction 2the is as the quantity of matter in the attracting body, divid- quantity m in this formula, or the thickness of the circular plate will be = dy, and therefore the attraction of the plate = 27rdy ^1—. In order to integrate this quantity, y ed by the square of the distance between its centre and that of the attracted body; if m be the mass or quantity of matter in the former body, and x the distance of the 771 centres, — is the value of f, the accelerating force with must be expressed in terms of x, or x in terms of y. Now, because AE3ia — r, and AF 33 ?/ — a-\-r, FB =2r—y-j-g—r — a-\-r—y, and AFxFB33(r (r + a y) — r a -\-2ay ^=DF 33x2 y1. Flence tinuuiei.> a ana a' De tne mean a r + x therefore satellites revolve about any two planets, m and m! the quantities of matter in those planets, tfand t their periods which it attracts the other body. a y, 25. Hence the masses of any two planets which have TTonr-p b0(hes revolving round them may be compared with one another. Let a and a! be the mean distances at which 2 ay = x2, or y — 2 a 102 ASTRONOMY. Physical —J —— Astronomy.0f revolution; it has been shown that t=. j- = 2m2 1 a'2 df or f2' and consequently t: t':: : —j-, and m : mr m2 m'2 The masses, therefore, of any two planets are as the cubes of the mean distances at which their satellites revolve, divid¬ ed by the squares of the periodic times of those satellites. 26. In this way the masses of the four planets which have satellites may be compared with one another, and with the mass of the sun. , , When this calculation is undertaken with the requisite data, it is found that, making Mass of the Sun 1 1 that of the Earth of Jupiter. of Saturn. of Uranus. 354936 1 1070-5 1 : 3512 1 : 17918' Or if we make the mass of the Earth 1, that of the Sun = 329630, of Jupiter 330-6, of Saturn 101-06, and of Uranus 20*3. From this also may be derived the den¬ sities of the sun and of the four planets just mentioned. Seen from a distance equal to the mean radius of the earth’s orbit, the diameter of the sun subtends an angle of 1923", that of the earth would subtend 17"-4, of Jupiter 186"-8, of Saturn 177"-7, and of Uranus 74". The real diameters, therefore, are in the proportion of these num¬ bers, and the bulk in the proportion of their cubes. By di¬ viding the quantities of matter by the bulks, we have the densities; and if that of the earth be 4-713, which is its mean density, that of water being = 1, then Density of the Sun =1-1775 of the Earth =4-713 of Jupiter =T1678 of Saturn =0-4055 of Uranus = T0348. The mean density of the earth, in respect of water, is here taken from the experiments made at Schehallien. (Phil Trans. 1811, p. 376.) 27. It has been already observed, that because action is always accompanied by an equal re-action, when the sun attracts a planet, the planet also attracts the sun, and that the velocities impressed on the bodies by their mutual attraction are in the inverse ratio of their masses. In consequence of this mutual action the sun and the planet must both move, and must describe orbits about their common centre of gravity, the only point which the mutual action of those bodies has no tendency to put in motion. In the solar system, therefore, the centre of gravity of the whole is the focus about which all the orbits are de¬ scribed. Thus, if C be that centre (fig. 117), Sthe sun, and P a planet; while P describes the elliptic arch PP' about C, S describes the arch SS' similar to PP', and having to it the ratio that SC has to CP, or the ratio which the mass of the planet has to the mass of the sun. The true orbits, therefore, are all described about the same immovable point; but the orbit of any of the planets may be referred to the sun as a centre, by supposing a body placed in that centre equal to the sum of the masses of the sun and of the planet. This is true, because the bodies appear to approach one another, or to recede from one another, with a force that is equal to the sum of the forces with which they tend towards their centre of gra¬ vity. Thus, if S denote the mass of the sun, and E that of Physical the earth, the distances from the centre being CP and CS, Astronomy; the orbit which each of the two bodies will appear to de-V-^v^>^ scribe round the other, is that which would be described about an immovable centre C, with a centripetal force _ S + E “ SP2 * Thus we have arrived at the knowledge of the principle of universal gravitation, a power which pervades all nature, extending to an unlimited distance, and determin¬ ing the condition of every body in the universe at any instant, from its state in the former instant, and from the relations in which it stands to all other bodies. Whether this force can be explained upon any principle more ge¬ neral than itself, is yet undecided, though, from the bad success which has hitherto attended all attempts towards that object, it seems probable that such explanation is not within the reach of the human understanding. Thus much, however, we know with certainty, that the law of gra¬ vity, as just announced, may be considered as a very ac¬ curate expression of all the phenomena of the planetary motions. Sect. II.— Of the Forces which disturb the Elliptic Motion of the Planets. 1. Of the force by which the Sun disturbs the motion of the Moon round the Earth. 28. The motion of the moon in an elliptic orbit round the earth is disturbed by the action of the sun: the gra¬ vity of the moon to the earth is increased at the quadra¬ tures, and diminished at the syzygies; and the areas de¬ scribed by the radius vector, except near these four points, are never exactly proportional to the times. Let ADBC (fig. 118) be the orbit, nearly circular, in which the moon M revolves, in the direction C ADB, round the earth E. Let S be the sun, and let SE, the radius of the earth’s orbit, be taken to represent the force with which the earth gravitates to the sun. 1 1 SE3 Then ^: : SE : sm2 = the f°rCe by which the SUn SE3 draws the moon in the direction MS. Take MG=-g^p, and let the parallelogram KF be described, having MG for its diagonal, and having its sides parallel to EM and ES. The force MG may be resolved into the two, MF and MK, of which MF, directed towards E, the centre of the earth, increases the gravity of the moon to the earth, and does not hinder the areas described by the radius vector from being proportional to the times. The other force MK draws the moon in the direction of the line joining the centres of the sun and earth. It is, however, only the excess of this force above the force re¬ presented by SE, or that which draws the earth to the sun, which disturbs the relative position of the moon and earth. This is evident, for if KM were just equal to ES, no disturbance of the moon relatively to the sun could arise from it. If, then, ES be taken from MK, the dif¬ ference HK is the whole force in the direction parallel to SE, by which the sun disturbs the relative position of the moon and earth. Now, if in MK, MN be taken equal to HK, and if NO be drawn perpendicular to the radius vector EM produced, the force MN may be resolved into two, MO and ON, the first lessening the gravity of the moon to the earth; and the second, being parallel to the tangent of the moon’s orbit in M, accelerates the moon’s motion from C to A, retards it from A to D, and so alter¬ nately in the other two quadrants. Thus the whole solar force directed to the centre of ASTRONOMY. 103 Physical the earth is composed of the two parts MF and MO, which Astronomy. are sometimes opposed to one another, but which never affect the uniform description of the areas about E. Near the quadratures the force MO vanishes, and the force MF, which increases the gravity of the moon to the earth, coincides with CE or DE. As the moon approaches the conjunction at A, the force MO prevails over MF, and lessens the gravity of the moon to the sun. In the oppo¬ site point of the orbit, when the moon is in opposition at B, the force with which the sun draws the moon is less than that with which the sun draws the earth, so that the effect of the solar force is to separate the moon and earth, or to increase their distance; that is, it is the same as if, conceiving the earth not to be acted on, the sun’s force drew the moon in the direction from E to B. This force is negative, therefore, in respect of the force at A, and the effect in both cases is to draw the moon from the sun, in a direction perpendicular to the line of the quadratures. 29. The analytical values of these forces must be found if a more exact estimate is to be made of their effects. Let SE, considered as constant, — a; EM, the radius vec¬ tor of the moon’s orbit, zrr,* the angle CEMrzp; the mass of the sun = m. The force SE, then, which retains the earth in its orbit, is —5, and the sun’s force in the di- with the Physical Astronomy line of the quadratures, this force zz(1 — 3sin.2p); 771V multiplying by d©, we have — {d these quantities, but the place of the planet in that orbit is sensibly affected by the ac¬ tion of Venus, Jupiter, and the Earth. The effect of the action of Venus is expressed by this formula, 5"*7 sin. (long. $ — 3 long. J ) ; of the earth, 7"*2 sin. (long. 0 — long. $ ). Several inequalities are produced in Jupiter. 48. The inequalities of the small planets Vesta, Juno, Ceres, and Pallas, have also been computed. The dis¬ turbances which they must suffer from Venus, Mars, and Jupiter are considerable, and, on account of their vicinity, though their masses are small, they may somewhat disturb the motions of one another. Their action on the other bodies in the system is probably insensible. As Pallas and Ceres have nearly the same periodic time, they must preserve nearly the same distance and the same aspect with regard to one another. This offers a new case in the computation of disturbing forces, and may pro¬ duce equations of longer periods than are yet known in our system. The motion of the apsides and the change of eccen¬ tricity in the orbits of Jupiter and Saturn are chiefly pro¬ duced by their action on one another, but a part also de¬ pends on the action of the other planets. The node of Jupiter moves backward annually 15"*8, and his aphelion forward 6"*96. The secular change in the inclination of the orbit is 22",6, and in the first and last of these inequa¬ lities the action of Venus has the principal share. The equation of the centre increases 56"*25 in a century, of which nearly the whole arises from the action of Saturn. In Saturn again the node goes back at the rate of 19"*4 annually, and the aphelion forward at the rate of 19"*4; the secular change of the inclination is — 15"*5, and the secular diminution of the equation of the centre 2'T. There i^, besides these variations in the orbits, an ine¬ quality in the motion of each of these planets, which for a long time was difficult to explain, and was ultimately fully accounted for, according to the theory of gravity, by the profound investigations of Laplace. These inequalities are both of a long period, viz. 918’76 years, which is the time that they take to run through all their changes. If n express a number of years reckoned from the beginning of 1750, S the mean longitude of Saturn, and I that of Jupi¬ ter, reckoned from the same time, then the equation which must be applied to the mean longitude of Jupiter, or the amount of this inequality, is + (20'49"-5—-rc x 0"-042733) x sin. (58 — 21 + 5° 34' 8" —w x 58"-88); and that which must be applied to S is — (48'44"—n x 0"*1) x sin. (5 S — 2 1 + 5° 34 8"—n x 58"-88). . These two equations are to one another nearly in the ratio of 3 to 7. The reason of the long period above men¬ tioned is, that the argument 5S — 21 —n x 58"'88 re¬ quires all that time to increase from 0 to 360°. Uranus, on account of his great distance, suffers hardly any disturbance in his motion, but from Saturn and Jupi¬ ter. The node moves backward at the rate of 36" annu¬ ally, and the aphelion forward at that of 2"’55. The ec¬ centricity is diminishing, and the secular variation of the Physical greatest equation of the centre is li"*03. Astronomy. There is also an inequality in the longitude of thisv^~v-^' planet, depending on the action of Saturn. If S be the longitude of this last planet, U the longitude of Uranus, and A the longitude of the aphelion of Saturn, the inequa¬ lity in question amounts to 2' 30" X sin. (S — 2 U + A). 49. Of all these inequalities, and of many other smaller ones which theory has discovered, it must be observed that they are periodical, each returning after a certain time to run through the same series of changes which it had former¬ ly exhibited. Another remark is, that one element in every orbit, viz. the mean distance, is exempted from all excepting perio¬ dical changes; and since on the mean distance depends the time of revolution, that time remains also unchanged. From the invariability of the mean distance, and the periodical revolution of all the inequalities, it follows that the actual condition of the planetanj system can never devi¬ ate far from the mean, about which we may, therefore, con¬ ceive it to be continually making small oscillations, which in the course of ages compensate one another, and therefore produce nothing like disorder or permanent change. It is in this manner that the stability of the planetary system is provided for by the wisdom of its Author. 50. Comets, in describing their elliptic orbits round the sun, have been found to be disturbed by the action of the larger planets, Jupiter and Saturn; but the great eccen¬ tricity of their orbits makes it impossible, in the present state of mathematical science, to assign the quantity of that disturbance for an indefinite number of revolutions, though it may be done for a limited portion of time, by considering the orbit as an ellipsis, the elements of which are continually changing. This is the method of Lagrange, and is followed in the Mecanique Celeste, Part ii. chap, ix. Dr Halley, when he predicted the return of the comet of 1682, took into consideration the action of Ju¬ piter, and concluded that it would increase the periodic time of the comet a little more than a year; he there¬ fore fixed the time of the re-appearance to the end of the year 1758, or the beginning of 1759. He professed, how¬ ever, to have made this calculation hastily, or, as he ex¬ presses it, levi calamo. (Synopsis of the Astronomy of Comets.) The effects both of Jupiter and Saturn on the return of the same comet were afterwards calculated more accu¬ rately by Clairaut, who found that it would be retarded 511 days by the action of the former planet, and 100 by the action of the latter; in consequence of which, the re¬ turn of the comet to its perihelion would be on the 15th of April 1759. He admitted at the same time that he might be out a month in his calculation. The comet ac¬ tually reached its perihelion on the 13th of March, just 33 days earlier than was predicted ; affording, in this way, a very striking verification of the theory of gravity, and the calculation of disturbing forces. The same comet ap¬ peared again, according to prediction, in 1835. In some instances, the effect which the planets produce on the motion of comets are far more considerable than in this example. A comet which was observed in 1770 had a motion which could not be reconciled to a para¬ bolic orbit, but which could be represented by an ellip¬ tic orbit of no great eccentricity, in which it revolved in the space of five years and eight months. This comet, however, which had never been seen in any former re¬ volution, has never been seen in any subsequent one. On tracing the path of this comet, Mr Burckhardt found that between the year 1767 and 1770 it had come very near to Jupiter, and had done so again in 1779. He therefore conjectured, that the action of Jupiter may ASTRONOMY. 108 Physical have so altered the original orbit as to render the comet for a time visible from the earth; and that the same cause may have so changed it, after one revolution, as to restore the comet to the same region in which it had for¬ merly moved. Hiis is the greatest instance of disturbance which has yet been discovered among the bodies of our system, and furnishes a very happy, as well as an unex¬ pected, confirmation of the theory of gravity. Though the comets are so much disturbed by the ac¬ tion of the planets, yet it does not appear that their re¬ action produces any sensible effect. The comet of 1770 came so near to the earth as to have its periodic time in¬ creased by 2’24b6 days, according to Laplace’s computa¬ tion ; and if it had been equal in mass to the earth it would have augmented the length of the year by not less than two hours and forty-eight minutes. It is certain that no such augmentation took place, and therefore that the disturbing force by which the comet diminished the gra¬ vity of the earth is insensible, and the mass of the comet, therefore, less than j^jth of the mass of the earth. The same comet also passed through the system of the satel¬ lites of Jupiter without causing any derangement of their motions. Hence it is reasonable to conclude, that no ma¬ terial or even sensible alteration has ever been produced in our system by the action of a comet. 3. Of the disturbances which the satellites of Jupiter suffer from their action on one another. 51. The same resolution of the forces by which one satellite acts upon another, into two, one directed to the centre of the primary, and the other at right angles to it, serves to explain the irregularities which had been ob¬ served in their motions, and to reduce under known laws several other inequalities/of which the existence only is indicated by observation. An instance of this we have in the.very remarkable re¬ lation which takes place between the mean motions of the first three satellites; the mean motion of the first satel¬ lite, together with twice the mean motion of the third, being equal to three times the mean motion of the second. Laplace has shown that, if the primitive mean motions of these satellites were nearly in this proportion, the mutual action of these bodies on one another must in time have brought about an accurate conformity to it. The first moves nearly in the plane of Jupiter’s equator, and the orbit has no eccentricity, except what is communi¬ cated from the third and fourth, the irregularities of one of these small bodies producing similar irregularities in those that are contiguous to it. The first satellite has, beside, an inequality, chiefly produced by the action of the second, and circumscribed by a period of 437’659 days. 52. The plane of the orbit of the second satellite is in¬ clined to a determinate fixed plane at an angle of 27' 13", and on which its nodes have a retrograde motion, so that they complete a revolution in 29-914 years. The motion of the nodes of this satellite is one of the principal data used for determining the masses of the satellites themselves, which are so necessary to be known for computing their disturbances. This satellite has no eccentricity but that which it derives from the action of the third and fourth. The plane of the orbit of the third satellite is inclined to a determinate fixed plane at an angle of 12' 20", and its nodes make a tropical revolution backwards in 141-739 years. The equator of Jupiter is inclined to the plane of his orbit at an angle of 3° 5' 30". The fixed planes on which the planes of the orbits move are determined by theory, and could not have been discovered by observation alone. The orbit of the third satellite is eccentric, but appears to have two distinct equations of the centre ; one which really arises from its own eccentricity, and another which Physical theory shows to be an emanation from the equatjon of the Astronon,y- centre of the fourth satellite. The first equation is refer- able to an apsis which has an annual motion of 2° 36' 39" forward in respect of the fixed stars; the second equa¬ tion is referable to the apsides of the fourth satellite. Ihese two equations may be considered as forming one equation of the centre, referable to an apsis that has an irregular motion. The two equations coincided in 1682, and the sum of their maxima, was 13' 16". In 1777 the equations were opposed, and their difference was 5' 6". The two last inequalities were perceived by Mr War- gentin, by observation alone; but their exact amount, and the law which they observe in their changes, he could not discover. The plane of the orbit of the fourth satellite is inclined to a determinate fixed plane at an angle of 14' 58"; and its nodes complete a sidereal revolution back¬ ward in 531 years. The fixed plane on which the orbit moves is inclined at an angle of 24' 33" to the equator of Jupiter ; the orbit is sensibly elliptical, and its greater axis has an annual motion of 42' 58"-7. The motion of this axis is one of the principal data from which the quantities of matter of the different satellites have been determined. If the mass of Jupiter be supposed unity, the mass of the 1st satellite r= -0000173281 of the 2d = -0000232355 of the 3d z= -0000884972 of the 4th =-0000426591 If the mass of the earth be supposed unity, that of the third satellite will be found zr -027337 ; and as the mass of the moon is ^ = -012517, the quantity of matter in the third satellite is about twice as great as that in the moon. The fourth satellite is therefore nearly equal to the moon, the second about one half, and the first some¬ what more than one third. 53. The general result of this investigation concerning the inequalities in the motion of the planets, both primary and secondary, is, that in every one of these orbits two things remain secure against all disturbance, the mean distance and the mean motion, or, which is the same, the transverse axis of the orbit, and the time of the planet’s revolution. Another result is, that all the inequa¬ lities in the planetary motions are periodical, and observe such laws that each of them, after a certain time, runs through the same series of changes. This last conclusion follows from the fact, that every inequality is expressed by terms of the form A sin. nt or A cos. nt, where A is a constant co-efficient, and n a certain multiplier of t the time, so that nt is an arch of a circle, which increases proportionally to the time. Now, in this expression, though nt is capable of indefinite increase, yet, since nt never can exceed the radius, or 1, the maximum of the inequality is A. Accordingly, the value of the term A sin. nt first increases from 0 to A, and then decreases from A to 0; after which it becomes negative, extends to — A, and passes from thence to 0 again. If, when the inequality was affirmative, it was an addition to the mean motion, when negative it will become a diminution of it; and the sum of all these increments and decrements, after nt has passed over an entire circumference, or 360°, is equal to 0; so that at the end of that period the planet is in the same position as if it had moved on regularly all the while at the rate of the mean motion. As this hap¬ pens to every one of the inequalities, the deviation of the system from its mean state can never go beyond certain limits, each inequality in a certain course of time destroy¬ ing its own effect. It would be far otherwise if into the value of any in¬ equalities a term entered of the form A X nt, A tan. nt. ASTRONOMY. 109 Practical A Astronomy. s-hT^? The inequalities so expressed would continually increase with the time, so as to go beyond any assignable limit, and of consequence to destroy entirely the order of any system to which they belonged. Lagrange and Laplace, who discovered and demonstrat¬ ed that no such terms as these last can enter into the expression of the disturbances which the planets produce by their action on one another, made known one of the most important truths in physical science. They proved that the planetary system is stable, and that it does not in¬ volve any principle of destruction in itself, but is calculat¬ ed to endure for ever, or till the action of an external power shall put a period to its existence. After the knowledge of the principle of gravitation, this may be fairly considered as the greatest discovery to which men have been led by the study of the heavens. The accurate compensation, just remarked, depends on three conditions, belonging to the primitive or original constitution of our system, but not necessarily determin¬ ed, as far as we know, by any physical principle. The first of these conditions is, that the eccentricities of the orbits are all inconsiderable, or contained within very narrow limits, not exceeding in any instance one tenth or one eighth part of the mean distance. The second con¬ dition is, that the planets all move in the same direction, or from west to east. This is true both of the primary and secondary planets, with the exception only of the sa¬ tellites of Uranus, which may be accounted retrograde; but their planes being nearly at right angles to the orbit of their primary, the direction of their motion, whether Practical retrograde or otherwise, can have little effect. Lastly, ^s,ronom-v the planes of the orbits of the planets are not much in- dined to one another. This is true of all the larger planets, though it does not hold of some of the new and smaller ones ; of which, however, the action on the whole system must be altogether insensible. Unless these three conditions were united in the con¬ stitution of the solar system, terms of the kind just men¬ tioned, admitting of indefinite increase, might enter into the expression of the inequalities, which would indicate a gradual and unlimited departure from the original order and constitution of the universe. Now, the three condi¬ tions just enumerated do not necessarily arise out of the nature of motion, or of gravitation, or from the action of any physical cause with which we are acquainted. Neither can they be considered as arising from chance; for the probability is almost infinity to one, that, without a cause particularly directed to that object, such a conformity could not have arisen in the motions of so large a number of bodies, scattered over the whole extent of the solar system. The only explanation, therefore, which remains is, that all this is the work of intelligence and design, directing the original constitution of our system, and impressing such , motions on the parts as are calculated'to give stability to the whole. (J* p-) For some further discussions connected with Physical Astronomy, see the articles Comets ; Earth, Figure of; Precession of the Equinoxes ; and Tides. PART IV. PRACTICAL ASTRONOMY. . INTRODUCTION. Practical Astronomy may he considered as comprehend¬ ing the observations which must originally have been made to determine the facts which have now been embodied in a system, as well as those which are constantly being made for its further extension and improvement; the observa¬ tions which are required to make the science useful in the affairs of life ; and the rules and calculations which must be applied to the observations, to obtain from them the required results. Of the first class of observations mentioned above, the most important are those which relate to general surveys of the heavens, and the extension of cosmical research amongst those bodies that lie beyond the solar system. The sweeps pf the stars, and the observations of the nebulae begun by Sir W. Herschel in the last century, have been carried forward with additional vigour in this. Star maps and star catalogues for almost every portion of the heavens have been accumulating dur¬ ing the present century, till the places and magnitudes of very nearly one hundred thousand stars have been accurately laid down; speculation has closely followed practice; and not only has our own position with respect to the star cluster of which our solar system forms a part, been pretty accurately defined, but clearer views have been obtained of the probable distances and even of the constitution of some others of those systems which, though seen by us under the aspect of a feeble nebulous light, scarcely larger than the apparent disk of a planet of our system, yet probably occupy individually a space equivalent to that of our galaxy, and fill the firmaments of other worlds like our own, with their light and their glory. Even with regard to observations connected with the solar system merely, observation and theory combined have achieved conquests, since the last edition of this work was published, not inferior in interest or importance. Since the beginning of the present century, the telescope, aided by the improved me¬ thods of modern research, has discovered twenty-two of those small fragmentary bodies moving in planetary orbits between Mars and Jupiter; and theory alone, without the aid of the tele¬ scope, using only the laws of mechanical action and the results of previous observation, has extended the bounds of the known solar system, by predicting the place of a new body, and calling in the aid of the observer only to verify the fact, and to assist in the inquiry. The assumed well-marked distinction between the planetary and cometary orbits has been disproved by the discovery of several comets moving in ellipses with a periodical term shorter than that of Jupiter ; curious physical facts have been elicited by the motions of some of them, while several new members of this class of bodies are yearly added to the list, and their orbits eagerly computed by new aspirants for astro¬ nomical fame. Yet while the science has been thus followed up in its more speculative departments with all the success that the united zeal, talent, and energy of a highly intellectual age would give us reason to expect, and with an accuracy of detail in the observa¬ tions which brings into play all the resources of mere practical astronomy, it has been cultivated with equal ability in those de¬ partments to which the term practical more peculiarly belongs, and has lent its aid to the kindred and dependent science of navi¬ gation in a way which will soon render the art of guiding a ship through the trackless ocean as perfect both in theory and practice as anything depending upon human casualties can possibly be. The problem of determining the position of a ship at sea depends upon three things mainly, namely, Isf, an accurate knowledge of the lunar orbit, and the consequent motions of the moon ; 2dly, upon the indisputable accuracy of the places of certain funda¬ mental stars and bright planets with which her place is com¬ pared ; and, 3dly, upon the accuracy of performance of chrono¬ meters and nautical observing instruments. Now, in all these departments, the progress towards perfection during the last twenty years has been immense. The lunar orbit has been nearly cleared of all its theoretical irregularities, or those depending 110 ASTRONOMY. Practical upon unlmown causes of perturbation, and, very recently, im- Astronomy portant errors in the tables ordinarily in use have been detected, and corrected; ephemerides of the motions of the moon are com¬ puted with all attainable accuracy both in England and America; and fin ally, by the extra-meridional observations begun at Green¬ wich in 1847, and continued without intermission to the present time, the errors due to want of observations in certain parts of the orbit (those near conjunction namely) will be altogether got rid of. Again, the Greenwich Catalogues alone furnish the places of large numbers of stars with an accuracy indispensable for lunar purposes only in the case of a few, and every fundamental result of observations connected with the theory of the moon is supplied from the Greenwich Observatory with an accuracy and a steadiness even now unrivalled. Finally, the construction of chronometers and of nautical instruments has been brought to almost as much perfection as the case will admit of. Our go¬ vernment has encouraged the artists to place in competition every year a certain number of chronometers; and the ingenuity of this whole class of persons, brought to bear upon this branch of art, has been the means of eliciting some important improve¬ ments in the methods of compensating for temperature and in general construction, at the same time that their rivalry has been the means of reducing the price of the article, and bring¬ ing it more within the reach of the ordinary merchant captains of vessels. Various improvements have been at the same time made in surveying instruments and hydrographical methods. The sextant has been simplified and improved ; charts have been made of almost every shore in our dominions ; the tides have been studied with that attention to the union of high analytical investigations, and the practical results of observa¬ tions, which have put astronomy on so sound a basis ; the laws of the currents of various seas have recently been made the sub¬ ject of special investigation on a scale equal to its importance ; and, in fact, there is not a single branch of nautical astronomy which has not been benefited in an equal degree with the more theoretical or elevated branches of the science. The science of electricity, in its application to the electric telegraph, has been already of considerable service to astro¬ nomy, by affording the opportunity of making simultaneous signals at any two observatories situated on a line of railway, however distant they may be from each other. By this means the differences of longitude of three principal British observa¬ tories—namely, Greenwich, Cambridge, and Edinburgh—have already been obtained with an accuracy unattainable by any other method, and the difference of longitudes of Greenwich and Oxford will shortly be determined. The galvanic connexion between Greenwich and Paris is also complete, by means of the submarine communication between Dover and Calais ; and ex¬ periments will shortly be tried for the determination of the dif¬ ference of longitudes of these two observatories; and, after this has been accomplished, there will be no difficulty whatever in determining the longitudes of all the continental observatories situated near the grand lines of railroad or telegraph wires. Hopes are beginning to be entertained also of carrying a wire across the Atlantic, and thus bringing the American observa¬ tories into connexion with Europe ; and the project is not in reality very chimerical. We need not dwell specifically upon the means by which these great results have been attained. Our two supplements historical and theoretical will have given ample information concerning every available source of improvement in the me¬ thods of making observations, and of the chief improvements which have been devised by the eminent men conducting the establishments which have been described. There is scarcely a discovery of importance, or a new method deserving of ex¬ planation, in any one of the branches of pure astronomy, con¬ cerning which the reader will not find information, and guid¬ ance for future research; many of the books which the ac¬ complished astronomer, as well as the student, will require for his pursuit of the science are indicated, and some account of the contents of some of them, where it is necessary to elucidate the subject, has been given. Such information, indeed, as relates exclusively to the allied sciences of surveying and navigation, must of course be sought for under their respective titles, since the space allotted us would not allow of the extension which such subjects would have re¬ quired ; but, in everything that relates to the observations made in fixed observatories, and to the results deduced from them as applied to the use of these sciences, it is hoped that some in- Practical struction has been given. Astronomy There is one subject which we hoped to have entered into with more minuteness, but which we are prevented from doing through want of space, namely the method of reducing as well as making the observations necessary for the determination of the position of a body in the heavens ; and we were the more reluctant to relinquish our design because it is a subject on which most elementary books are either deficient or silent. It has been stated again and again, that the two elements which deter¬ mine the position in question, are the right ascension and decli¬ nation of the body, and the instruments which ordinarily deter¬ mine these elements are the transit instruments (assisted by an astronomical clock) and the mural circle, if two instruments be used, or the transit circle, if only one instrument be em¬ ployed. Under this head it has been deemed sufficient to re¬ tain the accounts of the transit instrument constructed by Troughton for Sir James South, which is still mounted and in excellent condition ; and of Troughton’s mural circle, erected at the Royal Observatory of Greenwich, in 1812, which was used with excellent effect till the end of the year 1850, when it was replaced by the great transit circle now in use. Each of these instruments is probably one of the best existing specimens of its class, and neither has been excelled in perfection of work¬ manship even to the present time. In addition to the instru¬ ments which determine the place of a body by observations made on the meridian, a third instrument, namely the equatorial, is necessary for various purposes, but especially for comparing planets and comets, of which a sufficient number of observations cannot be obtained on the meridian, with neighbouring stars ; of this class of instruments we have retained the accounts of the celebrated Dorpat telescope already mentioned in the account of that observatory, and of the three-foot equatorial in the pos¬ session of Sir James South, which was used with such effect by him and Sir John Herschel in the measurement of double stars. With regard to the tables printed in this department, we have retained those relating to the calculation of eclipses, as in¬ teresting to the student, though it must be borne in mind that much better elements exist at present for such calculations than those which were used in these tables. The catalogue of stars has been replaced by a more modern catalogue accurately compiled, by the use of the best elements, from the Green wich Twelve-Year Catalogue of 2156 stars. This list includes all the stars down to the fifth magnitude inclusive, which are found in that catalogue, and the places are reduced to the epoch 1850, by the use of the geometrical precessions given in th.Q British Association Catalogue, and by the proper motions given in Mr Main’s paper on Proper Motions, (Memoirs of the Royal Astronomical Society, vol. xix.) Where no proper motion is given by Mr Main,—that is for stars not observed by Bradley or not given in the Fundamental—the annual varia¬ tion is taken altogether from the British Association Catalogue, except in a few cases specified in the notes. Finally, we have retained, as useful to the student, the small table of refractions given in the former edition, not as insist¬ ing upon its accuracy (since the whole subject has been since revised by Bessel), but as enabling the student to see by com¬ pendious tables and examples how this element of correction is taken account of in the reduction of observations. A few problems given in the former edition have been re¬ tained, as being good exercises for the students, and amongst the most interesting and important that belong to the science of plane astronomy, though it is evident that in the systematic study of the science they should be read in their proper order in works treating of the details of the science. CHAP. I. PROBLEMS IN PRACTICAL ASTRONOMY. Problem I.— Given the right ascension and declination of a star or planet, together with the obliquity of the ecliptic, to find the star’s longitude and latitude. Let P (fig. 120, Plate XC.) be the pole of the equator O T Q> E the pole of the ecliptic IT L, and S the place of the star. Let PR, the circle of latitude passing through ASTRONOMY. Ill Practical S, meet the equator in R; and EM, the circle of declina- Astronomy. ti0n, meet the ecliptic in M ; also let fY1 E, P, be arcs of great circles passing through the equinoctial point w and the poles of the ecliptic and equator respectively. Let us now make L = M the longitude of S, l =z SM the latitude, ^R. zr R the right ascension, D = SR the declination, u = LtQ the obliquity of the ecliptic. Since L — ML rr 90° — ML, and ML is the measure of the angle SEP, we have cy>M=L=: 90° — SEP, and, consequently, sin. L = cos. SEP. Again, since •Y'R — fy^Q — RQ — 90° — RQ, and RQ is the measure of the angle RPQ, we have TR. The following are the formulae : . T sin. D -> sin. L =— , sin. 60 tan. AR tan. L= cos. 60 sin. AR — cot. 60 tan. D tan. AR = cos. 60 tan. L sin. D—sin. 60 sin. L I tan. D=tan. 60 sin. AR, j •(!•) .(2.) .(3.) Problem III.— Given the latitude of the observatory, the polar distance of a star, and its hour-angle at the pole, to find its zenith distance, azimuth, and angle of varia¬ tion. Let P (fig. 121) be the pole of the equator, A the zenith of the place, and V the position of the star: we have then given the two sides, AP and PV, of an oblique angled spherical triangle, together with the included angle APV, to determine the third side and the remaining angles. Make A=AP the complement of the latitude, A=PV the polar distance of the star, which is here supposed to be north, P—APV the hour-angle at the pole, Z=AV the zenith distance, A—VAP the azimuth, V—AVP the angle of variation. 1. To find Z we have cos. Z=cos. ~K cos. A + sin. A sin. A cos. P. Assume tan. p=:tan. A cos. P; then by substituting, cos. Z=cos. A (cos. A + sin. A tan. p) ; whence, by reducing, / 112 ASTRONOMY. Practical Astronomy. „ COS.(X—©) . COS. Z=COS. A (1.) cos. COS. V sin. x — 2. To find A, we have from spherical trigonometry the formula cot. A= cot. A sin. X sin. P cot. P cos. X. tan. L, tan. D (!•) Sm- D (2.) (O (O cos. L'” cos. y — cot. L, tan. D. . sin. D sm. z sin. L Practical Astronomy, The hour-angles v and y must be converted into time . ^ , cot. A , . . . i 13 bv allowing 15° to one hour. Assume cot.-J/= whence cot. A—cot.cos. P, j ° cos. P and, by substituting, cot. A = cot. P (cot. sin. X — cos. X) „ /cos. 4/ sin. X — sin. -v}/ cos. X — COt. P ( 7 V si whence sin. ^ . cot. P sm. (X — 4/) cot. A = — -A —, sm. 4 .(2.) 3. To find V we have . -rr cot. X sin. A A 4. T> cot. Y = 7—— cos. A cot. P. sin. P Assume cot. y = or cot. X = cot. y cos. P, then, ^ cos. P ^ by substituting and reducing as above, we have cot v^cot-Psin.CA-x) (3 ) sm. y Problem IV.— Given the declination and zenith distance of a star, and the latitude of the observatory, to determine the hour-angle. This is the case in the solution of spherical triangles? in which the three sides are given to find one of the an¬ gles. The formula, therefore, from which P is computed (see Spherical Trigonometry) is tfln 2 ip — sin. 1(Z + X—A) sin. -|(Z —X+A) 2 sin. i(Z-f X+A) sin. 1(X + A — Z) Problem VI.— To find how much the rising of the sun or a star is advanced by refraction. Let ZPB be the meridian (fig. 123), Z the zenith, P the pole, and OB the horizon. Let SS', the parallel de¬ scribed by the sun, meet the horizon in S. Were it not for the effect of refraction, the sun or star would appear to rise at S, and at rising the hour-angle from midnight would be SPB ; but it is elevated by refraction (which takes place in a vertical circle), and appears to rise at D, while in fact it is below the horizon at S' somewdiere in the vertical circle ZD produced downward, and the time of rising is accelerated by the small angle SPS'. Let L denote the latitude of the place = 90 — PZ ; D the declination of the star = 90 — PS ; H the hour-angle BPS, reckoned from midnight; r the arc DS of the ver¬ tical ZS, the effect of refraction ; and x the angle SPS, the acceleration of time of rising. In the spherical triangle ZPS', cos. ZS' = cos. ZP cos. PS' + sin. ZP sin. PS' cos. ZPS', Now, cos. ZS' = cos. (90 + r) = — sin. r, and cos. ZPS' = — cos. BPS' = — cos. (H — x); therefore — sin. r = sin. L sin. D — cos. L. cos. D cos. (H — x). In like manner, in the triangle ZPS, in which cos. ZS = cos. 90° = 0, 0 = sin. L sin. D — cos. L cos. D cos. H; hence, by subtraction, sin. r = cos. L cos. D [cos. (H—x)—cos. H], Problem V.—Given the latitude of a place, and the sun s declination, to find, ls£, the time of sunrise; 2d, the suns amplitude at rising; 'id, the time when the sun is dice east; 4tth, the sun’s altitude when in that position. and cos. (H — a;) — cos. H — cos. L cos. D’ but cos. (H — x) — cos. H = 2 sin. £ x sin. (u — In fig. 122 let AZP be the meridian, in which Z is the zenith, and P the pole ; let ZO be the prime vertical, and AOB the horizon, A being the south, O the east, and B the north points; let SS' be the part of the parallel de¬ scribed by the sun between his rising and passing the prime vertical, and PS PS' hour circles. Let L = the latitude of the place = PB, D = the sun’s declination = 90° — PS, v = the time from midnight to sunrise = hour angle SPB, x = the sun’s amplitude at rising = OS, y = the time from midnight to the sun’s coming on the prime vertical = hour-angle S'PB, * = the sun’s altitude when in the prime vertical = OS'. In the spherical triangle PBS, right angled at B, cos. SPB = tan. PB tan. PS’ cos. BS = cos. PS cos. PB and in the spherical triangle PZS', right angled at Z, cos. ZPS = tan. PZ tan. PS'’ cos. ZS' = cos. PS' cos. PZ’ Now PB=L, PZ = 90° — L, PS=PS' = 90° — D, BS = 90° — x, ZS' = 90° — z; hence we have these four formulae: (Algebra, § 240, D); (t€\ sin T H_2j=^rL^s7T>- Now, x and r being small angles, we may consider 2 sin. ± x = x, sin. r = r, and sin. =: s'n* We have then x = sm. H cos. L cos. D ’ and here H is determined by the formula cos. H = tan. L tan. D. The value of x just found is only a near approximation ; let it be denoted by x', and let H' = H -f x', and we shall have more nearly x = sin. H' cos. L cos. D sin. L sin. D Since cos. H = tan. L tan. D = = ^, cos. L cos. D „ . o tt cos*2 L cos.2 D — sin.2 L sin.2 D therefore, sin.2 H = ^ . cos.2 L cos.2 D Again, cos.2 L cos.2 D — sin.2 L sin.2 D = (cos. L cos. D—sin. L sin. D)(cos. L cos. D + sin. L sin. D ) = cos. (L + D) cos. (L-D). ASTRONOMY. 113 Practical Astronomy Therefore, sin.2 H = cos. (L + D) cos. (L — D) cos.2 L cos.2 D <\/[cos. (L + D) cos. (L-D)]- The value of r is variable; but in general it is about 33 minutes of a degree, or 132 seconds of time. There¬ fore the acceleration by refraction is nearly, in time, 132s be the small change of declination corresponding to the variation of the hour-ande from P to P + p, and let D + A be substituted for D^and P + p for P in this equation. It then becomes cos. Z =sin. I sin. (D + A) + cos. I cos. (D + A) cos. (P + 9). But as A and p are very small arcs, their cosines may be made equal to the radius, and their sines equal to the arcs themselves ; therefore, on expanding the above equa¬ tion, it becomes cos. Z — sin. I sin. D -pcos. I cos. D cos. P. + (sin. I cos. D — cos. I sin. D cos. P) a — cos. I cos. D sin. P. -5) tan. I 1 + tan.2 I _ (m2 — w2) tan. I m2 -f- n2 tan.2 I _ (m2 — n2) sin. I cos. I (m2—n2) sin. I cos. / — m2 cos.2 I n2 sin.2 I m2— (ni2 — n2) sin.2 /" Now, let m—n — \, or n — m — 1; then, by substituting, (2m — 1) sin. I cos l tan v = ^ . , nr — (2 m — 1) sin.2 I or, neglecting the terms multiplied by —2, and recollect¬ ing that sin. I cos. 1= l sin. 2 l, sin. 2 l tan. v — whence tan. vrr that is, tan. v — 2 m sin. 2 l 2 m sin. 2 l m sin. 2 l (2-4)-Y-77 m (2~) ( 1 _i_ 2 1 H sin m in.2; in.2 (l — o 1 cos.2 / H—— sin.2 A \ 2 m m m m J but cos.2 I — sin.2 I = cos. 2 1; therefore, tan. v — sin. 2 l m (. , 1 — 2 cos. 2 A V + 2~m )'' and 2 sin. 2 l cos. 21 — 4 sin. 4 l, therefore, . sin. 2 l . sin. 21 — sin. 4 l tan. v — 4- . m 2 m2 The last term of this expression cannot in any case amount to 2'', so that the angle of the vertical is very nearly proportional to the sine of twice the latitude. Problem XIII.— To compute the angle of the vertical, or the difference between the apparent and geocentric latitude arising from the spheroidal figure of the earth (fig. 127). Let AMP be a quadrant of the elliptic meridian, C be¬ ing the centre, and P the pole. The straight line VME, perpendicular to the ecliptic in M, determines the appa¬ rent zenith V of the place M, while ZMC drawn through C determines the true zenith Z. Hence the angle ADM is the apparent latitude of M, and ACM its geocentric latitude ; and the angle ZMV between the true and appa¬ rent zenith is the angle of the vertical. Let x and y be the rectangular co-ordinates of the point M, the origin being at C, and make AC — m, CP = n, ADM = l, and ZMV = v. The equation of the ellipse gives n2 y2=n2 a?2, nr whence ydy = — —2 xdx; therefore, ^ n2 dx x ~ m2 ' dy" Problem XIV.— To compute the parallax of the moon, or a planet, in altitude. Let P = the horizontal parallax, p — the parallax of altitude, Z = the apparent zenith distance. It was shown in Chap. I. Sect. 2 of Theoretical As¬ tronomy that sin. p = sin. P sin. Z ; now let Z' = the true zenith distance, then Z — Z' + jo, and consequently sin. p = sin. P sin. (Z'+jo) = sin. P (sin. Z' cos. jt> + cos. Z' sin. jo), therefore tan./? = sin. P (sin. Z' + cos. Z' tan./)) tan. /> (1 — sin. P cos. Z') = sin. P sin Z', whence . sin. P sin. 71 tan. p — ; . 1 — sm. P cos. 71 But by a well-known series, p = tan.p — \ tan.3/) + £ tan.5/) —, &c. Substituting therefore the above expression for taxi, p, and reducing the powers to series, we find sin. P sin. Z' sin.2 P sin. 2Z' , sin.3 P sin. 3Z' sin. 1' sin. 2" sin. 3" 116 ASTRONOMY. Practical The first two terms of this series are in every case suffi- Astronon^y. cient for the computation ofp. Problem XV.— To compute the parallax in right ascen¬ sion. In fig. 128 let P be the pole, Z the zenith, A the true place of the moon or a planet, depressed on the vertical circle through the effects of parallax to B. Having join¬ ed PA and PB by arcs of great circles, the corresponding variation in right ascension will be represented by the angle APB. Make P = the horizontal parallax; p — AB, the parallax of altitude ; n = APB, the parallax in right ascension; l — 90° — ZP, latitude of place ; A = PA, the polar distance; N = ZA, the true zenith distance ; ^ ZB, the apparent zenith distance; H = ZPA the hour angle. In the parallactic triangle APB we have sin. PA : sin. AB : : sin. ABP : sin. APB ; that is, sin. A : sin. p : : sin. ABP : sin. n, but sin. p — sin. P sin. (N -H p'). See Theoretical Astronomy, Chap. I. Sect. 2. Therefore, sin. P sin. (N + p) sin. ABP sin. n — . ' sin. A Now, in the triangle ZBP, we have sin. ZB ; sin. ZP : : sin. ZPB : sin. ZBP (ABP); that is, sin. (N + p) : cos. I: : sin. (H + II) : sin. ABP. Therefore, • * t">_ cos. I sin. (H + n) sm. ABP — :—ttt-—r—> sin. (N + p) whence that is (retaining the notation of last problem), Practical cos. A — sin. I cos. N _ cos. (A + w) — sin. I cos. (N +p) sin. N — sin. (N + p) whence . , . cos. A sin. (N + ») cos. (A + ff) = 7—^ — v J sin. M sin. I [cos. N sin. (N+p) — sin, N cos. (N+p)] sin. N _ cos. A sin. (N + p) sin. I sin, p = sin. N sin. N cos. A sin. (N + p) sin. I sin. P sin. (N + p) . = sin. N sin. N. therefore cos. (A+*r) = -in’sinNK~ [c°S' A~ shl*1 sin‘ Now, from the property of spherical triangles, Sin. ZA: sin. PA :: sin. ZPA : sin. AZP, therefore sin. PA sin. ZPA sin. AZP = :—77-7 . sm. ZA For the same reason sin. PB sin. ZPB i.BZP = sin. ZB therefore . sin. P cos. I . /TT . ^ sin. n = t : sin. (H + n). Make sin. P cos. I sin. A sin. A = A; then sin. n = A sin. (H + n) = A (sin. H cos. n + cos. H sin. n); whence tan. n = A (sin. H + cos. H. tan. n), and tan. II (1 — A cos. H) = A sin. H; that is, A sin. H tan. II — *7 7 t i, 1 — A cos. H whence we have the following series, sm- H + A2sin^H +, sin. PA sin. ZPA _ sin. PB sin. ZPB sin. ZA sin. ZB that is, sin. A sin. H _ sin. (A + tt) sin. (H +II) sin. N — sin. (N+p) whence sin. (N +p) _ sin. (A + ff) sin. (H + n) sin. N — sin. A sin. H By substituting this in equation (1) there results sin. (A + ir) sin. (H + n) cos. (A + w) = : —•—• Tj— v sin. A sm. H [cos. A — sin. I sin. P], whence , . , sin. (H + n) ( . . sin. I sin. P | cot. (A + ^r) = s>; h {cot. A- sin ^ — cott sin. A ASTRONOMY. 117 Practical sin. (A +“t) cos. A—cos. (A +or) sin. A sin. cr sin. (A + g-) sin. A — sin. (A + ^sin. a’ therefore sin. cr sin. I sin. P sin. (A + t) sin. A- sin. A. — cot. (A + 7r)[sin. (H + n) — sin. H] sin. (H + n) Now, by the trigonometrical formulae, the difference of the sines of two arcs is equal to twice the sine of half their difference multiplied by the cosine of half their sum, therefore sin. (H+n) — sin. H 2 sin. 1 n cos. (H+^n), whence sin. ir sin. I sin. P sin. (A + -ff) sin. A- sin. A 2 sin. i n cos. (H +1 n) cot. (A + sin. (H + n) and sin cr sin. I sin. P sin. (A +cr) 2 sin. -I- nsin. A cos. (H + -| n) cos. (A + cr) sin. (H + n) f _ . . „ sin. n or, since 2 sm. ^ n = ;—, 2 cos. i n sin. it — sin. I sin. P sin. (A + cr) sin, n sin. A cos. (H + £ n) cos. (A + cr) cos. ^ n sin. (H + n) But it was shown in the last problem that . „ sin. P cos. I . /xt i \ sm. n = :—: sin. (H + n), sin A. whence sin.n sin. A zr sin. P. cos. Z; sin. (H + n) consequently, sin. cr — sin. I sin. P sin. (A + cr) sin. P cos. I cos. (H + ^ n) cos. (A + ft) cos. 4 n Ar i ^ cos.(H + in)cot./ , , , . . Make tan. a? — ; then, by substituting, COS. 2 Xl sin. ?r = sin. Z sin. P [sin. (A+cr)—tan. a? cos. (A + cr)], or sin. cr — sin. Z sin. P cos. x sin. ft = sin. cr = sin.Zsin.P cos. x whence, tan. ft — sin.Zsin.P [sin. (A + cr) cos. x — cos. (A + cr) sin. a:], sin. Z sin. P cos. x sin. (A + cr — x), [sin. (A — x) cos. cr + cos, (A — a:) sin. cr]; cos. a; [sin. (A — a?) + cos. (A—x) tan. cr] ; therefore (making S'n' — B), B sin. (A — x) tan. cr = — consequently 1 — B cos. (A — x) ^ J cr - B sin- O —*) . B2 sin. 2 (A —x) sin. 1" sin. 2" + B3 sin‘ 3. — +, &C. sin. 3" Problem XVII.—To compute the altitude and longitude of the nonagesimal. The nonagesimal is the point of the ecliptic where that circle intersects the vertical plane passing through its pole. It is consequently the highest point of the ecliptic Practical above the horizon, or 90° from the horizon measured on Astronomy the ecliptic. ^ Let HH' (fig. 129) be the horizon, EO the ecliptic, EQ the equator, Z the zenith, P the pole of the equator, and P' the pole of the ecliptic. The great circle passing through P and P intersects EO and EQ at right angles in C and D, whence EC = ED = 90° = MQ, and therefore EM = DQ. In like manner PD rz 90° rz P'C, conse¬ quently P'P z= CD the obliquity of the ecliptic. The great circle PZNI which passes through the pole of the ecliptic and the zenith is a circle of latitude and also a vertical circle; hence the angles at N and I are right angles, and O is the pole of PZNI; consequently 01 zz ON zz 90°. Now since ON z= 90°, the point N is the nonagesimal, and its altitude IN z= 90° — ZN zz ZP' = the complement of the altitude of the pole of the eclip¬ tic, or the co-latitude of the zenith. In like manner its longitude EN zz 90° — NC zz 90° — ZPP. Now in order to compute ZP' and the angle ZP'P, we have given, in the triangle ZPP', the side ZP zz the co-latitude, PP zz the obliquity, and also the angle ZPP, for ZPP' zz 180° — ZPD zz 180° — MD zz 180° — (ED — EM) zz 180° — 90° + EM zz 90° + EM, and EM (which is the right ascension of the zenith, or as it is technically called, the right ascension of the mid-heaven) is given, being equal to the sidereal time of observation converted into degrees. Let R zz EM the right ascension of the zenith, X zz PZ the co-latitude of the place (reduced by problem XIII.), wzz PP' the obliquity of the ecliptic, K zz P'Z the co-latitude of the zenith or altitude of the nonagesimal, N zz 90° — ZP'P the longitude of the nonagesimal. By the trigonometrical formulae, cos. K zz cos. X cos. w + sin. X sin. w cos. (90° +R) zz cos. X cos. co + sin. X sin. co sin. R. Assume tan.

at J8 M g8 26 Increase of dist. in 3 hours — 1° 22' 25" D = 83° 20' 55" Dist. 5 from © at 15 hours 83 6 1 0° 141 54" Hence it appears that in 3 hours the distance of the moon from the sun was increased by 1° 22' 25" = 4595", and that between the time of making the observation, and the 15th hour, Greenwich time, the increase of distance was 0° 14' 54" z= 894." Now for small intervals the distances will increase nearly as the times, therefore we have 4945" : 894" : : 3h. : Oh. • 5425 = 32m. 33s. Thus it appears that the observation must have been made 32 minutes 33 seconds after the 15th hour, Greenwich time. We have yet to find the correct time of the observation as estimated at the ship. To determine this, we know the sun s altitude 48° 26' 49", and the sun’s declination, which is given in the Almanac for Greenwich, noon ; and from this the declination at the time of the observation is found by making allowance for the difference of longi¬ tude and the hour from noon at the ship, both known near¬ ly. , The declination thus found is 23° 22' 48" north. The ship s latitude, 10° 16' 40", is also known. Hence to find the hour angle by Problem IV. we have X the colat. = 79° 43' 20", A the pol. dist. = 113 22 48, 2 the zenith dist. = 41 33 11. To find P the hour angle, the computation (see formula of Prob. IV.) may stand thus:—• sin. L (z 4- x_ a) 3° 56' 51" 8-8378559 A + a = 76° 47' 37". 39-2358960 sin. a- (z — X -j- A) 37 36 19 9-7854851 sin. L (A 4- A 4- z) 117 19 39 ar. comp. 0-0513929 sin. g- (X -j- A — z) 75 46 28 ar. comp. 0-0135256 2)18-6882595 tan. (X P - 12° 27' 174") 9-3441297 P = 24° 54' 35" = lh 39m ggs-s time at Greenwich — 15 32 33 -0 Long, from Greenwich westward 13h 52m 54s-7 Therefore, longitude east of Greenwich is 10h 7m 4s-3 We have put down the result to seconds, as it comes out by the calculation ; but such accuracy is not attainable in nautical practice. Delambre says, “ even with the best instruments, the most skilful navigators find anomalies for which they cannot account. The lunar tables are in a state of continual improvement, yet we cannot be sure that there is not an error of 20" in a distance, which will pro¬ duce an error of 40" of time. To this possible error of theory must be joined that of the observation, which may be still greater, ihe error of the time may therefore amount to 80", which is equivalent to 20', or ^d of a de¬ gree. I his should be the maximum of the error ; and, in general, this degree of accuracy is sufficient. Indeed a greater accuracy than ^d or ^th of a degree may some¬ times be obtained, but still it is uncertain. 120 ASTRONOMY CHAP. II. CALCULATION OF NEW AND FULL MOON, AND ECLIPSES. Sect. I.— Tables for Computing New and Full Moon, and the Elements for Eclipses. TABLE I. The Mean Time of New Moon in January, New Style, with the Mean Anomalies of the Sun and Moon, and the Moon’s Mean Distance from the Ascending Node from 1801 to 1900 inclusive. 1801 1802 1803 1804B. 1805 180G 1807 1800B. 1809 1810 MeanNewMoon in January. H. M. S. 14 7 39 9 3 16 27 43 22 14 0 21 11 22 48 55 29 20 21 32 19 5 10 7 8 13 58 41 27 11 31 18 15 20 19 52 5 5 8 27 1811 24 2 41 4 1812B. 13 11 29 38 1813 1814 1815 1816B. 1817 1818 1819 1820B. 1821 1822 1823 1824B. 1825 1826 1827 1828B. 1829 1830 1831 1832B. 1833 1834 1835 1836B 1837 1838 1839 1840B. 1841 1842 1843 1844B. 1845 1846 1847 1848B. 1849 1850 1 20 18 13 20 17 50 50 10 2 39 25 0 12 2 9 0 36 17 49 11 15 21 48 0 10 23 Moon’s Mean Anomaly. 3 8 58 57 22 6 31 34 11 15 20 8 1 0 8 43 18 21 41 20 8 6 29 54 27 4 2 31 16 12 51 5 4 21 39 40 23 19 12 17 13 4 0 51 2 12 49 25 20 10 22 3 9 19 10 37 28 16 43 15 1 31 49 10 20 23 7 53 1 16 41 35 1 30 10 21 23 2 47 11 7 51 21 30 5 23 59 19 14 12 33 7 23 1 8 26 20 33 45 16 5 22 19 5 14 10 54 23 11 43 31 12 20 32 6 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 - 1 1 1 1 1 1 1 1 1 1 1 2 2 2 2 2 2 2 2 3 3 3 3 3 3 4 4 4 4 4 5 5 5 5 5 i. D. 0 26 11 5 10 11 8 21 M. S. 7 39 55 49 33 0 21 11 u S rt O 3'3 S 3 “w 7 26 58 22 6 6 46 32 4 16 34 42 3 22 11 53 2 2 0 4 0 11 48 14 11 17 25 25 9 27 13 35 8 7 1 46 7 12 38 57 5 22 27 4 28 4 18 3 7 52 29 1 17 40 39 0 23 17 50 11 3 6 1 9 12 54 11 8 18 31 22 6 28 19 32 5 8 7 42 4 13 44 53 2 23 33 4 I 29 10 15 0 8 58 25 10 18 46 35 9 24 23 46 8 4 11 56 6 14 0 6 5 19 37 13 3 29 25 28 3 5 2 39 1 14 50 49 11 24 39 0 II 0 16 11 9 10 4 21 7 19 52 32 6 25 29 43 5 5 17 53 4 10 55 5 2 20 43 15 1 0 31 25 0 6 8 36 10 15 56 47 8 25 44 5? 8 1 22 8 6 11 10 19 Sun’s Mean Anomaly. Moon’s Mean Distance from AscendingNode. 0 0 0 0 0 0 0 0 0 0 0 +1 1 1 1 1 1 1 1 2 2 2 2 2 2 10 S. D. M. S. 0 14 16 42 0 3 32 33 0 21 54 43 0 11 10 35 0 29 32 45 0 18 48 36 0 8 4 27 0 26 26 38 0 15 42 29 0 4 58 20 0 23 20 31 0 12 36 22 0 1 52 13 0 20 14 24 0 9 30 15 0 27 52 26 0 17 8 17 0 6 24 8 0 24 46 19 0 14 2 10 0 3 18 1 0 21 40 12 0 10 56 3 0 0 11 54 0 18 34 4 0 7 49 56 0 26 12 6 0 15 27 57 0 4 43 49 0 23 5 59 S. D. M. S. 9 10 35 50 9 18 38 37 10 27 21 37 11 5 24 24 0 14 7 24 0 22 10 11 1 0 12 57 2 8 55 58 2 16 58 44 2 25 1 31 4 3 44 31 4 11 47 18 4 19 50 4 5 28 33 5 6 6 35 51 7 15 18 52 7 23 21 39 8 1 24 25 9 10 7 26 9 18 10 12 9 26 12 59 11 4 55 59 11 12 58 46 11 21 1 32 0 29 44 33 1 7 47 19 2 16 30 19 2 24 33 6 3 2 35 52 411 18 53 0 12 21 49 0 1 37 42 0 19 59 52 0 9 15 43 0 27 37 54 0 16 53 45 0 6 9 36 0 24 31 47 0 13 47 38 0 3 3 29 0 21 25 40 0 10 41 31 0 29 3 41 0 18 19 33 0 7 35 24 0 25 57 34 0 15 13 26 0 4 29 17 0 22 51 27 0 12 7 19 4 19 21 39 4 27 24 26 6 6 7 26 6 14 10 13 7 22 53 13 8 0 56 0 8 8 58 47 9 17 41 47 9 25 44 34 10 3 47 20 11 12 30 21 11 20 33 0 29 16 1 7 18 55 1 15 21 41 2 24 4 42 3 2 7 28 3 10 10 15 4 18 53 15 4 26 56 MeanNewMoon in January. 1851 1852B 1853 1854 1855 1856B. 1857 1858 1859 1860B. 1861 1862 1863 1864B. 1865 1866 1867 1868B. 1869 1870 1871 1872B. 1873 1874 1875 Moon’s Mean Anomaly. D. H. M. S. 2 5 20 40 21 2 53 17 9 11 41 52 28 9 14 29 17 18 3 3 7 2 51 38 25 0 24 15 14 9 12 49 3 18 1 23 22 15 34 1 11 0 22 35 29 21 55 12 19 6 43 4? 8 15 32 21 26 13 4 58 15 21 53 33 5 6 42 7 24 4 14 44 12 13 3 18 1 21 51 53 20 19 24 30 10 4 13 28 1 45 42 17 10 34 16 6 19 22 50 187GB. 1877 1878 1879 1880B. 1881 1882 1883 1884B. 1885 1886 1887 1888B. 1889 1890 1891 1892B. 1893 1894 1895 1896B 1897 1898 1899 1900C. 25 16 55 27 14 1 44 2 3 10 32 36 22 8 5 13 11 16 53 48 29 14 26 25 18 23 14 59 8 8 3 34 27 5 36 11 15 14 24 46 4 23 13 20 23 20 45 57 13 5 34 32 I 14 23 6 20 H 55 44 9 20 44 18 28 18 16 55 17 3 5 30 6 11 54 4 25 9 26 42 14 18 15 16 3 3 3 50 22 0 36 28 II 9 25 2 30 6 57 39 - 6 6 6 6 6 7 7 7 7 8 8 8 8 9 9 9 10 10 10 10 11 11 11 12 12 12 13 13 13 14 14 14 15 15 16 16 16 17 17 18 18 18 19 19 20 20 20 21 21 21 S. D. M. S. 4 20 58 29 3 26 35 40 2 6 23 50 1 12 1 2 11 21 49 12 10 1 37 22 9 7 14 33 7 17 2 43 5 26 50 54 5 2 28 5 3 12 16 15 2 17 53 26 0 27 41 36 11 7 29 47 10 13 6 58 8 22 55 8 7 2 43 18 6 8 20 29 4 18 8 40 2 27 56 50 2 3 34 1 0 13 22 11 11 18 59 22 9 28 47 33 8 8 35 43 S 3 14 12 54 24 1 5 3 49 15 9 26 26 19 14 37 0 24 51 48 11 4 39 58 9 14 28 8 8 20 5 20 6 29 53 30 + 10 10 11 11 12 12 12 13 13 14 14 15 15 16 16 17 17 18 18 19 19 20 20 21 22 22 23 23 24 25 25 26 26 27 28 5 9 41 40 4 15 18 51 2 25 7 1 4 55 12 0 10 32 23 10 20 20 33 9 25 57 44 8 5 45 54 6 15 34 5 21 11 16 0 59 26 10 47 36 16 24 47 26 12 58 1 50 Sun’s Mean Anomaly. S. D. M. S. 0 1 23 10 0 19 45 20 0 9 1 12 0 27 23 22 0 16 39 13 0 5 55 5 0 24 17 15 0 13 33 6 0 2 48 58 0 21 11 8 Moon’s Mean Distance from AscendingNode. D. M. 4 58 48 13 41 49 21 44 35 0 27 36 8 30 22 8 16 33 9 9 25 16 10 10 3 18 56 10 11 21 43 11 20 4 43 0 10 26 59 11 28 7 30 0 28 49 10 0 18 5 1 0 7 20 52 0 25 43 3 0 14 58 54 0 4 14 45 0 22 36 56 0 11 52 47 0 1 8 38 0 19 30 49 0 8 46 40 0 27 8 50 0 16 24 42 0 5 40 33 1 6 50 31 1 14 53 17 1 22 56 4 3 1 39 4 rt O 3 QJ 3 C/7 O’ H 9 41 51 17 44 37 26 27 38 4 30 24 12 33 11 6 21 16 11 6 29 18 58 8 8 1 58 8 16 4 45 8 24 7 31 0 24 2 43 10 2 50 32 0 13 18 35 0 2 34 26 0 20 56 36 0 10 12 27 0 28 34 38 0 17 50 29 0 7 6 20 0 25 28 31 0 14 44 22 0 4 0 13 0 22 22 24 0 11 38 15 0 0 54 6 0 19 16 17 0 8 32 8 0 26 54 19 0 16 10 10 0 5 26 1 0 23 48 12 0 13 4 3 0 2 19 54 0 20 42 4 0 9 57 56 0 28 20 6 10 10 53 18 10 18 56 5 11 27 39 5 0 5 41 52 1 14 24 52 1 22 27 39 2 0 30 25 3 9 13 26 3 17 16 12 3 25 18 59 5 4 2 0 5 12 4 46 5 20 7 33 6 28 50 33 7 6 53 20 8 15 36 21 8 23 39 7 9 1 41 54 10 10 24 54 10 18 27 41 10 26 30 27 0 5 13 28 0 13 16 14 1 21 59 15 ASTRONOMY. 121 TABLE II. Quantities to be added to the Epochs in Table I. for the Nineteenth Century, in order to obtain the Epochs of the corresponding Years in other Centuries. The sign — indicates the past Centuries, and + the future, in respect to the Nineteenth Century. Years. Old Style. — 2600 — 2500 — 2400 — 2300 — 2200 — 2100 — 2000 — 1900 — 1800 — 1700 — 1600 — 1500 — 1400 — 1300 — 1200 — 1100 — 1000 — 900 — 800 — 700 — 600 — 500 — 400 — 300 — 200 — 100 New Style. — 300 — 200 — 100 + 100 -f 200 Mean New Moon. 22 20 36 13 27 4 43 18 15 19 8 12 0 6 19 8 13 24 10 16 20 29 23 16 28 0 2 20 11 49 27 33 34 38 41 42 48 47 7 4 11 12 15 20 20 4 18 54 25 59 33 40 28 20 3 16 21 25 0 4 0 8 4 12 8 20 13 4 24 5 9 4 8 16 14 24 12 47 13 54 18 17 20 24 25 31 29 16 16 38 34 45 39 52 43 15 45 22 50 29 54 36 58 14 12 22 50 18 20 29 54 36 58 7 5 Moon’s Mean Anomaly. 10 25 47 43 7 11 18 23 3 11 8 4 1 10 6 3 1 0 2 16 30 42 2 1 22 17 32 3 2 9 24 10 11 25 8 11 4 26 0 16 2 17 3 10 18 7 4 2 11 7 4 11 7 4 23 9 24 10 2 42 9 18 33 22 6 4 4 2 1 23 45 42 16 22 47 2 17 42 48 22 19 3 49 43 31 22 2 2 32 42 3 22 34 4 2 42 46 21 17 1 47 41 18 21 9 17 1 24 47 41 10 18 21 8 15 30 40 5 1 1 20 Sun’s Mean Anomaly. S. D 1 2 1 1 1 M. S. 10 40 29 2 6 10 2 9 13 21 25 29 56 42 53 16 40 41 19 59 57 23 19 13 1 26 38 29 1 0 51 26 4 7 11 14 17 1 20 0 24 0 28 1 4 8 11 0 15 0 19 0 22 0 25 10 42 29 58 49 14 8 30 27 46 47 2 59 59 19 16 38 31 57 47 17 3 36 18 49 15 8 31 27 47 47 3 0 19 8 31 0 22 27 47 0 25 47 3 0 3 19 16 0 6 38 32 Moon’s Mean Distance from Ascending Node. D. 8 M. S. 0 22 26 33 12 30 38 42 4 53 31 4 57 15 23 26 49 37 8 1 35 34 8 27 0 16 5 5 9 25 14 3 11 23 4 12 0 21 5 10 29 19 8 11 28 3 16 8 6 0 25 10 2 6 11 3 11 3 1 45 27 57 54 8 20 19 46 30 12 41 58 38 24 49 51 0 5 15 17 11 4 24 12 2 21 8 11 43 22 9 33 55 30 21 41 47 52 14 3 2 21 41 21 47 52 8 11 14 19 26 11 8 52 22 TABLE III. Secular Equations. Years. B. C. 800 700 600 500 400 300 200 100 A. C. 1 101 201 301 401 501 601 Time of Mean New Moon. Moon’s Mean Anomaly. h. m. s. -3 52 5 3 34 54 3 18 21 3 2 27 2 47 11 2 32 33 2 18 35 2 5 16 52 36 40 35 29 14 18 33 8 31 0 59 10 0 50 30 + 6 6 5 5 4 4 4 3 3 3 2 2 2 1 1 56 7 25 19 55 39 27 7 59 45 33 32 8 29 44 36 21 53 0 21 39 59 20 50 2 52 46 6 30 32 Sun’s Mean Anomaly. Moon’s Mean Distancefrom Ascending Node. 18 44 17 20 15 59 14 41 13 17 12 16 11 8 10 3 9 2 8 4 7 9 6 17 5 29 4 44 4 2 D. M. S. 1 22 19 1 16 13 1 10 21 1 4 42 0 59 18 0 54 6 0 49 9 0 44 26 0 39 56 0 35 40 0 31 39 0 27 51 0 24 18 0 20 59 0 17 54 Years. A. C. 701 801 901 1001 1101 1201 1301 1401 1501 1601 1701 1801 1901 2001 Time of Mean New Moon. h. m. s. -0 42 30 0 35 10 0 28 32 0 22 35 0 17 19 0 12 44 0 8 51 0 5 41 0 3 12 0 1 25 0 0 21 0 0 0 0 0 21 0 1 26 Moon’s Mean Anomaly. D. M. S. + 1 16 11 1 3 4 0 51 9 0 40 29 0 31 2 0 22 50 0 15 53 0 10 11 0 5 44 0 2 32 0 0 38 0 0 0 0 0 38 0 2 34 Sun’s Mean Anomaly- Moon’s Mean Distance from Ascending Node. M. - 3 2 2 1 1 23 48 16 48 23 1 1 0 42 0 27 0 15 ». M. S. — 0 15 4 0 12 28 0 10 7 0 8 0 0 6 8 0 4 31 0 3 9 0 2 1 0 1 8 0 0 30 0 0 8 0 0 0 0 0 8 0 0 30 Q 122 ASTRONOMY. TABLE IV. Mean Anomalies of the Sun and Moon, and Moon’s Mean Distance from Ascending Node for Mean Lunations. No. Mean Lunations. Moon’s Mean Anomaly. Sun’s Mean Anomaly. Moon’s Mean Distance from Ascending Node. January 29 February 28 March 29 April 28 May 27 June 26 July 25 August 24 September 22 22 H. M. S. 12 44 3 1 28 6 14 12 9 2 56 11 15 40 14 10 October 11 ;November 20 12 December 20 4 24 17 17 8 20 5 52 23 18 36 26 7 20 29 20 4 31 8 48 34 14 18 22 S. D. M. S. 0 25 49 1 1 21 38 2 2 17 27 3 3 13 16 3 4 9 5 4 4 54 0 43 26 32 22 21 8 18 10 9 13 59 9 10 9 48 10 6 12 54 30 S. D. 0 29 1 28 2 27 3 26 4 25 5 24 6 23 7 22 8 21 9 21 10 20 11 19 M. S. 6 19 12 39 18 58 25 17 31 37 37 56 44 16 50 35 56 54 3 14 9 33 15 52 0 14 33 10 1 2 3 4 5 6 7 8 9 10 11 0 0 40 14 1 20 27 2 0 41 2 40 54 3 21 8 1 21 41 35 21 48 2 2 42 15 7 22 29 8 2 42 6 15 20 TABLE V. First Equation for the Times of New and Full Moon. Argument. Moon’s Mean Anomaly. CM. 1.8. II.S. III.s. IV.s. V.s. 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 25 26 27 28 29 30 H. M. S. 0° 0 0 0 0 9 28 0 18 56 0 28 24 0 37 52 0 47 19 0 56 45 1 6 10 1 15 35 1 24 59 1 34 21 1 43 42 1 53 2 2 2 20 2 11 37 2 20 51 2 30 4 2 39 15 2 48 23 2 57 29 3 6 33 15 34 24 33 33 28 42 21 51 10 3 59 56 4 8 39 4 17 18 4 25 54 4 34 26 + XI.s. H. M. S. 4 34 26 42 54 51 18 59 38 7 54 16 4 24 10 32 12 40 9 48 1 55 48 3 29 11 5 18 36 26 1 33 20 6 40 33 6 47 40 6 54 41 7 1 36 7 8 24 15 6 21 41 28 9 34 30 40 44 46 52 52 50 58 42 4 26 8 10 3 H. M. S. 8 10 3 8 15 32 8 20 52 8 26 5 8 31 9 8 36 6 8 40 53 8 45 32 8 50 2 8 54 24 8 58 36 9 2 40 9 6 34 9 10 20 9 13 55 9 17 22 9 20 38 9 23 46 9 26 43 9 29 30 9 32 8 9 34 36 9 36 53 9 39 0 9 40 57 9 42 44 44 20 45 46 47 1 48 5 48 59 H. M. S. 9 48 59 9 49 42 9 50 14 9 50 35 9 50 45 9 50 44 9 50 33 9 50 10 9 49 36 9 48 51 9 47 55 9 46 48 9 45 29 9 43 59 9 42 18 9 40 26 9 38 22 9 36 8 9 33 42 9 31 4 9 28 16 9 25 16 9 22 5 9 18 44 9 15 10 9 11 26 9 7 9 3 8 59 8 54 39 8 50 0 31 25 8 H. M. S. 8 50 0 8 45 11 8 40 10 8 34 59 8 29 36 8 24 5 8 18 23 8 12 30 8 6 27 8 0 14 7 53 50 7 47 17 7 40 35 7 33 42 7 26 40 7 19 28 7 12 7 7 4 37 6 56 58 6 49 11 6 41 14 6 33 9 6 24 55 6 16 33 6 8 3 5 59 26 5 50 39 5 41 47 5 32 46 5 23 38 5 14 24 H. M. S. 5 14 24 5 5 2 4 55 34 4 45 59 4 36 18 4 26 31 16 38 6 40 36 3 46 27 36 13 3 25 54 3 15 31 3 5 3 2 54 31 2 43 56 2 33 16 2 22 34 2 11 48 2 0 59 1 50 8 1 39 14 1 28 18 1 17 20 1 6 20 0 55 19 0 44 17 0 33 13 0 22 9 0 11 5 0 0 0 30° 29 28 27 26 25 24 23 22 21 20 19 18 17 16 15 14 13 12 11 10 9 8 7 6 5 4 3 2 1 0 + x> + IX.s. 4" VIILS- + VII.s. YI.s. Argument. Sun’s Mean Anomaly. ASTRONOMY. 123 cj CDIO ■^COOJ'—•© ©CO!>©10 "if1 CO (M i—l © CO C^i C^i W G^l d C^i OJ ^ ^ ^ ^ i-H i—i rH r—i •UOIIBUB^ jBjnoag JB[n09g •UOIIBUBjY iBjnDag CO Q0J>©©ir5 lO^^COCM Wi—lrHO© ©GOOOI>© ©lO^-^CO COtMf-ii—t© geo a o* lO i> © o CO TjH U5 i—H © © I—i CO ^ UO © io ■'JI "ifc J> © 'if © © CM © 'f -f CO CO CM CM © © © I-H CM I—I © © ^ © © CM r-l CM CM © i> CO CO CM I—I iO © © i—I © (M © © © ^ Tf © ■*? © CO i> CM r—( © CM CO ^ © © I-H CO CO CM CM CM ©©©©© ©©o©© © CM © CO © © © l-l t> CM CO «f © i-H I—H © © © © © SS050500 G05>J>©© ©©©'f'f CO CO CM i““C rH ©©©©00 “CO COCOOOCOCO CO CM CM CM CM CMCMCMCMCM CMCMCMCMCM CMCMCMCMCM CMCMi—(i—i>-i a ^ « co CO CM CO © © i-h © CM CM CO © 00 © CO CO CO CM CM CM CO © CO ?> GO © i—C CO "f © © CO © CM © CM i™i i-h i-H t> nf i—i CO © © © co i> co © r> © -f co i—i © i-h co © cm co © «f Tf Hf CO © © CM CM © CO i~c nf i—i © CM 00 © i—i CO CO CM CM CM £ CO COCOCOCOCO C0C0C0C0C0 COCOCOCMCM CM CM CM CM CM CM CM CM CM CM © f> i> © i-H CM nf CM 00 © © i> CO pH pH CM CM CM CM (M $SS$SSSR 22 LT !>!>!>©© ©©©©© ©©^fnf^f COCOCOCMCM CO COCOCOCOCO COCOCOCOCO COCOCOCO© COCOCOCOCO CO CO CO CO CO CO CO CO CO CO az; a ^ -h CO © co © Hf (M I-H Tf Ovj l-H i-H l-H © © i-H l-H l-H i-H l-H nf *f *f Hf *f © CO CO HjH l-H CO Tf © © © GO !> © Hf ^fl hJI ^f © CO © © Hf © © 'f (M HH ^ Hf Tf Tf © GO 'f © (M CM i-h nf © © !> © © © © © © Hf CO © © CM © Hf © © I-H © £— © © © 'f Hf ^ © ?> CM © © © © © © © l-H © © -f Hf CO © © ©©©©© ©©©©© ©©©©© •UOllBUB^ jB{naag •UOIIBUE^Y jBiruwg •UOTIBUB^ I jBjnoeg ■ £2 « 5 3 ^ ©©© ©©?>!i>l> CC CC OD CC CD CD CD CD CD CD © ©©©©© ©©©©© ©OT©©© ©©©©© ©©©©© ©©©©© 'f©'f00i> © © © ^ © (M aP © © © Hf Hf Hfl Tf © CM © © CM © © © CM «f © i> © © © © © © a© ©©©©© ©©©©© i-h ©i CO CO CO CM © ”f 'f © I-H CM © hJi nf 'f 'f "f © ^f © l-H co -f if CO (M no © t> © © 'f Hp ^ 'f i-h -f CM © »f l-H Hf cm © © © l-H l-H pH pH pH p-^ Hf Tf *f Hfl Hf © © © "f © © Hf © © © "f Hf Hf ^ Hf © i-h i-h (M CM CM CM CM CM ?>© CM CM CM CM CM © © © © © CM CM CM CM © O l-H ,-H ^H OJ © © OT © © CM CM © © © © © © OT © OT © s a © i> © © © © i-h -f (M CM © © OT i-h i-h CM CM CM i-H © © ^f © © © © i-H Hf GO i-H ^ © © © 'f O © © © © CM © © i-h © i-H nf CO Hf © © © CM CM CM CM CM CM CM CM CM CM CMCMCMCM© © © © © © hH i-H i—I i-H "f I> © © © pH pH pH © © © © © © © © © Hf nf CM rfi l-H © l-H nf © © i-h CM CM CM CM ©©(MO© nf CM © Tf i-h *f © oo © © © OT © Hf ©OTOTOT© ©©©©© oj © l-H l-H CM © OT 'fiOnO©^- ©©©©© i-HCMCMOT'f «fnOiO©t> !>©©©© i-Hi-H ^Hr-Hi-Hi-Hi-H ^h^h^h_^h © l-H l-H i—I © © © © a ® Hf © © © CM i-H i-H O'! © © © © © © © no © © no (M no CM nf © i-h no © nf CM © © Hf Hf no © © no © i-h © CM nf © © © CM © Hf no © © Hf i-H © © (M Hf no i-h i no © © oo l-H l-H (M CM CM CM i-h i> i-h CM © Hf Hf no CM © © nf © © © Hf Hf ©©OO© ©o© © © l-H © © © no no Hf go CM © © Hf © © no CM CM CM i-HCMOTHfno ©O©©© CM © Hf no ©O©©© i-HrHi-Hl-H ^H r-H i—H i—H CM i-H(M©Hfno © o © © © CM CM CM CM CM CM CM CM CM © Multiply the Secular Variations by the number of years between the given time and the year 1801, and divide the product by 100. If the given time be before 1801, 124 ASTRONOMY TABLE VII. TABLE VIII. Third Equation for the Times of New and Full Moon, Fourth Equation for the Times of New and Full Moon. Argument. Moon’s Mean Anomaly plus Sun’s Mean Anomaly. 0° 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 25 26 27 28 29 30 O.s. VLs. + M. S. 0 0 0 7 0 15 0 22 0 30 0 37 0 44 0 52 0 59 1 7 1 14 21 29 36 43 1 50 57 5 12 19 26 33 40 46 53 0 7 13 20 26 33 + XI.s- Y> Is; VII.s. + II.s. VIII.s + M. S. 3 33 3 39 3 46 3 52 3 58 4 4 4 10 4 16 4 22 4 28 4 34 4 39 4 45 4 50 4 56 5 1 6 12 17 21 26 31 36 40 45 49 53 57 1 5 9 M. S. 6 9 + X.s. iV.s. 13 16 6 20 6 23 6 26 6 29 6 32 35 38 40 43 45 6 47 6 49 6 51 6 53 6 55 57 58 59 1 2 3 4 4 5 5 6 6 6 + IX.s- III.S. 30° 29 28 27 26 25 24 23 22 21 20 19 18 17 16 15 14 13 12 11 10 9 8 7 6 5 4 3 2 1 0 I Argument. Moon’s Mean Anomaly minus Sun’s Mean Anomaly. 0° 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 25 26 27 28 29 30 o> + VII.s. M. S. 0 0 11 22 33 44 0 55 1 1 1 1 1 2 2 2 2 2 2 3 3 3 3 3 3 4 4 18 4 28 4 38 4 48 4 58 5 7 5 17 6 18 29 40 50 1 12 23 33 44 55 5 16 27 37 48 58 8 XI. s- . + \ V.s. I.S + VII.s. M. S. 5 17 27 37 46 55 4 13 22 31 39 48 6 56 7 5 13 21 29 37 45 52 59 7 14 20 27 34 8 40 8 46 8 52 8 58 9 4 9 10 II.s- + VIII.s. M. S. 9 10 10 10 10 10 10 10 10 X.s. + IV.s 15 20 9 25 9 30 9 36 41 45 9 49 9 53 9 57 1 4 7 11 14 16 19 10 21 10 23 10 25 10 27 10 29 10 30 10 32 10 33 10 33 10 34 10 10 35 35 10 35 IX.S- + III.S. 30° 29 28 27 26 25 24 23 22 21 20 19 18 17 16 15 14 13 12 11 10 9 8 7 6 5 4 3 2 1 0 ASTRONOMY. 125 TABLE IX. TABLE X. Fifth Equation for the Times of New and Full Moon. Sixth Equation for the Times of New and Full Moon. Argument. Moon’s Mean Distance from Ascending Node. 0° 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 25 26 27 28 29 30 CM- + YI.s. + M. S. 0 0 0 4 0 8 0 12 0 16 0 20 0 24 0 28 0 32 0 36 0 40 0 43 0 47 0 51 0 54 0 58 1 5 8 11 15 1 18 1 21 1 23 26 29 1 31 1 34 1 36 1 38 1 40 XL*. V.s. I.». +. V1I.S. + M. S. 1 40 1 42 1 44 1 46 1 48 1 49 50 51 53 53 1 54 1 55 1 55 56 56 1 56 1 56 1 56 1 55 1 55 1 54 1 53 1 53 1 51 1 50 1 49 1 48 1 46 1 44 1 42 1 40 X.s. IV.s. II... + VIII.S + M. S. 1 40 1 38 1 36 34 31 29 1 26 1 23 1 21 1 18 1 15 1 11 l 8 1 5 1 1 0 58 0 54 0 51 0 47 0 43 0 40 0 36 0 32 0 28 0 24 0 20 0 16 0 12 0 8 0 4 0 0 IX.s. III> 30° 29 28 27 26 25 24 23 22 21 20 19 18 17 16 15 14 13 12 11 10 9 8 7 6 5 4 3 2 1 0 126 ASTRONOMY. TABLE XL TABLE XIII. Seventh Equation for the Times of New and Full Moon. Ninth Equation for the Time of Full Moon only. Argument- Twice the Moon’s Mean Anomaly •plus the Sun’s Mean Anomaly. 0° 5 10 15 20 25 30 O.S- YI.s. + s. 0 3 6 9 12 15 18 + XI.*• V.s. I.s. VII.s- 18 21 23 25 28 29 31 + X.s IV.s II.s. VII1.S- 4- 31 33 34 35 35 36 36 + IX.s III.* 30° 25 20 15 10 5 0 TABLE XII. Eighth Equation for the Times of New and Full Moon. Argument. Twice the Moon’s Mean Anomaly minus the Sun’s Mean Anomaly. 0° 5 10 15 20 25 30 O.s. VI.* + + XI.s. V.s. I.s. VII.S + + X.s. IV.s. II.s. VIII.s + s. 9 9 9 10 10 10 10 + IX.s. III.S. 30° 25 20 15 10 5 0 Argument. Moon’s Mean Anomaly. 0° 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 25 26 27 28 29 30 O.s- + VI.s. M. S. 0 0 0 9 0 11 0 12 0 14 0 15 0 17 0 18 0 20 0 21 0 22 0 24 0 25 0 27 0 28 0 30 0 31 0 33 0 34 0 35 0 37 0 38 0 39 0 41 0 42 0 43 XI.s. + V.s. I.s. + VII.S- M. s. 0 43 0 45 0 46 0 47 0 4)9 0 50 0 51 0 52 0 54 0 55 0 56 0 57 0 58 0 59 0 1 3 4 5 6 7 8 9 9 10 11 12 13 14 15 15 X.s + IV.s II.s. + VIII.s. m. s. 1 15 16 17 17 18 19 19 20 21 1 21 1 22 1 22 23 23 24 24 24 25 25 25 26 1 26 1 26 1 1 1 1 1 1 1 1 26 26 27 27 27 27 27 27 IX.s. + III.S. 30° 29 28 27 26 25 24 23 22 21 20 19 18 17 16 15 14 13 12 11 10 9 8 7 6 5 4 3 2 1 0 TABLE XIV. Tenth Equation for the Time of Full Moon only. Argument. Sun’s Mean Anomaly. 0° 5 10 15 20 25 30 O.s. + VI.S. s. 0 3 6 9 11 14 16 XI.s + V.s I.S. + VII.S. II.s. + VIII.s s. 16 19 21 23 25 27 29 X.s- + IV.s. s. 29 30 31 32 32 33 33 IX.s. + III.S. 30° 25 20 15 10 5 0 ASTRONOMY. 127 TABLE XV. Sun’s Mean Motion from the Moon’s Perigee and Ascending Node, and Variation of the Sun’s Mean Anomaly, for Hours, Minutes, and Seconds. For Hours. H. 1 2 3 4 5 6 7 8 9 10 11 12 Sun’s Mean Motion from Moon’s Perigee. m. s. 2 11 4 22 6 33 8 44 10 55 13 7 15 18 17 29 19 40 21 51 24 2 26 13 Sun’s Mean Anomaly. m. s. 2 28 4 56 7 23 9 51 12 19 14 47 17 15 19 43 22 11 24 38 27 6 29 34 Sun’s Mean Motion from Ascending Node. D. M. S. 0 2 36 0 5 12 0 7 47 0 10 23 0 12 59 0 15 35 0 18 10 0 20 46 0 23 22 0 25 58 0 28 34 0 31 9 H. 13 14 15 16 17 18 19' 20 21 22 23 24 Sun’s Mean Motion from Moon’s Perigee. m. s. 28 25 30 36 32 47 34 58 37 9 39 20 41 31 43 43 45 54 48 5 50 16 52 27 Sun’s Mean Anomaly. M. S. 32 2 34 30 36 58 39 26 41 53 44 21 46 49 49 17 51 45 54 13 56 40 59 8 Sun’s Mean Motion from Ascending Node. D. M. S. 0 33 45 0 36 21 0 38 57 0 41 33 0 44 8 0 46 44 0 49 20 0 51 56 0 54 32 0 57 7 0 59 43 1 2 19 For Minutes and Seconds. 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 25 26 27 28 29 30 Sun’s Mean Motion from Moon’s Perigee. 0 9 0 11 0 13 0 15 0 17 0 20 0 22 0 24 0 26 0 28 0 31 0 33 0 35 0 37 0 39 0 42 0 44 0 46 0 48 0 50 0 52 0 55 0 57 0 59 Sun’s Mean Anomaly. T. 2 5 7 0 10 0 12 0 15 0 17 0 20 0 22 0 25 0 27 0 30 0 32 0 34 0 37 0 39 0 42 0 44 0 47 0 49 0 52 0 54 0 57 0 59 2 4 6 9 11 14 Sun’s Mean Distance from Ascending Node. M. S. S. T. 0 3 0 5 0 8 0 10 0 13 0 16 0 18 0 21 0 23 0 26 0 29 0 31 0 34 0 36 0 39 0 41 0 44 0 47 0 49 0 52 0 54 0 57 0 2 5 7 10 13 15 18 31 32 33 34 35 36 37 38 39 40 41 42 43 44 45 46 47 48 49 50 51 52 53 54 55 56 57 58 59 60 Sun’s Mean Motion from Moon’s Perigee. M. s. S. T. 1 8 1 10 1 12 1 15 17 19 21 23 25 1 27 1 30 1 32 34 36 38 41 43 1 45 1 47 1 49 1 51 54 56 1 58 0 2 4 6 8 11 Sun’s Mean Anomaly. 1 16 1 19 1 21 24 26 29 1 31 1 34 1 36 1 39 1 41 1 43 46 48 1 51 1 53 1 56 1 58 2 1 2 3 2 6 8 11 13 15 18 20 23 25 28 Sun’s Mean Distance from Ascending Node. M. S. S. T. 1 20 1 23 1 26 1 28 1 31 1 33 1 36 1 39 1 41 1 44 1 46 1 49 1 52 1 54 1 57 59 2 5 7 10 12 15 18 20 23 25 28 31 33 36 128 ASTRONOMY. TABLE XVI. Equation of the Sun’s Centre for 1801, with the Secular Variation. Argument. Sun’s Mean Anomaly. O.s- I.*- c 2 .2 3.2 01 u m & ir.s. CC a > III.*- IV> V.s. sc 3 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 25 26 27 28 29 30 M. 0 0 2 4 0 4 7 0 6 10 0 8 14 0 10 17 0 12 20 0 14 22 0 16 25 0 18 27 0 20 28 0 22 30 0 24 31 0 26 31 0 28 31 0 30 30 0 32 29 0 34 27 0 36 25 0 38 21 0 40 17 0 42 0 44 0 46 0 47 53 0 49 45 13 7 0 0 51 35 0 53 25 0 55 14 0 57 2 0 58 48 XI.S. D. M. S. 0 58 48 0 34 2 18 1 43 23 1 9 3 1 10 41 1 12 17 1 13 52 1 15 26 1 16 58 1 18 29 1 19 58 1 21 26 1 22 53 1 24 17 1 25 40 1 27 2 1 28 21 1 29 39 1 30 56 1 32 10 1 33 23 1 34 34 1 35 44 1 36 51 1 37 57 1 39 1 1 40 3 1 41 3 9 9 10 10 10 10 11 11 11 11 12 12 12 12 13 13 13 13 13 14 14 14 14 14 14 15 15 15 15 15 X*. D. M. S. 1 41 3 1 42 1 1 42 57 1 43 52 1 44 44 1 45 34 1 46 23 1 47 9 1 47 54 1 48 36 1 49 17 l 49 55 1 50 31 1 51 5 1 51 37 1 52 8 1 52 36 1 53 2 1 53 25 1 53 47 1 54 7 1 54 24 1 54 40 1 54 53 1 55 4 1 55 13 55 20 55 25 55 28 55 28 1 55 27 IXs. 15 15 15 16 16 16 16 16 16 16 16 16 17 17 17 17 17 17 17 17 17 17 17 17 17 17 17 17 17 17 17 D. M. S. 1 55 27 1 55 23 1 55 18 1 55 10 1 55 0 1 54 48 1 54 34 1 54 18 1 54 0 1 53 39 1 53 17 1 52 53 1 52 26 1 51 58 1 51 27 1 50 55 1 50 20 1 49 44 1 49 6 1 48 25 1 47 43 1 46 59 1 46 13 1 45 25 1 44 35 1 43 43 1 42 49 1 41 54 1 40 57 1 39 58 1 38 57 VIII.s. 17 17 17 17 17 17 17 17 17 17 17 17 17 17 16 16 16 16 16 16 16 16 16 16 15 15 15 15 15 15 15 D. M. S. 1 38 57 1 37 54 1 36 50 1 35 44 1 34 36 1 33 27 1 32 16 1 31 3 1 29 49 1 28 33 1 27 16 25 57 24 37 23 15 21 52 20 27 1 19 1 1 17 33 1 16 4 1 14 34 1 13 2 1 11 29 1 9 56 1 8 20 1 6 44 1 5 6 1 3 1 1 1 0 0 58 25 0 56 42 28 48 7 VII.s s. 15 14 14 14 14 14 14 13 13 13 13 13 12 12 12 12 12 11 11 11 11 10 10 10 10 10 9 9 9 9 8 D. M. S. 0 56 42 0 54 58 0 53 13 0 51 27 0 49 41 0 47 53 0 46 5 0 44 16 0 42 26 0 40 35 0 38 44 0 36 52 0 34 59 0 33 6 0 31 12 0 29 17 0 27 23 0 25 27 0 23 31 0 21 35 0 19 39 0 17 42 0 15 45 0 13 47 0 11 49 0 9 51 7 53 5 55 3 57 1 58 0 0 VI.s. 30° 29 28 27 26 25 24 23 22 21 20 19 18 17 16 15 14 13 12 11 10 9 8 7 6 5 4 3 2 1 0 Multiply the secular variations by the number of years between the given time and the year 1801, and divide the product by 100. If the time is before 1801, change the sign of the secular variation. A S T R O N TABLE XVII. For the Moon’s Latitude and Inclination of her relative Orbit to the Ecliptic in Eclipses. Argument. Moon’s True distance from Ascending Node. 0° 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 Latitude. Inclination. O.s. + increasing. VI.s. increasing. D. 0 M. 0 0 0 5 17 0 10 33 0 15 49 0 21 5 0 26 21 0 31 36 0 36 50 0 42 4 0 47 17 0 52 30 0 57 41 2 8 13 51 0 8 18 14 I 23 19 1 28 23 1 33 24 1 38 24 1 43 23 decreasing. V.s. decreasing. XI.s. 30° 29 28 27 26 25 24 23 22 21 20 19 18 17 16 15 14 13 12 11 10 O.s- left. VI.s- right. 44 44 44 43 43 43 42 41 41 40 39 38 37 35 34 32 31 29 27 25 23 right. V.s. left. XI> In Lunar Eclipses change the designation “ right” or “ left” of the Inclination. TABLE XVIII. For the Moon’s Latitude in Eclipses. Argument. Moon’s True Anomaly minus True Distance from Ascending Node. 0C 5 10 15 20 25 30 O.s. VI.s. + + XI.s. V.S. I.s. VII.s. + 6 7 8 9 10 10 11 X.s. IV.S. II.S. VIII.s. + S. 11 11 12 12 12 13 13 f IX.s. III.S. 30° 25 20 15 10 5 0 O M Y. TABLE XIX. For the Moon’s Latitude in Eclipses. Argument. Preceding argument, plus Moon’s True Anomaly. 0° 5 10 15 20 25 30 O.s. + VI.s. 0 2 4 7 9 11 13 XL's- + V> I.s. + VII.s. 13 15 17 18 20 21 22 X.s. + IV.s. II.S. + VIIlA S. 22 23 24 25 25 26 26 IX.s. + III.S. 30° 25 20 15 10 5 0 TABLE XX. For the Moon’s Latitude in Eclipses. Argument. Moon’s True Anomaly plus True Distance from Ascending Node. 0° 5 10 15 20 25 30 O.s. + VI.s. I.s. + VII.s. s. 8 10 11 12 13 14 15 XI.s. + V.s. X.S- + IV.s. II.S. + VIII.S. 15 15 16 16 17 17 17 IX.s. 4$ III.s. 30° 25 20 15 10 5 0 TABLE XXL For the Moon’s Latitude in Eclipses. Argument. Sun’s True Anomaly plus Moon’s True Distance from Ascending Node. 0° 5 10 15 20 25 30 O.s. + VI.s. s. 0 2 3 5 7 8 10 XI.s. + V.S. I.s. + VII.s. 10 11 13 14 15 16 17 X.s. + IV.s. II.S. + VIII.s. S. 17 18 18 19 19 20 20 IX.s. + III.s. 30° 25 20 15 10 5 0 129 VOL. IV. R 130 ASTRONOMY, TABLE XXII. TABLE XXIII. For the Moon’s Latitude in Eclipses. Argument. Sun’s True Anomaly minus Moon’s True Distance from Ascending Node. 0° 5 10 15 20 25 30 O.s- + VI.s. 0 3 6 8 11 14 16 XI> + V.s. I.S- + VI1.S. 16 19 21 23 25 27 28 X.s. + I V.s. I I.S. + VIII.s. 28 30 31 31 32 32 33 IX.s. + III.S. 30° 25 20 15 10 5 0 TABLE XXIV. Diminution of the Moon’s Equatorial Horizontal Parallax, and of the Latitude of a Place, on account of the Sphe¬ roidal Figure of the Earth. Arguments. Latitude at the Side, and Moon’s Horizontal Parallax at the Top. 0° 5 10 15 20 25 30 35 40 45 50 55 60 65 70 75 80 85 90 Diminution of Parallax. I Diminution of Latitude. M. M. M. 53 57 61 s. s. 0 0 9 10 10 10 10 11 10 11 12 10 11 12 11 12 12 11 12 12 M. 0-0 2-0 4- 0 5- 8 7- 5 8- 9 10-1 11*0 11-5 11-7 11-5 11*0 10-1 9- 0 7-5 5-9 4-0 2-0 0-0 The Moon’s Equatorial Horizontal Parallax, Semidiameter, and Horary Motion in her Orbit, at New and Full Moon ; and the Semidiameter and Horary Motion of the Sun. Argument. Moon’s True Anomaly, or Sun’s Mean Anomaly. Argu¬ ment. Moon’s Equato¬ rial Hori¬ zontal Parallax. O. 0° 6 12 18 24 I. 0 6 12 18 24 II. 0 6 12 18 24 III. 0 6 12 18 24 IV. 0 6 12 18 24 V. 0 6 12 18 24 VI. 0 Moon’s Semi¬ diameter. m. s. 61 23 61 22 61 18 61 12 61 4 60 53 60 41 60 26 60 9 59 51 59 31 59 10 58 49 58 26 58 3 57 39 57 16 56 53 56 30 56 8 55 47 55 28 55 10 54 53 54 38 54 25 54 15 54 6 54 0 53 57 53 55 16 44 16 43 16 42 16 41 16 38 16 35 16 32 16 28 16 23 16 19 16 13 16 7 16 2 15 55 15 49 15 43 15 36 15 30 15 24 15 18 15 12 15 7 15 2 14 57 14 53 14 50 14 47 14 45 14 43 14 42 14 42 Moon’s H orary Motion. m. s. 38 13 38 11 38 7 37 59 37 49 37 36 37 21 37 3 36 43 36 21 35 58 35 33 35 7 34 40 34 14 33 46 33 19 32 53 32 27 32 2 31 39 31 17 30 56 30 38 30 22 30 8 29 56 29 47 29 40 29 36 Sun’s Semi¬ diameter. Sun’s Horary Motion. M. S* 16 18 16 18 16 17 16 17 16 16 16 15 16 15 16 13 16 12 16 11 16 9 16 8 16 6 16 4 16 3 10 1 15 59 15 58 15 56 15 55 15 53 15 52 15 51 15 49 15 48 15 48 15 47 15 46 15 46 15 46 29 35 15 46 33 33 33 33 32 2 32 2 32 2 32 2 31 2 31 2 30 2 30 2 29 2 29 2 28 2 28 2 27 2 27 2 26 2 26 2 25 2 25 2 25 2 24 2 24 Argu¬ ment. 24 23 23 23 23 2 23 XII. 0° 24 18 12 6 XL 0 24 18 12 6 X. 0 24 18 12 6 IX. 0 24 18 12 6 VIII.O 24 18 12 6 VII. 0 24 18 12 6 VI. 0 ASTRONOMY 131 TABLE XXV. TABLE XXVI. Epochs of the Mean Longitude of the Sun’s Perigee, in- Mean Motion of the Sun’s Perigee in Years, Months, and eluding the Secular Variation of the Precession of the Days. Equinoxes. Years. B. C. Old Style. 800 700 600 500 400 300 200 100 A. C. Old Style. 1 101 201 301 401 501 601 701 801 901 1001 1101 1201 1301 1401 1501 1601 1701 A. C. New Style. 1501 1601 1701 1801 1901 2001 Longitude of Sun’s Perigee. D. M. S. 25 1 10 26 43 20 28 25 33 7 47 0 1 50 4 3 32 24 5 14 45 6 57 9 8 8 39 35 8 10 22 3 8 12 4 34 8 13 47 7 8 15 29 43 8 17 12 20 8 18 55 0 8 20 37 43 8 22 20 28 8 24 3 15 8 25 46 4 8 27 28 56 8 29 11 51 9 0 54 47 9 2 37 46 9 4 20 48 6 3 52 7 46 58 4 20 46 6 3 50 7 46 56 9 30 5 11 13 16 12 56 30 Secular Variation of Preces¬ sion of Equinoxes — 60 57 56 53 — 50 49 46 44 42 39 37 34 33 30 27 25 23 21 18 15 14 11 8 6 4 1 — 6 4 — 1 + 1 Years. 1 2 3 4 5 6 7 8 9 10 20 30 40 50 60 70 80 90 100 Motion of Sun’s Perigee. 6 11 7 13 0 10 19 0 20 38 0 30 57 0 41 16 0 51 35 1 1 54 1 12 13 1 22 32 l 32 51 1 43 10 Months. January, February, March, April, May, June, July, August, September, October, November, December, Motion of Sun’s Perigee. m. s. 0 0 0 5 0 10 0 15 0 20 0 26 0 31 0 36 0 41 0 46 0 52 0 57 Days. 7 13 19 25 31 Motion of Sun’s Perigee. 132 ASTRONOMY. TABLE XXVII. The Sun’s Declination for the Year 1801, with the Secular Variation. Argument. Sun’s True Longitude. O.s. + YI.s. Secular Variation. I> + VII.s. Secular Variation. II.s. 4* VIII.s. Secular Variation. 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 25 26 27 28 29 30 0 M. 0-0 0 23-9 0 47-8 1 11-6 1 35-5 1 59-3 23-1 46*9 10*6 34-3 57*9 21-5 44-9 8-4 31-7 54-9 18-1 41-1 4-1 26-9 49-7 8 12-3 8 34-7 8 57-1 9 19-3 9 41-3 10 10 10 11 11 3*2 24-9 46-5 7*9 29'1 M. 0-0 ■ 0-0 0-0 0-0 0-1 0-1 ■ 0-1 0-1 0-1 0-1 0-1 -0*1 0-2 0-2 0-2 0-2 -0-2 0-2 0-2 0-2 0-3 -0-3 0-3 0-3 0-3 0-3 -0-3 0-3 0-4 0-4 0-4 D. M. 11 29-1 11 12 12 12 13 15 15 50-1 10-9 31-5 52-0 12*2 13 32-2 13 51-9 14 11*5 14 30-8 14 49-8 8-6 27'2 15 45-5 16 3*5 16 21-2 16 38-7 16 55-9 17 12-8 17 29-4 17 45*6 18 18 1-6 17-3 18 32-6 18 47-6 19 19 19 19 19 20 2-3 16-6 30-6 44-2 57-5 10-4 31. 0-4 ■ 0-4 0-4 0-4 0-4 0-4 -0-4 0-5 0-5 0-5 0-5 -0*5 0-5 0-5 0-5 0*5 -0*6 0-6 0-6 0*6 0-6 -0*6 0-6 0*6 0*6 0-6 -0*6 0*7 0-7 0*7 0*7 20 10*4 20 20 21 21 22 22 22 22 22 22*9 35*1 20 46*9 20 58*3 21 9-3 19*9 30*2 21 40-0 21 49*4 21 58*4 7*1 15*2 23-0 30*3 37*3 22 43-7 22 49*8 22 23 23 23 23 23 23 23 23 23 23 23 23 55*4 0*6 5-3 9*6 13*4 16*8 19*8 22*3 24*3 25*9 27*0 27-7 27*9 M. 0-7 0*7 0*7 0*7 0*7 0*7 0-7 0*7 0*7 0-7 0*7 ■ 0*8 0-8 0-8 0-8 0-8 -0-8 0*8 0*8 0*8 0-8 -0*8 0-8 0-8 0*8 0*8 -0*8 0*8 0-8 0-8 0*8 30 29 28 27 26 25 24 23 22 21 20 19 18 17 16 15 14 13 12 11 10 9 8 7 6 5 4 3 2 1 0 XI.s + V.s. X.S, + IV.s. IX.S. + III.3. 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X X X CM © X © CM © X i—i ^fp CM CM CM r^ f-h X CM © © PFti © X CM f-h © © © © © l-H © 135 CM -FfP © © © © © i-H + J-HFMXniP© © £> X © © CM X F^I HO © £> X C5 © ^H P-H l-H ^H CM F—I CM X nil © OH OH M Q> Q> © Jp- X © © CM CM CM CM X Multiply the secular variation by the number of years between the given time and the year 1801, and di vide the product by ICO. If the given time be before 1801, change the sign of the secular variation. ASTRONOMY. 134 Practical Lstronomy. Sect. II.—Application of the Problem I.— To calculate the time of true new or full moon for any period within the limits of the nineteenth cen¬ tury. Precept 1. Write out the time of mean new moon in January for the proposed year from Table I., together with the mean anomalies of the moon and sun, and the moon’s mean distance from her ascending node, applying to each of these quantities the secular equation found by its side by addition or subtraction, according as it has the sign + or —. If you want the time of full moon in January, add the half-lunation at the foot of Table IV., with its anomalies, &c. to the former numbers if the new moon falls before the 15th of January; but if it falls after, subtract the half-lunation, with the anomalies, &c. belong¬ ing to it, from the former numbers, and write down the respective sums or remainders. 2. In these additions or subtractions, observe that 60 seconds make a minute, 60 minutes make a degree, 30 degrees make a sign, and 12 signs make a circle. When you exceed 12 signs in addition, reject 12, and set down the remainder. When the number of signs to be sub¬ tracted is greater than the number you subtract from, add 12 signs to the lesser number, and then you will have a remainder to set down. In the tables, signs are marked S, degrees D, minutes M, and seconds S. 3. When the required new or full moon is in any given month after January, write out from Table IV. such one of the mean lunations, with the anomalies, &c. as, added to the time of mean new or full moon in Janu¬ ary, will make the mean new or full moon to fall within the given month, setting them below the number taken out for January. 4. Add all these together, and in leap-years (which in Table I. have the letter B annexed to them) subtract one day from the time of mean new or full moon when it happens after 28th February. You will then have the time of the required mean new or full moon, with the mean anomalies, and the moon’s mean distance from the ascending node, which are the arguments for finding the proper equations. 5. With the signs and degrees of the moon’s mean anomaly enter Table V., and therewith take out the first equation for reducing the mean syzigy to the true ; taking care to make proportions in the table for the odd minutes and seconds of anomaly, as the table gives the equation only to whole degrees. Observe in this and every other case of finding equa¬ tions, that, if the signs are at the head of the table, their degrees are at the left hand, and are reckoned down¬ wards ; the equation being in the body of the table under or over the signs in a collateral line with the degrees. The signs + and — at the head or foot of the tables where the signs are found, show whether the equation is to be added to the time of mean new or full moon, or to be subtracted from it. 6. With the signs and degrees of the sun’s mean ano¬ maly enter Table VI. and take out the second equation for reducing the time of mean to that of new or full moon, Practical Astronomy. Tables, and Projection of Eclipses. with a proportional part of its secular variation in the co¬ lumn adjoining, corresponding to the number of years elapsed since 1801, the whole variation being adapted for a period of 100 years. 7. Add together the mean anomalies of the sun and moon, and with the sum enter Table VII. and take out the third equation. For this and the following equations it will be sufficient to compute the arguments to minutes, neglecting the seconds. 8. Subtract the sun’s mean anomaly from the moon’s mean anomaly, and with the remainder enter Table VIII. and take out the fourth equation. 9. Subtract the moon’s mean anomaly from twice the moon’s distance from the ascending node, and with the remainder enter Table IX. and take out the fifth equation. 10. The moon’s mean distance from the ascending node is the argument of Table X., with which take out the sixth equation. 11. To twice the moon’s mean anomaly add the sun’s mean anomaly, and with the sum enter Table XI. and take out the seventh equation. 12. From twice the moon’s mean anomaly subtract the sun’s mean anomaly, and with the remainder enter Table XII. and take out the eighth equation. 13. These are all the equations for reducing the time of mean new moon to the time of true new moon ; but for full moon other two equations are required, the argument for equation ninth being the moon’s mean anomaly, which equation is exhibited in Table XIII.; and the argument of the tenth equation being the sun’s mean anomaly, the equation being exhibited in Table XIV. 14. Add together the equations which have the sign of addition, and also those which have the sign of sub¬ traction, and subtract the lesser sum from the greater, giving to the remainder the sign of the greater; and add or subtract the remainder, according as its sign denotes, to or from the time of mean new or full moon, and you have the time of true new or full moon required. These tables are adapted to the meridian of Greenwich observatory; and for any other place, its longitude in time is to be added to or subtracted from the time given by the tables, according as it is to the east or west of Green¬ wich, and the time as reckoned at the given place is ob¬ tained. The tables begin the day at noon, and reckon forward from thence to the noon following. Thus January the 31st, at 22 hours 30 minutes 25 seconds of tabular time, is February 1st (in common reckoning), at 30 minutes 25 seconds after 10 o’clock in the morning. It is to be further observed, that the time obtained from the tables is mean time, or that shown by a well-regulated clock or watch. But to make it agree with solar or apparent time, or that given by a sun-dial, which is necessary in the computation of solar eclipses, you must apply the equation of time contained in Table XXVIII. as after¬ wards directed. The method of calculating the time of any new or full moon, without the limits of the nineteenth century, will be shown farther on; and a few examples compared with the precepts will make the whole work plain. ASTRONOMY. Practical l-tronomy. 135 Example I. Required the Time of True New Moon in May 1836 at Edinburgh, long. 0 hours 12 minutes 44 seconds west of Greenwich. Practical Astronomy 1836. B Secular equations. Four lunations Sum Subtract 1 day for leap-year.. Sum of equations Time of true new moon at Greenwich Subtract for Edinburgh... True time of new moon at Edinburgh April. May. May. May. May., Time of New Moon. Moon’s Mean Anomaly. D. H. M. S. 18 1 31 49 — 3 28 2 56 11 16 4 27 57 1 15 4 27 57 — 2 24 2 15 2 3 55 12 44 15 1 51 11 S. D. M. S. 1 14 50 49 + ^ 3 13 16 3 4 28 6 57 Sun’s Mean Anomaly. s. d. ji. s- 0 16 53 45 3 26 25 17 4 13 19 Moon’s Mean Distance from Ascending Node. s. n. m. s. 8 0 -56 0 — 1 4 2 40 54 0 3 36 53 Equations. Argument I. ]) mean anomaly II. © mean anomaly Secular variation III. ]) mean anomaly -j- O mean anomaly IV. }) mean anomaly — © mean anomaly Twice ]) mean distance from ascending node. V. Do. — j) mean anomaly VI. j) mean distance from node Twice ]) mean anomaly VII. Do. -J- 0 mean anomaly VIII. Do. — © mean anomaly Sum of equations. S. D. M. s. 4 28 6 57 4 13 19 2 9 11 26 0 14 48 0 7 14 7 9 7 0 3 7 9 26 14 2 9 33 5 12 55 + H. M. S. 3 0 15 6 58 2 42 12 + 3 10 7 H. M. S. 5 31 43 10 1 39 34 3 5 34 9 + 3 10 7 2 24 2 Example II. Required the Time of True Full Moon in September 1830 at Greenwich. 1830 Secular equations Subtract a half-lunation. Full moon Eight lunations. Sum of equations True full moon... Jan. Aug. Sept. Time of Full Moon. D. H. M. S. 23 19 12 17 — 2 14 18 22 1 9 0 50 14 24 5 52 23 2 6 42 37 + 3 54 10 2 10 36 47 Moon’s Mean Anomaly. Sun’s Mean Anomaly. 9 24 23 46 + 3 6 12 54 30 S. D. M. S. 0 23 5 59 4 11 18 53 — 1 0 14 33 10 I 6 15 20 7 Moon’s Mean Distance fro-m Ascending Node. S. D. M. 3 11 29 13 6 26 32 7 10 1 20 0 8 32 49 7 22 50 35 8 1 23 24 9 25 58 45 8 5 21 48 1 20 33 136 Practical Asironomy. ASTRONOM Y. supposed to be reckoned according to the Julian calendar, practical or old style. Between it and the nineteenth century they Astronomy, may be reckoned according to either the Julian or Grego- '•»—-y—.- rian calendar, or old or new style. Precept 1. Find a year of the same number in the nine¬ teenth century, with that of the year in the century propos¬ ed, and take out the time of mean new moon in January for that year, with the mean anomalies, and the moon’s mean distance from the node at that time, as already taught, ne¬ glecting the secular equations contained in Table I. Precept 2. Take from Table II. as many complete cen¬ turies of years having the sign — prefixed, and titled either old style or new style, according to the given date, as, when subtracted from the above said year in the nineteeth century, will answer to the given year, and take out the time of mean new moon and its anomalies, &c. belonging to the said centuries, and add them to those for the year in the nineteenth century, and the sums, after applying to them the secular equations taken from Table III., making pro¬ portions for the odd years, will be the times and anomalies, &c. of mean new moon in January or February, according Problem II.-—To calculate the time of new and full moon as the time is less or more than 31 days,in the given year in a given year and month of any particular century 0f the century proposed. Then work in all respects tor between the Christian era and the nineteenth century. the time of true new or full moon, as shown in the above Note.—Prior to the sixteenth century the times are precepts and examples. Equations. S. D. 31. s. Argument I. 10 8 1 20 II. 8 1 23 24 Secular variation III. 6 9 24 IV. V. VI. VII. VIII. IX. 10 X. 8 2 6 38 1 24 40 0 1 21 4 17 25 0 14 39 8 1 1 23 Sum of equations. 4* H. M. S. 7 21 32 10 1 10 9 43 2 8 5 + 7 34 48 — 3 40 38 + 3 54 10 H. 31. S. 3 38 33 24 3 1 9 29 — 3 40 38 Example III. 1839 500 1339 Secular equations. Five lunations. Required the True Time of New Moon in July 1339, Old Style. Equations Time of true new moon. Time of New Moon. D. H. 31. S. 14 16 41 35 25 8 52 43 40 1 34 18 — 7 39 May... July... July.. 40 1 26 39 27 15 40 14 6 17 6 53 + 8 26 6 1 32 59 Moon’s Mean Anomaly. s. D. 31. s. 9 10 4 21 7 4 4 42 4 14 9 3 + 13 44 4 14 22 47 4 9 5 4 8 23 27 51 Sun’s Mean Anomaly. s. d. m. s. 0 13 47 38 1 11 36 18 1 25 23 56 — 36 Moon’s Mean Distance from Ascending Node. S. D. 31. S. 9 25 44 34 2 24 9 33 0 19 54 7 — 2 43 1 25 23 20 4 25 31 37 6 20 54 57 0 19 51 24 5 3 21 8 5 23 12 32 Equations. S. D. 31. s. Argument I. 8 23 27 51 II. 6 20 54 57 Secular variation III. 3 14 23 IV. 2 2 33 V. 2 22 57 VI. 5 23 13 VII. 0 7 51 VIII. 10 26 1 Sum of equations, + H. 31. S. 9 50 21 9 23 2 36 H. 31. S. 1 27 56 1 0 6 52 27 5 6 + 10 2 26 —1 36 20 + 8 26 6 1 36 20 Problem III.— To calculate the true time of new or full moon in any given year and month before the Christian era. Precept 1. Find a year in the nineteenth century which, being added to the given number of years before Christ diminished by one, shall make a number of complete centuries. 2. Find this number of centuries in Table II. and add the time and anomalies belonging to it to those of the above- found year of the nineteenth century, applying the secu¬ lar equations for the given year in Table III., and the sums will denote the time and anomalies, &c. of mean new moon in January or February of the given year before Christ. Then for the true time of new or full moon proceed as above taught, for any year between the Christian era and the nineteenth century, observing that the given year before Christ is or is not leap-year, according as the above-men¬ tioned year in the nineteenth century is leap-year or not ASTRONOMY Practical Astronomy Example IV. Required the True Time of New Moon in September 610 before Christ. 137 Practical Astronomy. 189i. 2500. 610 b. c Secular equations. Eight lunations. Equations Time of true new moon. August Sept... Sept... Time of New Moon. 9 20 44 18 27 4 43 18 37 1 27 36 —-3 20 0 36 22 7 36 24 5 52 23 30 3 59 59 — 8 41 51 29 19 18 8 Moon’s Mean Anomaly. s. d. m. s. 10 20 20 33 7 11 18 23 6 1 38 56 + 5 58 37 6 7 37 33 6 26 32 7 9 40 Sun’s Mean Anomaly. D. M. S. 8 32 8 2 29 56 2 11 2 — 16 2 10 45 57 7 22 50 35 10 3 36 32 Moon’s Mean Distance from Ascending Node. s. d. m. s. 7 6 53 20 8 27 26 33 4 4 19 53 — 1 10 56 3 8 57 5 21 48 0 8 30 45 Equations. Problem IV.— To calculate the time of true new or full moon, according to the Gregorian calendar or new style, in any given year or month of the 20th or 2lst century. Precept 1. Find a year of the same number in the nine¬ teenth century with that of the year proposed, and take out the mean time and anomalies, &c. of new moon for that year in Table I., omitting the secular equations. 2. Take so many years from Table II. having the sign -|- prefixed, as, when added to the above-mentioned year in the nineteenth century, will answer to the given year in which the new or full moon is required ; and take out the time of new moon, with its anomalies, for these complete centuries. 3. Add these together, and to the sum apply the se¬ cular equations for the given year found in Table III., then work in all respects as above shown. Example V. Required the Time of True New Moon in August 1999. 1899 + 100 1999 Secular equations. Seven lunations Equations, Time of true new moon. July.... August Time of New Moon. D. H. M. S. 11 9 25 2 5 8 7 5 16 17 32 7 — 1 25 16 17 30 42 25 17 8 20 11 10 39 2 — 11 37 28 10 23 1 34 Moon’s Mean Anomaly. S. D. M. S. 11 26 12 58 8 15 30 40 8 11 43 38 + 2 32 8 11 46 10 6 0 43 6 2 12 29 16 Sun’s Mean Anomaly. S. D. M. S. 0 9 57 56 0 3 19 16 0 13 17 12 — 7 0 13 17 5 6 23 44 16 1 21 Moon’s Mean Distance from Ascending Node. 0 13 16 14 4 19 26 11 2 42 25 — 30 2 41 55 4 41 35 0 7 23 30 VOL. IV. s 138 ASTRONOMY. Practical Astronomy v ItiQUATIONS, Problem V.— To find the true anomalies of the sun and Practical moon, and the moons true distance from the ascending^s'irmow'i• node at the true time of new or full moon. With the sum of equations already found for reducing the time of mean new or full moon to that of the true, enter Table XV., and take therefrom the sun’s mean mo¬ tion from the moon’s perigee, the change of the sun’s mean anomaly, and the sun’s mean motion from the ascending node, and apply these quantities to the mean anomalies and mean distance from the node at the time of mean new or full moon by addition or subtraction, according as the sum of the equations has the sign -j- or —. Then with the sun’s corrected mean anomaly as argument, take from Table XVI. the equation of the sun’s centre, correcting it for the secular variation as directed at the bottom of the table, and add or subtract the same to or from the correct¬ ed mean anomalies and mean distance from the node, and there will be obtained the true anomalies of the sun and moon, and the moon’s true distance from the ascending node at the time of true new moon or full moon. Example VI. Required the True Anomalies of the Sun and Moon, and the Moon’s True Distance from the Ascending Node at the time of True New Moon in 1836. The Sum of Equations is — 2h. 24m. 2s. 2 Hours... 24 Minutes. 2 Seconds. Mean anomalies, &c. Equation of sun’s centre. Secular variation Sun’s Mean Motion from Moon’s Perigee. 0 0 M. S. 4 22 52 0 — 5 14 4 28 6 57 4 28 1 43 + 1 22 57 — 4 4 29 24 36 Moon’s True Anomaly, Sun’s Mean Anomaly. s. o. 0 0 M. S. 4 56 59 0 — 5 55 4 13 19 2 4 13 13 7 +1 22 57 — 4 4 14 36 0 Sun’s True Anomaly, Sun’s Mean Motion from Ascending Node. 0 0 M. S. 5 12 1 2 0 0 — 6 14 3 36 53 0 3 30 39 + 1 22 57 — 4 0 4 53 32 Moon’s True Distance from Ascending Node, At True New Moon. Elements for the Projection of Solar Eclipses. When at the time of true new moon the moon’s true distance from the ascending node is between 11s 11° 50' and 0s 18° 10', or 5s 11° 50' and 6« 18° 10', there may at that time be an eclipse of the sun to some place on the earth’s surface; but if it is beyond those limits there can be no eclipse. At the new moon in May 1836, the moon’s distance from the node being within the limits, there may be an eclipse of the sun at that time. It being ascertained that there may be an eclipse, the elements for predicting it are to be obtained as explained in the following example of the solar eclipse in May 1836, which is to be predicted, as it will happen at Edin¬ burgh, in latitude 55° 57' N. J. The moons latitude at the true time of new moon. The moon’s true distance from the ascending node at the time of true new moon is the argument of Table XVII.; the moon’s true anomaly minus her true distance from the ascending node is the argument of Table XVIII.; this argument plus the moon’s true anomaly is the argument of Table XIX.; the moon’s true anomaly plus her true distance from the ascending node is the argument of Table XX.; the sun’s true anomaly plus the moon’s true distance from the ascending node is the argument of Table XXL ; and the sun’s true anomaly minus the moon’s true distance from the ascending node is the argument of Table XXII. With these arguments enter the respective tables, and take out the proper quantities, and add toge¬ ther such as have the sign and also such as have the sign —, and the difference of the two sums is the moon’s latitude required, north if the greater sum has the sign -f, south if it has —. ASTRONOMY. 139 Example. riie Moon’s Latitude at the time of true New Moon in May 1836. Arg. Table XVII. XVIII. XIX. XX. XXL XXII. D. M. S. 4 53 32 24 31 23 56 4 18 19 30 9 42 Moon’s latitude north. + D. M. S. 0 25 47 7 13 25 + 0 26 32 — 30 + 0 26 2 7 23 — 30 II. The inclination of the moon's relative orbit to the ecliptic is found in Table XVIL, with the moon’s true dis¬ tance from the ascending node for argument. In the pre¬ sent instance the inclination is 5° 43', left, signifying that the axis of the moon’s orbit is to the left hand of the northern axis of the ecliptic. III. The semidiameter of the earth's dish is equal to the difference of the moon’s horizontal parallax corrected for the latitude of the given place, and the sun’s horizontal pa¬ rallax, which may always be assumed equal to nine seconds. The moon’s equatorial horizontal parallax is found in Table XXIII., with her true anomaly for argument; and the correction to be subtracted therefrom is obtained in Table XXIV., with the latitude of the place and equatorial parallax as joint arguments. Thus, in the present instance, the moon’s equatorial horizontal parallax is 54' 26'' The correction to be subtracted 8" Leaving for reduced horizontal parallax 54' 18" which being again diminished by the sun’s horizontal pa¬ rallax, there remains 54' 9" for the semidiameter of the earth’s disk. IV. The sun's semidiameter is also obtained in Table XXII., with his mean anomaly as argument. We have, therefore, sun’s semidiameter 15' 51". V. The moons semidiameter is likewise obtained in Ta- Practical ble XXII., with her true anomaly as argument. Hence, Astronomy moon’s semidiameter = 14' 50". VI. The moon's horary motion from the sun is equal to the difference of the sun’s and moon’s horary motions; both of which are found in Table XXII., with the sun’s mean anomaly and the moon’s true anomaly as arguments. Hence Sun’s horary motion 2' 25" Moon’s horary motion SO7 9" Moon’s horary motion from the sun 27' 44" VII. The sun's true longitude at the true time of new moon is equal to the longitude of the sun’s perigee added to his true anomaly. The longitude of the perigee is obtained by taking from Table XXV. the epoch of the first year of the century to which the given year belongs, and adding thereto the motion in Table XXVI. answering to the remaining number of years, months, and days, but subtracting therefrom a proportional part of the secular variation of the precession of the equinoxes found in Table XXV. opposite the first year of the given century, corresponding to the remaining number of years. Example. Longitude of Perigee. S. D. M. S. 1801 9 9 30 5 30 years 30 57 5 do 5 9 May 20 15 days 2 Longitude of perigee... 9 10 6 33 Sun’s true anomaly 4 14 36 0 Sun’s true longitude I 24 42 33 VIII. The sun's declination is found in Table XXVIL, with the sun’s true longitude for argument, and is to be corrected by the secular variation given in the same table, as directed at the bottom. The declination is north or south according as it bears the sign + or —, and, in the table, is given to tenths of a minute. Example. s. Sun’s true longitude 1 Secular variation Sun’s declination, north D. M. S. 24 42 33 — 0-6 X 35 100 D. M. Declination +18 SS’O — 0-2 +18 57*8 IX. The apparent time of new moon. The mean time of new moon, already found and reduced to the place for which the prediction is to be made, is to be converted into apparent time, by applying thereto, according to the sign, the equation of time found in Table XXVIIL, with the sun’s true longitude for argument, and corrected for the secular variation given in the same table, as in the follow¬ ing example; Example. Mean time of true new moon at Edinburgh on May 15, 1836, M. Equation of time, +3 H. 1 X. 51 11 S. D. M. Sun’s true longitude 1 24 43 c , ... —10X35 Secular variation 100 S . + 3 56 Apparent time of true new moon 1 55 X. The reduced latitude of the given place is obtained by Edinburgh being in north latitude 55° 57' subtracting from the true latitude the correction in the The correction is 10',8 last column of Table XXIV. answering to the latitude. In this particular case, Reduced latitude 55° 46'-2 L 140 ASTRONOMY. Practical Astronomy To Project an Eclipse of the Sun geometrically. Take from a scale of any convenient length as many equal parts as the semidiameter of the earth’s disk con¬ tains minutes of a degree, which for Edinburgh at the time of the eclipse in May 1836 is 54<' 10", or 54<^r. Then with this quantity as a radius describe the semicircle AHB upon the centre C (Plate XCI. fig. 136); which semicircle shall represent the northern half of the earth’s enlightened disk as seen from the sun. If the given place were in south latitude, the southern half of the earth’s disk must be represented. Upon the centre C raise the straight line CH perpen¬ dicular to the diameter ACB; so ACB shall be a part of the ecliptic, and CH its axis. Being provided with a sector,1 * open it to the radius CA in the line of chords; and taking from thence the chord of the sun’s greatest declination or the obliquity of the ecliptic for the given time (in the present instance 23° 28') in your compasses, set it off both ways from H to g, and to h in the periphery of the semi-disk; and draw the straight line gV h, in which the north pole of the disk will be always found. When the sun’s longitude is between 0s. and VIs. the north pole of the earth is enlightened by the sun; but whilst the sun is in the other six signs, the south pole is enlightened and the north pole is in the dark. And when the sun’s longitude is between IX*. and III*, the northern half of the earth’s axis C XII. P lies to the right hand of the axis of the ecliptic as seen from the sun; and to the left hand while the sun is in the other six signs. It is evident that a contrary rule prevails with re¬ gard to the southern half of the earth’s axis. Open the sector till the radius of the sines be equal to the length of Vh, and take the sine of the difference of the sun’s longitude from III.8 or IX.*, whichever it is near¬ est (in the present instance 35° 17'), in your compasses from the line of the sines, and set off that distance from V to P in the line gVh, because the northern half of the earth’s axis lies to the right hand of the axis of the eclip¬ tic in this case ; and draw the straight line C XII. P for the earth’s axis, of which P is the north pole. If the earth’s axis had lain to the left hand of the axis of the ecliptic, the distance VP would have been set off from V towards g. To draw the parallel of latitude of the given place, Edinburgh, or the path of that place, on the earth’s en¬ lightened disk, as seen from the sun from sunrise till sun¬ set, take the following method :— Find the sum and difference of the reduced latitude 55° 46' and the sun’s declination 18° 58', which are 74° 44' and 36° 48'. Take these arcs from the line of sines on the sector, CA being radius, and set them off from C to the two points, each marked XII. in the line of the earth’s axis. Bisect XII. — XII., and through the point K draw the line VI. K VI. perpendicular to the axis. Then, making CA or CB the radius of a line of sines on the sector, take the co-latitude of Edinburgh, 34° 14', from the sines in your compasses, and set it both ways from K to VI. and VI. These hours will be just in the edge of the disk at the equinoxes; but at no other time in the whole year. With the extent K VI. taken into your compasses, set one foot in K as a centre, and with the other foot de¬ scribe the semicircle VI., 7, 8, 9, 10, &c., and divide it into 12 equal parts. Then from these points of division draw lines parallel to the earth’s axis C XII. P. With the extent K XII. as a radius, describe the qua* Practical drantal arc XII. ^ and divide it into six equal parts, as Astronomy XII. a, ab, be, cd, de, and ef and through the division points, a, b, c, d, e, draw the lines VII. e V., VIII. d IV., IX. c III., X. b II., and XI. a I., all parallel to VI. K VI., and meeting the former lines in the points VII., VIII., IX., X. , XL, V., IV., III., II., and I.; which points shall mark the several situations of Edinburgh on the earth’s disk, at these hours respectively as seen from the sun; and the elliptic curve VI., VII., VIII., &c. being drawn through these points, shall represent the parallel of latitude, or path of Edinburgh, as seen from the sun from six in the morning to six in the afternoon. On continuing the lines VII. p, VIII. o, &c. IV. u, V. x, &c. on the other side of VI. K VI., and setting off p V. equal to VII. p, o IV. equal to VIII. o, &c., and continuing the elliptic curve through the points V. IV. &c., VII. VIII. &c., the path of Edin¬ burgh, as seen from the sun before six in the morning and after six in the afternoon, will be had; but it is need¬ less to draw the curve farther than the points where it meets the periphery of the earth’s disk, which represent the times of sunrise and sunsetting. N. B. If the sun’s declination had been south, the diur¬ nal path of Edinburgh would have been on the upper side of the line VI. K VI. If the latitude of the given place were south, in which case the southern half of the earth’s disk would be represented, the diurnal path be¬ tween six in the morning and six in the afternoon would be between the line VI. K VI. and the centre of the disk, when the sun’s declination was south, and the contrary when north. It is requisite to divide the horary spaces into quarters as in the figure, and if possible into minutes also. In the present case the northern half of the axis of the moon’s relative orbit lies to the left hand of the axis of the ecliptic. Make CB the radius of a line of chords on the sector, and taking therefrom the chord of 5° 43', the in¬ clination of the moon’s relative orbit to the ecliptic, set it off from PI to M on the left hand of CH, the axis of the ecliptic ; then draw CM for the axis of the moon’s orbit, and take the moon’s latitude 26' 2" from the scale CA in your compasses, and set it from C to in the line CH, and through y draw the straight line NyS at right angles to the axis of the moon’s orbit CM for the path of the penumbra’s centre over the earth’s disk. Take the moon’s horary motion from the sun, 27' 44", in your compasses, from the scale CA (every division of which is a minute of a degree), and with that extent make marks along the path of the penumbra’s centre, and divide each space from mark to mark into 60 equal parts or horary minutes by dots; and set the hours to every 60th minute in such a manner that the dot signifying the instant of new moon by the tables may fall into the point Z, half-way between the axis of the moon’s orbit and the axis of the ecliptic; and then the rest of the dots will show the points of the earth’s disk, where the penumbra’s centre is at the instants denoted by them in its transit over the earth. Apply one side of a square to the line of the penumbra’s path, and move the square backwards and forwards, until the other side of it cuts the same hour and minute (as at 3 hours and 2^ minutes) both in the path of Edinburgh and in the path of the penumbra’s centre; and the parti¬ cular minute or instant so pointed out is the instant of the greatest obscuration of the sun, at the place for which the construction is made, namely, Edinburgh in the pre¬ sent example. 1 Although a sector be a convenient instrument in these projections, yet it is not absolutely necessary. The intelligent student will be able to lay off an arc of any number of degrees, also to make an angle of a given number of degrees, in various ways. ASTRONOMY. 141 Practical Take the sun’s semidiameter, 15’ 51", in your compasses, Asuonomy. from the scale CA, and setting one foot on the path of Edinburgh, at the point answering to the instant of the greatest obscuration, namely, at 21 minutes past three, with the other foot describe the circle UY, which repre¬ sents the sun’s disk as seen from Edinburgh at the great¬ est obscuration. Then take the moon’s semidiameter, 14’ 50", in your compasses, from the same scale, and setting one foot on the path of the penumbra’s centre at the point 21 minutes past three, describe the circle TX for the moon s disk as seen from Edinburgh at the time when the eclipse is at the greatest, and the portion of the sun’s disk which is hid or cut off by the moon’s will show the quan¬ tity of the eclipse at that time; which quantity may be measured on a line equal to the sun’s diameter, and divid¬ ed into 12 equal parts for digits. As the moon’s disk is entirely contained within the sun’s, the eclipse as seen from Edinburgh will be annular. Lastly, take the sum of the semidiameters of the sun and moon, 30' 41", from the scale C A, in your compasses; and setting one foot in the line of the penumbra’s centre path, on the left hand from the axis of the ecliptic, direct the other foot toward the path of Edinburgh, and carry that extent backwards and forwards till both the points of the compasses fall into the same instants in both the paths, and these instants will denote the time when the eclipse begins at Edinburgh. Then do the like on the right hand of the axis of the ecliptic; and where the points of the compasses fall into the same instants in both the paths, they will show at what time the eclipse ends at Edin¬ burgh. These trials give 351 minutes after one in the afternoon Practical for the beginning of the eclipse at Edinburgh at the points Astronom.v- N and O, 21 minutes after three for the time of greatest obscuration, and 231 minutes after four at R and S for the time when the eclipse ends, according to apparent time. To have the mean time, or that shown by well-re¬ gulated clocks and watches, apply the equation of time in the contrary manner to that used for converting the mean time of new moon into apparent time. Therefore, in the present instance, subtract 3 minutes 56 seconds, or 4 minutes approximately, from the apparent times, and we have Beginning of eclipse at Edinburgh, Greatest obscuration End of eclipse all according to mean time. H. M. 1 311 p. 2 581 _ 4 191 _ The Projection of Lunar Eclipses. When the moon’s mean distance from either of her nodes at the time of mean full moon is less than 13° 21' there may be an eclipse of the moon ; but if greater, there cannot be an eclipse. We find by Example II. that at the time of mean full moon in September 1830, the moon’s mean distance from the descending node is only 1° 20' 33", which being so much less than the limit, there will then be an eclipse. By Problem V. find the true anomalies of the sun and moon, and the moon’s true distance from the ascending node, at the true time of full moon. Sum of Equations, -f- 3h. 54m. 10s. 3 Hours... 54 Minutes. 10 Seconds. Mean anomalies, &c. Equation of sun’s centre. Secular variation Sun’s Mean Motion from Moon’s Perigee s. o. m. s. 0 0 6 33 1 58 0 -f. 8 31 10 8 1 20 10 8 — 1 9 51 40 30 + 4 10 6 29 25 Moon’s True Anomaly, Sun’s Mean Anomaly. s. o. m. s. 0 0 7 23 2 13 0 + 9 36 8 1 23 24 8 1 33 0 — 1 40 30 + 4 7 29 52 34 Sun’s True Anomaly, Sun’s Mean Motion from Ascending Node s. o. m. s. 0 0 7 47 2 20 0 + 10 7 6 1 2C 33 1 30 40 1 40 30 + 4 5 29 50 14 Moon’s True Distance from Ascending Node, At True Full Moon. The elements for constructing an eclipse of the moon are eight in number, as follows : L The true time of full moon, and at that time; 2. the moon’s horizontal parallax; 3. the sun’s semidiame¬ ter ; 4. the moon’s; 5. the semidiameter of the earth’s shadow at the moon; 6. the moon’s latitude; 7. the angle of the moon’s visible path with the ecliptic; 8. the moon’s true horary motion from the sun. Therefore, 1. To find the true time of full moon. Work as already taught in the precepts. Thus we have the true time of full moon in September 1830 (see Example II.) to be the 2d day at 10h. 36m. 47s. mean time at Greenwich. 2. To find the moons horizontal parallax. Enter Table XXIII. with the moon’s true anomaly 10s. 6° 29' 25", and thereby take out her horizontal parallax; which, by making the requisite proportions, will be found to be 59' 52". 3. 4. To find the semidiameters of the sun and moon. Enter Table XXIII. with the sun’s mean anomaly and moon’s true anomaly (8s. 1° 33' 0" and 10s. 6° 29' 25"), and thereby take out their respective semidiameters, the sun’s 15' 54", and the moon’s 16' 19". 5. To find the semidiameter of the earth's shadow at the moon. Add the sun’s horizontal parallax, which is al¬ ways 9", to the moon’s, which in the present case is 59' 52" ; the sum is 60' 1", from which subtract the sun’s semi¬ diameter, 15' 54", and the remainder, 44' 7", being increas¬ ed by 50" for the effect of the earth’s atmosphere, we have 44' 57" for the semidiameter of the earth’s shadow, which the moon then passes through. 142 ASTRONOMY. Practical 6. Tojind the moon's latitude. Proceed as already direct- Astronomy e(j un(jer the prediction of solar eclipses. Thus, s. ° ' " + s. — s. Argument, Table XVII. 5 29 50 14 52 XVIII. 4 6 39 10 XIX. 2 13 9 25 XX. 4 6 20 14 XXL 1 29 43 17 XXII. 2 0 2 28 + 2 16 — 10 —10 Moon’s latitude north -{-2 6 7. To find the angle of the moons visible path with the ecliptic. Enter Table XVII. with the moon s true distance from the ascending node for argument, and the angle is found to be 5° 44', left, signifying that the axis of the moon’s orbit is to the left hand of the northern axis of the ecliptic. 8. To find the moons true horary motion from the sun. With the true anomaly of the moon and the mean ano¬ maly of the sun, take out their horary motions from Table XXIII., and the sun’s horary motion subtracted from the moon’s leaves remaining the moon s true horary motion from the sun; in the present case 33' 58". These elements being found for the construction of the moon’s eclipse in September 1830, proceed as follows: Draw the line ACB for part of the ecliptic, and CD perpendicular thereto for the northern part of its axis, the moon having north latitude. (Plate XCI. fig. 137.) Add the semidiameters of the moon s and earth s sha¬ dow together, which in the eclipse make 61' 16 ; and take this in your compasses, from a scale of equal parts, and setting one foot on the point C as a centre, with the other foot describe the arch ADB, in one point of which the moon’s centre will be at the beginning of the eclipse, and in another at the end thereof. Take the semidiameter of the earth’s shadow, 44' 57", in your compasses, from the scale, and setting one foot in the centre C, with the other foot describe the semicircle KLM for the northern half of the earth’s shadow; because the moon’s latitude is north in this eclipse. Subtract the semidiameter of the moon from the semi¬ diameter of the earth’s shadow, and the remainder is 28' 38", which take in your compasses from the scale, and setting one foot on the point C as a centre, with the other foot describe the arch OPQ; in one point of which the moon’s centre will be at the beginning of total darkness, and in another at the end thereof. Draw the line CE on the left hand of the northern axis of the ecliptic, and making an angle of 5° 44' therewith, Practical which line represents the northern part of the axis of the Astronomy moon’s orbit, the moon’s latitude being north. -y-w Take the moon’s latitude, 2' 6", from the scale writh your compasses, and set it from C to G in the axis of the eclip¬ tic, and through the point G draw the straight line RSGTU, at right angles to the axis of the moon’s orbit, for the path of the moon’s centre. Then F, in the line CE, is the point in the earth’s shadow where the moon’s centre is at the middle of the eclipse ; G, the point where her centre is at the instant of her ecliptical conjunction; and the middle between them, the point where her centre is at the time of true full moon by the tables. Take the moon’s horary motion from the sun, 33' 58", in your compasses, from the scale, and with that extent make marks along the line of the moon’s path ; then divide each space from mark to mark into 60 equal parts or horary minutes, and set the hours to the proper dots, in such a manner, that the dot signifying the instant of full moon (36 minutes and 47 seconds after ten) may be midway between the points F and G. The point U, where the moon’s path intersects on the right hand the arch described with the sum of the semi¬ diameters of the moon and earth’s shadow, denotes the in¬ stant when the eclipse begins, namely, at 52 minutes after eight; the point T, where the moon’s path intersects on the right hand the arch described, with the difference of the semidiameters, denotes the instant when the moon’s total darkness begins, namely, at 48 minutes after nine; the point F denotes the middle of the eclipse at 39 minutes after 10; the point S, where the moon’s path in¬ tersects on the left hand the arch described, with the dif¬ ference of the semidiameters, denotes the end of the moon’s total darkness at 30 minutes after eleven ; and the point R, where the moon’s path intersects the arch de¬ scribed, with the sum of the semidiameters, denotes the end of the eclipse at 26 minutes after 12, all mean time according to the meridian of Greenwich. If the times reckoned by any other meridian are required, apply the longitude from Greenwich to the Greenwich times, by ad¬ dition or subtraction, according as the place is east or west of Greenwich. On F as a centre, with a radius equal to the moon’s semidiameter, describe a circle which represents the moon’s disk at the middle of the eclipse. The line VX denotes the quantity eclipsed at the mid¬ dle of the eclipse, which may be measured on a line equal to the moon’s diameter, and divided into equal parts for digits. In the present case, the eclipse being total, the quantity eclipsed is said to be greater than the moon’s diameter, and is found to be 21^ digits. ASTRONOMY. 143 CHAPTER III. CATALOGUE OF FIXED STARS, AND TABLE OF REFRACTIONS. arf.NTh Po}a:£ist<™ces 0/652 Stars, extracted from the Greenwich Twelve-Year Cataloaue of 2156 Stars, and reduced to the epoch 1650, January 1 ; with the Annual Variations, including the Geometrical Preces- sions given in the Jyritish Association Catalogue, and the Proper Motions given in Mr Main's Paper in vol. xix of the Memoirs of the Royal Astronomical Society. J Star’s Name. 21 Andromedaj, a. 11 Cassiopeise, /3 8 Ceti, / 15 Cassiopeias, *... 17 Cassiopeiae, 30 Andromedse, s 18 Cassiopeiae, 16 Ceti, /3 58 Piscium ... 34 Andromedae, £ 24 Cassiopeiae, »j.,. 63 Piscium, 2.. 35 Andromedae, y 27 Cassiopeiae, y 2>1 Andromedae. ^ 2 Ursae Majoris Sculptoris, «... 71 Piscium, s.. 42 Andromedae, q 43 Andromedae, yS 33 Cassiopeiae, 6 lUr. Min.,« (Polaris) 86 Piscium, U ••• 34 Cassiopeiae, j 50 Andromedae... 51 Andromedae... 106 Piscium, v 54 Andromedae... 110 Piscium, o 53 Ceti, ^ 45 Cassiopeiae, t... 46 Cassiopeiae 2 Trianguli, «,... 111 Piscium, | 6 Arietis, fZ 48 Cassiopeiae 50 Cassiopeiae Andromedae, y 13 Arietis, « 4 Trianguli, fi .. 65 Ceti, f 65 Andromedae.. Bradley 332 73 Ceti, f 78 Ceti, y 12 Persei 13 Persei, ^ 86 Ceti, y 38 Arietis 87 Ceti, ^ 39 Arietis 15 Persei, 41 Arietis 18 Persei, r 22 Persei, a- 48 Arietis, t Mag. 2 2- 3 3- 4 4- 5 4 4 var. 2 5 4 4-3 4-5 4-5 2 4 4- 5 5- 4 4 4-5 2'3 4- 5 2 5- 4 5 5 3 3 5 5 4-3 4-5 4- 3 5- 4 4 4 5-4 3-4 5 4'3 4 3- 2 5-4 4 3 2 2 4- 5 5 4 4 5 5 4 3- 4 5 4 5 4- 3 4 4 5 4-5 Mean E. A. 1850, Jan. 1. 0 0 38-57 0 1 12-32 0 11 46-85 0 24 30-69 0 28 38-43 0 30 38-27 0 32 1-57 0 36 3-42 0 39 12-15 0 39 23-77 0 40 3-39 0 40 54-20 0 41 33-34 0 47 41-79 0 48 26-29 0 49 9-48 0 51 22-51 0 55 9-68 0 49-09 1 20-96 1 59-95 5 0-53 5 53-82 10 41-17 15 24-12 16 2-87 16 31-58 18 42-27 22 19-71 23 27-76 28 0-80 28 48-67 33 37-68 34 17-23 37 28-66 42 13-11 43 39-68 44 25-83 44 32-54 45 47-52 46 21-73 49 43-95 50 44-28 54 42-62 58 43-67 0 37-98 5 3-17 15 38-72 16 46-70 20 11-32 28 0-41 32 47-98 33 58-79 35 31-92 36 47-51 36 50-36 38 59-26 39 47-50 41 9-97 43 39-02 49 11-20 50 38‘61 Annual Variation in R. A. + 3-082 + 3-145 + 3-053 + 3-339 + 3-295 + 3-139 + 3-350 + 3-012 + 3-116 + 3-163 + 3-561 + 3-102 + 3-272 + 3-539 + 3-292 + 6-709 + 2-899 + 3-108 + 3-435 + 3-342 + 3-592 + 17-521 + 3-124 + 3-704 + 4-111 + 3-851 + 2-995 + 3-546 + 3-134 + 3-194 + 3-485 + 3-635 + 3-111 + 3-705 + 3-158 + 2-937 + 4-240 + 4-523 + 3-395 + 3-094 + 3-291 + 4-776 + 4-939 + 3-642 + 3-360 + 3-541 + 3-166 + 3-948 + 4-808 + 3-177 + 3-132 + 3-752 + 4-047 + 3-098 + 3-255 + 3-229 + 3-546 + 4-312 + 3-507 + 4-193 + 3-803 + 3-413 Mean N. P. D. 1850, Jan. 1. 61 44 16-61 31 40 4017 99 39 22-07 27 53 48-17 36 55 46-16 61 30 13-14 34 17 10‘17 108 48 38-93 78 50 42-28 66 32 59-82 32 58 48-61 83 13 57-28 49 44 20-34 30 5 47-78 52 18 54-19 4 33 2-44 120 10 8-62 82 55 7-32 43 33 34-38 55 10 33-72 35 38 58-53 1 29 24-85 83 13 9-00 32 33 31-49 22 39 17-23 30 32 47-50 98 57 32-58 45 22 10-70 84 37 53-77 75 25 45-41 49 20 48-42 42 8 2-65 85 16 25-28 40 4 8-61 81 35 57-83 101 25 50-03 27 4 18-24 22 3 17-77 61 9 15-07 87 33 19-98 69 55 38-45 19 49 26-45 18 18 28-81 48 23 33-62 67 14 58-23 55 43 30 35 81 51 33-31 40 24 13-96 23 16 34-39 82 12 54-08 85 3 50-94 50 26 36-71 41 24 35-47 87 23 58-02 78 11 19-13 80 31 20-65 61 22 44-31 34 43 53-32 63 21 40-01 37 51 20-43 50 56 28 90 69 15 47-05 Annual Variation in N. P. D. -19-91 -19-87 -19-97 -19-95 -19-89 -19-64 -19-82 -19-83 -19-76 -19-65 -19-26 -19-69 -19-72 -19-64 -19-66 -19-59 -19-52 -19-48 -19-34 -19-25 -19-31 -19-25 -19-16 -1910 -19-00 -18-91 -18-73 -18-77 -18-60 -18-74 -18-20 -18-43 -18-36 -18-33 -18-28 -17-97 -18-02 -17-98 -17-78 -17-88 -17-82 -17-80 -17-78 -17-49 -17-27 -17-29 -17-10 -16-58 -16-57 -16-40 -15-99 -15-58 -15-56 -15-42 -15-44 -15-47 -15-31 -15-25 -15-20 -15-13 -14-82 -14-73 No. 63 64 65 66 67 68 69 70 71 72 73 74 75 76 77 78 79 80 81 82 83 84 85 86 87 88 89 90 91 92 93 94 95 96 97 98 99 100 101 102 103 104 105 106 107 108 109 110 111 112 113 114 115 116 117 118 119 120 121 122 123 124 Star’s Name. 23 Persei, y Persei, k 92 Ceti, « Persei, i 26 Persei, fZ 27 Persei, * 57 Arietis, 5 12 Eridani 58 Arietis, £ Bradley 448 13 Eridani, £ Piazzi, iii. 32 61 Arietis, r1 16 Eridani, r4.... 33 Persei, « Piazzi, iii. 51 Piazzi, iii. 54 2 Tauri, |.... 35 Persei, a- ... 5 Tauri, f ... 37 Persei, f... 20 Eridani 39 Persei, § ... 38 Persei, o ... 41 Persei, y.... 17 Tauri 19 Tauri 20 Tauri 23 Tauri 25 Tauri, « 27 Tauri 28 Eridani, r7. 44 Persei, ^.... 45 Persei, s ... 34 Eridani, y . 35 Tauri, A. ... 47 Persei, A ... 37 Tauri, A1... 48 Persei, c .... 51 Persei, (*,.... 53 Persei, d .... 54 Tauri, y 41 Eridani, i>i . 61 Tauri, o1 .... 69 Tauri, t/1 .... 74 Tauri, e 77 Tauri, t1.... 78 Tauri, .... Bradley 619 ... 86 Tauri, o 58 Persei, e.... 87 Tauri, «(Aldeb.) Groom bridge 856 94 Tauri, j 2 Lyncis 46 Aurigae 13 Geminorum, p 2 Canis Maj. )3 18 Geminorum, Cephei 5](Hevel.) 24 Geminorum, } 55 Aurigae 27 Geminorum, i 31 Geminorum, | 43 Camelopard... 9 Can. Maj. ee (Sir.) 58 Aurigae 34 Geminorum, 6 13 Canis Maj. * ... 15 Lyncis 21 Canis Maj. j... 43 Geminorum, £ Piazzi, vi. 292 ... 63 Aurigae 46 Geminorum, r 25 Canis Maj. S ... 54 Geminorum, A 55 Geminorum, S 60 Geminorum, ; 31 Canis Maj. » ... 62 Geminorum, g 66 Gem. «2 (Castor) 69 Geminorum, v 24 Lyncis 10 C. Min. *(Procy.) 77 Geminorum, * 78 Gem. |3 (Poll.) 3 Navis, t 7 Navis, | 83 Geminorum,

29 Leonis, 21 Leonis Minoris 30 Leonis, » 31 Leonis, A 32 Leo. « (Reg.) 33 Ursae Maj. A... 41 Leonis, y1 .... 34 Ursae Maj. p.. 36 Ursae Maj or is 29 Sextantis 47 Leonis, g 37 Ursae Majoris Piazzi, x. 126 ... 53 Leonis, l 44 Ursae Majoris 45 Ursae Maj. u... 48 Ursae Maj. /3... 58 Leonis, d 59 Leonis, c 50 Ursae Maj. «... 63 Leonis, x 52 Ursae Maj. ^ .. 69 Leonis, p5 68 Leonis, S 74 Leonis,

28 Crateris 64 Ursae Major, j/.. 8 Virginis, v ... 67 Ursas Majoris „ 9 Virginis,« Bradley 1634 69 Ursae Majoris, 3 15 Virginis, « 16 Virginis, c 9 Corvi, # 8 Can. Venat. /3.. 5 Draconis, x ... 29 Virginis, y ... 35 Comae 40 Virginis, . 77 Ursae Majoris, e Bradley 1730 .... 43 Virginis, S Bradley 1731 .... 12 Can. Ven.(2dst.) 14 Canum Venat. 41 Comae 51 Virginis, 6 .. 53 Virginis 43 Comae, /3 Piazzi, xiii. 27 .. 61 Virginis 20 Canum Venat. 67 Virg. K (Spica 79 Ursae Maj. J1 80 Ursae Maj. g.... 74 Virginis, l2 .. 76 Virginis, h .. 78 Virginis 79 Virginis, £ .. 24 Canum Venai 1. Centauri, i ., 4 Bootis, t ..... 2 Centauri, g .. 85 Ursae M aj or is,» 89 Virginis ... 3 Centauri, k 4 Centauri, h 10 Draconis, i. 8 Bootis, « 5” Centauri, ^ 11 Draconis, a ... 12 Bootis, d 98 Virginis, x ... 17 Bootis, x2 99 Virginis,/ Boot, a, (Arct.) 19 Bootis, x 21 Bootis, / 100 Virginis, . 23 Bootis, 4 . 25 Bootis, f . 27 Bootis, y . 5 Ursae Minoris.. 30 Bootis, £ .. 107 Virginis, g. 36 Bootis, s ... 57 Hydrae 9 Librae, « .. 7 Ursae. Min., /3... 19 Librae, 2 . 20 Librae .... 41 Bootis, 6/ . 42 Bootis, /3 . 44 Bootis, i2 . 47 Bootis, k . 24 Librae, A . 2 Lupi, $ 27 Librae, /3 . Mag. 4-5 2 3- 4 4 23 4- 5 5 4 5- 4 3-4 3- 4 5 2- 3 4- 5 3- 4 3- 2 5 5 2 5'4 3 5- 4 3 5 5 4- 5 5 4 5 5 5- 4 1 Mean R. A. 1850, Jan. 1. 2 5 5 5 5 3- 4 5 4- 5 5- 4 5 2 5 4-5 4-5 5 3 3 3- 4 5 4- 5 4-5 4 1 4 4- 5 5- 4 4-3 4- 3 3-2 5- 4 3-4 4 2-3 5 2- 3 2 3 3- 4 5-4 3 5 5 5-4 5-4 2 11 11 11 11 11 11 11 11 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 13 13 13 13 13 13 13 13 13 13 13 13 13 13 13 13 13 13 13 13 13 13 13 13 14 14 14 14 14 14 14 14 14 14 14 14 14 14 14 14 14 14 14 14 14 14 14 14 15 15 15 15 38 8-88 41 24-28 42 52-90 45 20-43 45 55-05 53 1113 54 28-83 57 34-01 5 6-39 7 58-68 12 13-92 12 44-05 26 30-99 26 36-38 27 3-11 34 3-66 45 54-41 46 33-39 47 24-85 47 57-94 48 2-90 48 5-55 49 0-16 58 43-15 59 58-68 2 11-17 4 4-78 4 51-97 6 54-62 10 33-96 10 48-54 17 17-78 17 52-72 19 12-47 24 10-25 25 4-37 26 31-80 27 3-23 28 18-96 37 10-60 40 8-02 40 46-45 41 37-48 41 43-71 43 10-97 44 35-40 47 3-13 47 32-53 57 51-54 0 19-76 3 33-48 4 53-96 8 6-38 8 9 31 8 49-26 10 40-69 10 50-99 10 59-93 20 5-17 25 21-83 26 2-17 27 54*47 33 59-35 35 9-61 38 26-14 39 11-59 42 35-30 51 12:00 52 57-82 55 18-02 55 32 19 56 17*78 58 50-79 0 27-92 3 40-76 8 42-93 8 56-46 Annual Variation in R. A. 3088 3-065 3-123 3-007 + 3-197 + 3-076 + 3-070 3-060 2-932 Mean N. P. D. 1850, Jan. 1. + 3-012 + 3063 + 3-046 + 3-127 + 2-861 2-611 + 3-036 + 2-960 + 3-110 + 2-664 + 0-315 + 3-020 + 0-299 + 2-817 + 2-820 + 2-885 + 3-096 + 3-175 + 2-807 + 2-734 + 3-123 + 2-700 + 3-147 + 2-434 + 2-421 + 3-111 + 3-147 + 3-025 + 3-050 + 2-461 + 3-380 4- 2-851 + 3-448 + 2-373 + 3-241 + 3-436 + 3-425 + 1-754 + 2-857 + 3-491 1-607 + 2-739 + 3-189 + 2-156 + 3-137 + 2-733 + 2-285 + 2-126 + 3-231 + 2-040 + 2-586 + 2-423 - 0-235 + 2-859 + 3-151 + 2-618 + 3-483 + 3-304 - 0-271 + 3-192 + 3-489 + 2-624 + 2-260 + 1-972 + 2-000 + 3-403 + 3-624 + 3-214 82 74 87 123 35 82 46 80 11 32 89 85 112 47 19 90 67 98 33 5 85 5 50 53 61 94 105 61 49 107 48 100 34 34 95 99 85 89 40 122 71 123 30 107 122 121 24 70 125 24 64 99 37 95 70 43 37 102 37 58 51 13 75 95 62 116 105 15 97 114 64 49 41 41 109 119 98 37 49-40 35 22-73 23 24-71 4 28-54 28 16-72 32 57-58 7 19-45 26 1-35 33 0-15 8 1-70 49 58-75 51 6-64 33 59-84 49 35-50 23 4-81 37 34-29 56 19-44 43 23-28 13 30-63 45 58-38 47 11-21 46 16-65 52 13-70 23 50-70 34 8-43 44 12-83 23 16-77 21 37-41 3 5-74 28 31-65 38 10-54 22 36-21 17 23-97 13 43-85 28 47-02 23 25-39 34 7-60 49 37-93 12 5577 16 59-91 47 36-60 42 0-67 56 11-47 23 5-85 14 54-53 11 5-61 32 5-23 50 54-39 37 49-48 54 21-16 11 43-21 34 24 77 30 23-95 16 55-15 2 3-85 13 16-07 56 21-16 40 41-18 27 15-17 58 4-19 2 0-02 38 14-35 37 31-63 0 12-24 17 27-30 0 50-63 24 54-15 13 53-74 55 13-08 41 19-45 23 47.-34' 0 55*47 45 35-27 16 1-78 13 13-52 35 35-15 49 33-23 Annual Variation in N. P. D. VOL. IV. + 20-17 + 20-09 + 20-28 + 20-06 + 20-02 + 20-09 + 2000 + 2003 + 20-02 + 20-08 + 20-06 + 20-10 + 19-99 + 19-62 + 19-95 + 19-88 + 19-71 + 19-68 + 19-68 + 19-60 + 19-71 + 19-58 + 19-54 + 19-40 + 19-46 + 19-36 + 19-58 + 18-37 + 19-27 + 20-15 + 19-08 + 18-97 + 18-95 + 18-90 + 18*76 + 18-72 + 18-66 + 18-57 + 18-58 + 18-50 + 18-12 + 18-32 + 18-15 + 18-14 + 18-16 + 18-06 + 17-95 + 18-25 + 18-10 + 17-35 + 17-26 + 17-13 + 17-02 + 17-41 + 18-90 + 16-73 + 16-79 + 16-85 + 16-83 + 16-01 + 15-96 + 16-04 + 15-70 + 15-96 + 15-44 + 15-43 + 15-28 + 14-75, + 14-63 +'14-50 + 14-50 + 14-47 + 14-23 + 14-15 + 13-99 + 13-71 + 13-63 No. 348 349 350 351 352 353 354 355 356 357 358 359 360 361 362 363 364 365 366 367 368 369' 370 371 372 373 374 375 376 377 378 379 380 381 382 383 384 385 386 387 388 389 490 491 492 493 494 495 496 497 498 499 400 401 402 403 404 405 406 407 408 409 410 411 412 413 414 1415 416 417 418 419 420 421 422 423 424 Star's Name, 49 Bootis, $ 5 Serpentis .... 11 Ursae Minoris 51 Bootis, g1 32 Librae, 13 Ursae Min. y... 12 Draconis, z 37 Librae 38 Librae, y 39 Librae, 5 Coronae, « 40 Librae 6 Coronae, 54 Bootis, f> 43 Librae, 24 Serpentis, a.... 27 Serpentis, X... 5 Lupi, A 1 Scorpii, b Piazzi, xv. 198... 2 Scorpii, A 46 Librae, 6 5 Scorpii, ^ 16 Ursae Min. £... 6 Scorpii, v 48 Librae 13 Coronae, i... 7 Scorpii, 2 .. 8 Scorpii, [i1.. Lupi, 0 6 Herculis, u 10 Scorpii, u? 13 Draconis, 6. 13 Scorpii, c2 14 Scorpii, v2.. 1 Ophiuchi, 2 2 Ophiuchi, i 26 Scorpii, 4 Ophiuchi ... 22 Herculis, r 20 Coronae, U .. 21 Coronae, >2 .. 3 Ophiuchi, u. 21 Scor. a- (Antares) 22 Scorpii... Normae, a 21 Ursae Minoris,/) 14 Draconis, » 8 Ophiuchi,

6 Aquarii, p .. 58 Cygni, v Bradley 2727 ... 23 Capricorni, 6.. 62 Cygni, \ 13 Aquarii, v 64 Cygni, t 8 Equulei, « .... 65 Cygni, r 4 Piscis Austral. 32 Capricorni. 5 Cephei, «.. 5 5 5 3 4 5-4 5-4 5 5-4 5 5 3 3 1-2 5 5 5 4 4 5 5 5 5 5 3 5 4 3-4 3- 4 4- 5 4-5 5 3 5 4- 5 3-2 5 '5 4 4 5- 4 3- 4 5 4- 3 2-1 4-5 4-3 4-5 4-3 4- 5 5- 4 4 5 4 4 4-5 3 4 4 5 4-5 3-2 19 8 51-17 19 11 9-62 19 12 30-36 19 12 32-31 19 12 58-18 19 13 7-97 19 13 37-92 19 17 56-07 19 18 12-75 19 18 50-75 19 18 53-58 19 19 53-25 19 24 40-33 19 25 55-41 19 26 45-65 19 27 34-31 19 31 47-33 19 32 25-17 19 33 56-10 19 37 36-47 19 39 7-66 19 40 17-23 19 43 27-82 19 46 38-60 19 48 58-65 19 47 44 13 19 47 56-71 19 48 39-66 19 49 48-30 19 53 25-51 19 54 48-47 19 54 55-38 20 2 7-70 3 33-70 3 51-41 8 54-58 9 19-79 9 43-67 j 9 54-47 29 10 49-96 20 12 20-27 20 12 34-72 20 13 1-91 20 13 50-42 20 16 50-79 20 18 43-68 20 20 17-88 20 26 2-64 20 27 3-32 20 28 17-70 20 30 30-83 20 30 52-76 20 32 40-24 20 36 19-13 20 37 12-25 20 39 33-14 20 39 49-04 20 42 13-98 20 42 51-53 20 44 33-58 20 51 35-03 20 52 16-14 20 57 30-49 20 59 28-67 + 3-512 + 2-076 + 0-039 20, 20 20 20 20 20 3-203 3-483 3-438 1- 386 3-023 2- 364 3- 070 2-627 0-332 2-416 1- 512 2- 930 3- 657 2- 960 1-610 3- 434 3-504 2-852 1- 875 2- 927 3- 684 2- 908 3- 700 2- 957 0-162 3- 661 3-699 3-794 2-466 + 0'301 + 3-097 + 2-224 + 1-889 + 3-329 + 3-332 + 1-399 + 1-851 + 3-331 + 3-375 -53-177 1- 859 2- 150 3- 441 3-427 2-863 1-018 2-802 + 2-810 + 3-365 + 2-787 + 2-040 1 25-02 6 33-23 8 19-35 8 48-33 8 49-67 21 13 53-15 21 14 59-77 3-564 3-251 3-167 1- 233 3-595 3-240 2- 232 1-605 3- 382 + 2-178 3-271 2-546 2-999 2- 389 3- 657 3-350 1-437 109 12 53-44 52 7 50-67 22 36 812 95 41 29-62 108 7 28-85 106 13 54-46 36 54 22-98 87 10 48-48 60 40 7-73 89 57 22-85 70 29 31-23 24 34 26-19 62 21 7-53 38 35 16-37 82 56 8-64 115 12 34-01 84 56 24-71 40 7 28-57 106 28 13-62 110 7 1-00 79 44 54-55 45 13 58-90 81 31 26-29 116 41 33-95 81 55 23-25 117 33 44-88 83 57 50-95 20 6 51-41 116 35 49-18 118 7 19-25 122 28 23-13 62 39 28-60 22 33 14-08 91 15 44-89 53 35 56-95 43 42 41-11 102 58 4 01 103 0 20-73 33 53 22-57 42 44 39-34 103 13 36-65 105 15 2-97 1 8 22-07 12 44 34-27 50 13 15-37 108 41 56-86 108 18 19-35 79 12 11-31 27 30 32-09 75 50 24-03 75 55 25-12 105 28 38-46 74 36 49-36 45 15 12-29 115 48 18-44 100 2 28-67 95 34 24-33 28 44 32-26 117 28 35-70 99 32 32-51 49 24 29-00 33 41 18-52 107 49 30-24 46 40 6-09 101 58 32-90 60 23 9-39 85 22 10-10 52 35 32-82 122 47 45-87 107 28 11-82 28 2 55-57 Ho. 468, Groombridge 2555. The annual variations do not include proper motions. No. 470, Bradley 2313. The annual variation in R. A. does not include proper motion. No. 557, Bradley 2727. The annual variation in R. A. does not include proper motion. 147 ASTRONOMY. RIGHT ASCENSIONS AND NORTH POLAR DISTANCES OF 652 STARS. No. 567 568 569 570 571 572 573 574 575 576 577 578 579 580 581 582 583 584 585 586 587 588 589 590 591 592 593 594 595 596 597 598 599 600 601 602 603 604 605 606 607 608 609 610 Star’s Name. 34 Capricorni, g 22 Aquarii, /3 71 Cygni, g 8 Cephei, /5 73 Cygni, ? 39 Capricorni, s... 23 Aquarii, | 40 Capricorni, y.. 43 Capricorni, x... 9 Piscis Aust. / 80 Cygni, tr1 8 Pegasi, s Mag. 78 Cygni, g} \ 78 Cygni, g? J 49 Capricorni, 2.. 11 Cephei 10 Cephei, v 81 Cygni, 91 Aquarii, ^ ... 6 Piscium, y. Sculptoris, y... 95 Aquarii, •vp ... 62 Pegasi, 68 Pegasi, 8 Piscium, * 10 Piscium, 6 16 Andromedae, X 17 Andromedae, /.. 17 Piscium, / 19 Andromedae, x 35 Cephei, y 18 Piscium, X 20 Andromedae, \p 5 Cassiopeiae, r., Sculptoris, §... 7 Cassiopeiae, »... 8 Cassiopeiae, a-.. 28 Piscium, a. Bradley 3195. 30 Piscium .... 2 Ceti 33 Piscium .... 4 3- 4 5 3 4 4 4- 3 4 3 5 1-2 4- 3 3- 4 2- 3 2 5- 4 5 4- 5 5- 4 4 5-4 5 5-4 5-4 5-4 4-5 4 4 4-5 4 3- 4 5 5 5 4- 5 5 5 4 5 5 4-5 5 Mean R. A. 1850, Jan. 1. 22 32 22 33 22 34 22 35 22 41 22 42 22 44 22 44 22 46 22 47 20- 99 58-88 43-24 58-55 38-64 46- 09 21- 26 47- 02 40-80 55-55 22 49 21-07 22 55 22 56 22 56 22 57 23 3 23 23 23 23 23 10 23 11 23 13 23 17 23 19 23 20 23 30 23 30 23 32 23 33 23 33 23 34 23 38 23 39 23 41 23 46 23 51 23 51 23 53 23 54 23 56 23 57 1-78 14-66 30-52 17-51 8- 54 41- 49 33-11 1-54 23-39 42- 65 9- 28 13- 17 53- 89 14- 62 21-59 14-42 47-55 14-22 1-99 14- 00 23-58 36-97 44-76 6-39 54- 85 25-58 36-59 59-60 15- 93 3-10 39-28 Annual Variation in R. A. + 3-333 + 2-985 + 2-807 + 2-800 + 3-182 + 2-885 + 2-112 + 3-128 + 3-189 -0-006 + 3-331 + 2-742 + 3-052 + 2-896 + 2-981 + 1-883 + 2-723 + 3-109 + 3-146 + 3-105 + 3-260 + 3121 + 2’957 + 2-982 + 3-074 + 3-037 + 2-911 + 2-914 + 3-082 + 2-926 + 2-387 + 3-057 + 2-944 + 2-889 + 3-141 + 2-952 + 2-998 + 3-075 + 3-009 + 3-077 + 3-077 + 3-070 Mean N. P. D. 1850, Jan. 1. 117 49 79 57 61 28 60 33 104 22 66 11 24 35 98 22 106 37 7 38 29-04 0-63 25-93 43-19 58-54 21-44 15-18 35-79 1-58 32-07 120 24 57-91 48 28 86 59 62 43 75 36 15 25 41 24 96 51 99 54 87 32 123 20 100 25 67 4 67 25 89 33 84 26 44 21 47 33 85 11 46 29 13 12 89 2 44 24 32 11 118 57 33 20 35 4 83 58 29 36 96 50 108 10 96 32 44-70 12-12 46- 87 3-27 22-01 44- 56 24-71 15-18 11-58 54-34 48-20 47- 38 15-63 54-17 40-00 15- 03 42-83 10-70 45- 48 16- 77 42-85 44-71 0-38 33-43 6-68 47- 75 2-62 44-60 5210 14-18 48- 93 Annual Variation in N. P. D. -18-57 -18-66 -18-65 -18-68 -18-87 -18-89 -18-83 -18-96 -19-04 -19-12 -18-93 -19-24 -19-26 -19-44 -19-29 -19-40 -19-59 -19-32 -19-52 -19-56 -19-52 -19-61 -19-63 -19-75 -19-62 -19-70 -19-46 -19-91 -19-46 — 19-93 -20-07 -19-76 -19-96 -20-04 -19-89 -20-01 -20-07 -19-91 -20-04 -2001 -20-05 -20 08 No. 590, |2 Cephei. The annual variations do not include proper motion. No. 649, Bradley, 3195. The annual variation in B,.A. does not include proper motion. 148 ASTRONOMY. Sect. II.— Table of Atmospherical Refractions, with Corrections for the Height of the Barometer and Thermometer. App. Refr. B.30 Diff. for Diff. for Diflf. for I App. Altitude. Th. 50°. 1'Alt. +18. — l°Fa. Altitude. Th.50°. 0 0 5 10 15 20 25 30 35 40 45 50 55 1 0 5 10 15 20 25 30 35 40 45 50 55 2 0 5 10 15 20 25 30 35 40 45 50 55 3 0 5 10 15 20 25 30 35 40 45 50 55 33 51 32 53 31 58 31 5 30 13 29 24 28 37 27 51 27 6 26 24 25 43 25 3 24 25 23 48 23 13 22 40 22 8 21 37 21 7 20 38 20 10 19 43 19 17 18 52 18 29 18 5 17 43 17 21 17 0 16 40 16 21 16 2 15 43 15 25 15 8 14 51 14 35 14 19 14 4 13 50 13 35 13 21 13 7 12 53 12 41 12 28 12 16 12 3 11-7 11-3 10-9 10-5 10-1 9?7 9-4 9-0 8-7 8-4 8-0 7;7 7-4 7’1 6-9 6-6 6-3 61 5-9 5-7 5-5 5-3 5-1 4-9 4-8 4-6 4-4 4-3 4-1 4-0 3-9 3-7 3-6 3-5 3-4 3-3 3-2 31 30 2-9 2-8 2-7 2-7 2-6 2-5 2-4 2-4 2-3 74 71 69 67 65 63 61 59 58 56 55 53 52 50 49 48 46 45 44 43 42 40 39 39 38 37 36 36 35 34 33 33 32 32 31 30 30 29 29 28 28 27 27 26 26 25 25 25 8-1 7-6 73 7-0 6-7 6-4 61 5-9 5-6 5-4 5-1 4-9 4-7 4-6 4-5 4-4 4-2 4-0 3-9 3-8 3-6 3-5 3-4 3-3 3-2 31 3-0 2-9 2-8 2-8 2-7 2-7 2-6 2-5 2-4 2-3 2-3 2-2 2-2 2-1 2-1 2-0 20 2-0 1-9 1-9 1-9 1-8 4 0 10 20 30 40 50 5 0 10 20 30 40 50 6 0 10 20 30 40 50 7 0 10 20 30 40 50 8 0 10 20 30 40 50 9 0 10 20 30 40 50 10 0 10 20 30 40 50 11 0 10 20 30 40 50 Refr. 8.30 DifF. for DitF. for Diff. for 11 52 11 30 11 10 10 50 10 32 10 15 9 58 9 42 9 27 9 11 8 58 8 45 8 32 8 20 8 9 7 58 7 47 7 37 7 27 7 17 7 8 6 59 6 51 6 43 6 35 6 28 6 21 6 14 6 7 6 0 1' Alt. 2-2 2-1 2-0 1-9 1-8 1-7 1-6 1-5 1-5 1-4 1-3 1-3 1-2 1-2 M 11 1-0 1-0 1-0 0-9 0-9 0-8 0-8 0-8 0-7 07 0-7 0-7 0-7 0-6 0-6 0-6 0-6 0-6 0-5 0-5 0-5 0-5 0-5 0-5 0-5 0-4 0-4 0-4 0-4 0-4 0-4 0-4 + 1 8. 241 23-4 22-7 220 21-3 20-7 20-1 19 6 19-1 18-6 18-1 17-6 17-2 16-8 16-4 16-0 15-7 15-3 15-0 14-6 14-3 14-1 13-8 13-5 13-3 13-1 12-8 12-6 12-3 121 11-9 11-7 11-5 11-3 11-1 11-0 10-8 10-6 10-4 10-2 10-1 9-9 9-8 9-6 9-5 9-4 9-2 91 — 1° Fa. Altitude. 1-70 1-64 1-58 1-53 1-48 1-43 1-38 1-34 1-30 1-26 1-22 M9 M5 Ml 1-09 1-06 1-03 1-00 0-98 0-95 0-93 0-91 0-89 0-87 0-85 0-83 0-82 0-80 0-79 0-77 0-76 0-74 0-73 0-71 0-71 0-70 0-69 0-67 0-65 0-64 0-63 0-62 0-60 0-59 0-58 0-57 0-56 0-55 App. 12 0 10 20 30 40 50 13 0 10 20 30 40 50 14 0 10 20 30 40 50 15 0 30 16 0 30 17 0 30 18 19 20 21 22 23 24 25 26 27 28 29 30 31 32 33 34 35 36 37 38 39 40 41 Refr. 8.50 Th. 50°. 28-1 24-4 20-8 173 13-9 10-7 4 7-5 4 4-4 4 1-4 3 58-4 3 55-5 3 £2-6 3 49-9 3 47 1 3 44-4 3 41-8 3 39-2 3 36-7 3 34-3 3 27 3 3 20-6 3 14-4 3 8-5 3 2-9 57-6 477 38-7 30-5 23-2 16-5 2 10-1 2 4-2 1 58-8 1 53-8 l 49-1 1 44-7 1 40-5 1 36-6 1 33-0 1 29-5 1 261 1 23-0 20-0 17-1 14-4 11-8 9-3 6-9 Diff. for Diff. for Diff. for 1' Alt. 0-38 0-37 0-36 0-35 0-33 0-32 0-31 0-31 0-30 0-30 0-29 0-29 0-28 0-28 0-27 0-26 0-26 0-25 0-24 0-22 0-21 0-20 0-19 0-18 0-17 0-16 0-15 0-13 012 0-11 0-10 0-09 0-09 0-08 0-08 0-07 0-07 0-06 0-06 0-06 0-05 0-05 0-05 0-05 0-05 0-04 0-04 0-04 + B. 9-00 8-86 8-74 8-63 8-51 8-41 8-30 8-20 8-10 8-00 7-89 7'79 7-70 7-61 7-52 7-43 7-34 7-26 7-18 6-95 6-73 6-51 6-31 6-12 5-98 5-61 5-31 5-04 4-79 4-57 4-35 4-16 3-97 3-81 3-65 3-50 3-36 3-23 3-11 2-99 2-88 2-78 2-68 2-58 2-49 2-40 2-32 2-24 — l°Fa. Altitude 0-556 0-548 0-541 0-533 0-524 0-517 0-509 0-503 0-496 0-490 0-482 0-476 0-469 0-464 0-458 0-453 0-448 0-444 0-439 0-424 0-411 0-399 0-386 0-374 0-362 0-340 0-322 0-305 0-290 0-276 0-264 0-252 0-241 0-230 0-219 0-209 0-201 0-193 0-186 0-179 0-173 0-167 0-161 0-155 0-149 0-144 0-139 0-134 App. 42 43 44 45 46 47 48 49 50 51 52 53 54 55 56 57 58 59 60 91 62 63 64 65 66 67 68 69 70 71 72 73 74 75 76 77 78 79 80 81 82 83 84 85 86 87 88 89 Refr. 8. 30 Diff. for Diff. for Th. 50°. 1' Alt. 1 4-6 1 2-4 1 0-3 0 58-1 56-1 54-2 52-3 50-5 48-8 47-1 45-4 43-8 42-2 40-8 39-3 37-8 36r4 350 33-6 32-3 310 29-7 28-4 27-2 25-9 24-7 23-5 22-4 21-2 19-9 18-8 17-7 16-6 15-5 14-4 13-4 12-3 11-2 10-2 9-2 8-2 7-1 6-1 5-1 4-1 3-1 2-0 1-0 0-038 0-036 0-034 0-034 0-033 0032 0-031 0-030 0-029 0028 0-027 0-026 0-026 0025 0025 0-025 0-024 0-024 0023 0022 0-022 0-021 0021 0-020 0020 0 020 0-020 0-020 0-020 0-020 0019 0-018 0018 0018 0018 0-017 0-017 0017 0-017 0-017 0-017 0-017 0-017 0-017 0-017 0-017 0-017 o-oi7 + 18. 2-16 2-09 202 1-94 1-88 1-81 1-75 1-69 1-63 1-58 1-52 1-47 1-41 1-36 1-31 1-26 1-22 M7 1 12 1-08 104 0-99 0-95 0-91 0-87 0-83 0-79 0-75 0-71 0-67 0-63 0-59 0-56 0-52 0-48 0-45 0-41 0-38 0-34 0-31 0-27 0-24 0-20 0-17 0-14 0-10 0-07 0-03 Diff. for — l0Fa. 0-130 0125 0-120 0-117 0-112 0-108 0-104 0-101 0-097 0-094 0-090 0-088 0-085 0-082 0-079 0 076 0-073 0-070 0067 0-065 0 062 0-060 0-057 0055 0-052 0 050 0-047 0-045 0043 0-040 0-038 0-036 0-033 0-03! 0-029 0-027 0-025 0-023 0-021 0-018 0 016 0-014 0-012 0-010 0-008 0-006 0-004 0 002 Explanation of the Table of Refractions. This table is computed upon principles explained by the late Dr Young in the Philosophical Transactions for 1819; and it appears to agree more perfectly with the latest observations than any other table before published. The apparent altitude being found in the first column, the second shows the refraction when the barometer stands at 30 inches, which is its mean height on the level of the sea, and the thermometer at 50° of Fahrenheit. The third column contains the difference to be subtracted or added for every minute of altitude, reckoned from the nearest number in the first column. The fourth shows the number of seconds to be added for every inch that the height of the barometer exceeds 30, or to be subtracted for each inch that it wants of 30: and the last contains the number of seconds to be subtracted for each degree that the thermometer stands above 50°, or to be added for each degree that its height wants of 50°. If great accuracy be required, we must also deduct from the observed height of the barometer -003 inch for each degree that the thermometer near it is above 50°, and add an equal quantity for an equal depression. In fact, however, the table, as it now stands, is found to require the temperature to be estimated from the height of the thermometer within; and if we employed the height of the thermometer without, which would be more consistent with the theory, it would probably be necessary to suppose the standard temperature of the table 48° only (or rather 47°), instead of 50°. Examples. 1. At 7° 18' 13", barometer 29-87, thermometer 66°, the refraction is 6'52"-26, from twenty-two observations of Bradley. 2. At 19° 18' 19", barometer 30 045, thermometer 34°, the refraction is 2' 51"-5, from three observations of Bradley. 3. At 13° 43', barometer 29-85, thermometer 45°, the refraction is 3' 55"-85, from 156 observations of Mr Pond. 1. Alt. 7° 20' B. 7' + 8" 1-62 DifF. Alt. "-9 •8 1' 47'' 1' 9-62 16-74 52-88 52-26 + 1 -62 Error 0-62 2. Alt. 19° R. 2' 47"-7 — 2 -93 2 44 5 Diff. Alt. "-16 18' 19" = 18 -3 — 2-93 Error l"-0 2 50 -46 3. Alt. 13° 40' R. 3' 55"-5 + -36 Diff. Alt. "-29 3 -86 •85 87 Error. •01 B. 14"-3 — -13 1 -86 B. 5"-61 + -045 •252 B. 7"-89 •15 _ 1 •18 •87 2 05 Th. "-93 — 16 14-88 1-86 16-74 Th. "-34 + 16 5'44 Practical Astronomy ASTKONOM CHAl'. IV. ASTRONOMICAL INSTRUMENTS. 149 There are two principal objects to be accomplished by astronomical instruments; the one is the extension and improvement of the science; and the other its applica¬ tion to geography5 navigation, and the ordinary wants of so* dety. Here we give the name astronomical instruments to such as in their application are directed to the heavenly bodies, as a telescope is directed to a star, and the axis of a sun-dial to the pole; but we do not consider as astro¬ nomical instruments orreries, and machines composed of wheels and pinions, sych as exhibit imperfectly represen- tations of the celestial motions. Globes are indeed appro¬ priate furniture in an observatory, because thev truly ex¬ hibit the relative positions of the stars and the different countries; and they serve to resolve approximately the different problems of the sphere. But complex orreries, and planetary clocks are mere playthings. They excite admiration by the ingenuity displayed in their construc¬ tion, but they are of no practical use. Showmen pretend to teach astronomy by their assistance; but their inutility in giving just notions of the dimensions and magnitudes of the bodies which form the solar system may be easily conceived by reflecting, that if in an orrery the earth be represented by a sphere one inch in diameter, the repre¬ sentation of the sun should be nine feet; also, that if the representation of Mercury describe a circle of about four inches radius, then the orbit of Uranus should have its radius sixteen feet. Judicious teachers of astronomy may, however, employ with advantage simple contrivances to facilitate the ac¬ quiring of correct notions of the celestial motions; but they will direct the attention to a single object at a time, and not attempt to exhibit all the phenomena of the heavens at once. "W ooden wheels and catgut bands are just as useful for the purpose in question as metallic wheels and pinions. A globe moved by the hand round a candle will serve to show the changes of the seasons; and in like manner the phases of the moon, her nodes and their motion, and the nature of eclipses, may be all ex¬ plained by simple and easy contrivances. 1. Astronomical Telescope. In a subsequent part of this work the theory of the te¬ lescope, and the various kinds of telescopes, will be fully explained. As, however, the telescope forms an essential part of almost all complex astronomical instruments, it will be proper to explain here in a general way its prin- ciples and use. fhe astronomical telescope is composed of two princi¬ pal parts, the object-glass, and the eye-glass or eye-piece. these are in opposite ends of a tube; and in its applica¬ tion the former is next the object, and the latter next the eye. In telescopes of the best construction the object- glass is composed of two and sometimes of three pieces. (See Achromatic Glasses.) We shall here, however, suppose it of the simplest form; that is, a very thin double convex glass, the opposite sides being portions of spheri¬ cal surfaces. Let ABDE (Plate XC. fig. 131) be a lens of this torm, C being the centre of a sphere, of which ABE is a portion of the surface. Let L be any point in an object to be viewed with the telescope, and let a ray of light proceeding from L fall perpendicularly on the convex surface in B: it will pass through the glass without being turned out of its direction, and will proceed straight for¬ ward on the prolongation of the line LBD. Let another ray LI fall obliquely on the convex surface at Iby the principles of optics this will be refracted, Practical that is, turned out of the direction LI, and take a new Astrononi3r direction IPP. Draw Cl to the centre; the new direc- tion will be such that the sine of the angle of incidence MIL or GIL will be to the sine of the refracted angle CIP or CIP in the constant ratio of a given number n to 1. We have therefore ^ sin. CIL _ sin. CIL sin. ICP_ CL IP sin. CIP sin. ICL * sin. CIP~1lT ’ ■CP* Let us suppose the point I to be near B; then IP=BP nearly, and IL — BL nearly, and we have CL • BP n — BL • CP’ near'y- •O) When the ray arrives at the concave surface ADE, it suffers a second refraction in passing into the air, and changes its direction from PP into a new direction PL'. Let C' be the centre of a sphere, of which ADE is a part of the surface: draw the radius C'P, and we shall have sin. C'I'L': sin. C'PP :: n : I; and therefore n = sin- C' P L' _ sin. C'PL' sin. PC'P_ C'L' PP sin. G P P — sin. PC'!/ sin. C'PP ~ PL7' C'P* We suppose the arcs IB, PD, to be small; therefore PP — PD nearly, and PL' = DL' nearly; hence _ C'L'-PD ” ^ DL' • C'P’ near1^ Since the thickness of the lens is supposed to be incon¬ siderable, we may assume that PD = PB nearly, and that DL' = BL nearly, and then we have C'L' - PB n ~ BL' • C'P Let r = CB, r1 = C'B, a = BL, A' = BL', and equations (1) and (2) become „-V(r + A) t,(V+A') A(v — ry A'(v + r/)' = PB, from these we obtain n n—1 v and hence 1 , n ~ j and A v A' n—1 When a ray of light passes out of air into glass, the sine of the angle of incidence is to the sine of the angle of re¬ fraction as 3 to 2 nearly, or as 4 to 1. In this case n = It, and A ^ A' * \r+ r'J’ This expression will be the very same if we put r in¬ stead of /, and P instead of r,- also, if we put A for A', and A for A. Hence we may infer, that whichever of the two convex sides of the object-glass be turned towards the object L, the value of A' will be the same for a given value of A; also, that if L' be the focus to which rays is¬ suing from L converge after refraction, then L will be the locus to which rays issuing from L' would converge after passing through the obj’ect-glass. If A, the distance of L from the object-glass, be very great, then —will be very small in respect of -^7; and in the case of the heavenly bodies vanishes, and we have simply If we suppose both sides of the object-glass to be alike convex, that is, r = P, then A! = r; hence we learn, 1st, tlmt all rays which come from any point whatever of a 150 ASTRONOMY. Practical very remote object, and which traverse a double convex Astronomy. g.]ass 0f eqUai curvature on both sides, are united by re- fraction about its centre of sphericity, which is called its principal focus ; 2d, that rays which proceed from a point at the centre of sphericity do, after refraction, proceed in lines which may be considered as parallel. All these conclusions are only true approximately. They suppose the convex arcs ABE ADE small, and the thickness of the glass very little; nevertheless they differ but little from truth: the focus L is not indeed a mathematical point, but has a certain magnitude, which varies with the distance of the object and the breadth of the lens. If we now suppose that two lenses, BD, bd (fig- 132), are adapted to the extremity of a tube, so that their cen¬ tres of sphericity coincide at the same point F, and that this point and the centres of the lenses are in the same straight line, then, from what has been explained, it fol¬ lows that rays coming from a distant object L, after pass¬ ing through the lens BD or object-glass, will be collect¬ ed at F (which is therefore called the focus of parallel rays), and will there form an image of the object L . also, that all the rays, after crossing in the focus F, will proceed forward; but in passing through the second lens or eye-glass bd, they will be again refracted, and emerge on the other side in parallel lines ; and if they enter an eye now situated at O, these parallel rays will produce distinct vision. The eye does not see directly the remote object AL, but only its image formed at the focus F, and this in re¬ spect to the object is inverted; for the rays proceeding from A and falling on the object-glass at B, are by refrac¬ tion turned into the direction BF, and meet the glass at 5. In like manner, the rays which are emitted from C, and pass through the object-glass at D, meet the eye-gla.ss on the opposite side at /3: thus the object AC and its image formed at F have opposite positions. The astronomical telescope, then, differs from the com¬ mon telescope for viewing objects at a distance, in revers¬ ing the position of objects seen through it, also the direc¬ tion of their motions, the upper limb of the sun or moon appearing the lower, and all the heavenly bodies appear¬ ing to move from west to east. This, which would be an in¬ convenience with terrestrial objects, is of no consequence in viewing the stars. The surface of the object-glass being always much greater than that of the eye-glass, which has a shorter focus, and all the rays which fall on the surface BD of the former being collected on the surface bd of the latter, they are there condensed, and the illumination is increas¬ ed in the inverse proportion of the areas of the glasses; so that if the intensity of the light which falls on the ob¬ ject-glass be represented by 1, that on the eye-glass will more luminous and more easily distinguished. They also magnify objects; for let A be the centre and B the bor¬ der of an object (fig. 133). The point A is visible to the eye O, by the ray ADaEO which traverses the object- glass D and eye-glass E, but suffers no refraction. (We here do not consider the oblique rays, which, proceeding from A, are collected at the principal focus.) The border B is visible by the ray BD6 at the focus b of the object- glass. This ray meets the eye-glass at d, and is there turn¬ ed by refraction into the direction de ; and, in emerging from the glass at e, is again refracted to O, its focus, so that OE is parallel to E£>. The image is seen under the angle eOE = 6Ea: but ab = Da tan. D, therefore Da 1 f -p. T-. 1 i T'v tan. E := tt- tan. D — — tan. D, or E = — D ; Ea r r R being the radius of sphericity of the object-glass, and r Practical that of the eye-glass. The angle under which the object ^tronomy. is seen is therefore increased in the proportion of the two radii, and the magnifying power is the greater, as the ra¬ dius of the eye-glass is less than that of the object-glass. Common astronomical telescopes generallymagnify from 70 to 100 times; some even magnify 300 times. This, how¬ ever, must not be understood in a rigorous sense; if, for example, we expect to see the moon 100 times larger with a telescope which is said to magnify 100 times, we may be disappointed. To produce this effect, the telescope ought to magnify more: it only represents the moon under an angle 100 times greater; but it is not by the visual angle alone that we judge of magnitude ; our opinion is greatly influenced by the distance at which we suppose the ob¬ ject. When we see an object under the angle AKB (fig. 134) , nothing determines whether this object is truly AB, or CD, or EFF; and according as we judge it to be in the first, or second, or third of these positions, or in one more remote, we assign to it magnitudes always increasing al¬ though the angle is still the same. But this judgment being uncertain, and such as cannot be subjected to cal¬ culation, the magnifying power of a telescope is in prac¬ tice estimated by the angle of vision, which can always be exactly determined. Let F be the principal focus of the object-glass C (fig. 135) . If the angle HCG is such, that HG (—2 HF)=2 CF tan. HCF is equal to the diameter of the interior tube of the telescope, the angle HCG is called the field of view : every object whose focal image is greater than HG cannot be seen entirely in the telescope. This happens in the case of the sun and moon when viewed with telescopes of \ feet, such as are used in considerable observa- In these, the sun’s image will be about 9^ inches. hence telescopes in general render objects about feet, tories. I. , — - u . This exceeds the diameter of the tube. But the opening is yet more contracted by a perforated diaphragm, which, besides other purposes, serves to cut off the rays irregu¬ larly reflected from the inside of the tube, also those which produce colour in the image. To determine the field in view as limited by the diaphragm, then, we have HG 2 HF this equation ; 2 tan. HCF =-^ = —. If we put r for HF, the radius of the diaphragm, and R for CF, the radius of sphericity of the object-glass, the field of view in seconds is ,5—:—rr,. R sin. 1" 2. Dorpat Telescope. The late Joseph Fraunhofer of Munich, a most skilful artist and experimenter in optics (whose demise in 1826, in the prime of life, was a great loss to science), con¬ structed a magnificent refracting telescope for the obser¬ vatory of the Imperial University at Dorpat. It was re¬ ceived by Professor Struve in the year 1825, and has since been found to fulfil most satisfactorily his expectation and the intentions of the maker. As this is one of the most magnificent instruments of the kind that has hitherto been constructed, and described by a figure, we have given an engraving of it, copied from the Memoirs of the Astrono¬ mical Society. (See Plate XCII.) The object-glass of this telescope is about inches in diameter, and its focal length about 14 English feet. The main tube is 13*8 feet; and, in addition, there is the small tube which holds the eye-pieces. Of these there are four; the least magnifying power is 175, and the greatest 700. After the telescope was received at Dorpat, a perfect mi¬ crometrical apparatus was ordered to be made for it. This was to consist of four annular micrometers, of which two were to be double; a lamp circular micrometer, with four ASTRONOMY. 151 Practical eye-pieces ; a refracting lamp net micrometer, with posi- Astronomy. tion circles, and four eye-pieces. The frame-work of the stand is made of oak, and the tube of deal, veneered with mahogany. The whole weight of the telescope and its counterpoises is supported at one point, namely, at the common centre of gravity of all the ponderous parts. These weigh 3000 Russian pounds, of which the frame-work contains 1000 ; the remaining 2000 are so balanced in every position, that the telescope may be turned, with ease and certainty, in every direction to¬ wards the heavens. The basis of the frame is formed of two cross beams, each nine feet seven inches long. The ends of these are seen in the figure at A, B, C, D. They are braced by four smaller bars forming a square, one of which is seen at E. This braced cross is fastened to the floor by eight screws, six of which are seen in the figure. A perpendi¬ cular post, about six feet high and seven inches square, is fixed over the centre of the cross, and is propped at the north, east, and west sides by three curved stays, de¬ noted by G, G', G", which are fixed at their lower ends to the beams of the cross, and at the upper to the vertical post. An inclined beam H of the same thickness rests on the southern end of the meridian beam of the cross, and is attached to the vertical beam in a position paral¬ lel to the polar axis. This axis, shown in the figure at I, is a cylinder of steel 39 inches long, and proportionally thick. It turns in two collars, and its lower end, which is rounded and polished, rests on a steel plate attached to the bearing piece K, which is secured to the inclined beam H, and has therefore very little friction, the weight being supported by friction rollers near the common, centre of gravity; and a counterpoise L is applied to support the axis in any position. There is a circle 13 inches in dia¬ meter, graduated to minutes of time, fixed to the lower end of the axis, and furnished with verniers. The axis of vertical motion of the telescope, which has nearly the dimensions of the polar axis, passes through a brass tube at right angles to the latter; the tube, which is seen at M, forms a part of the frame, and is fastened to the upper end of the polar axis by twelve screws. This axis car¬ ries the circle of declination, which is 19 inches in dia¬ meter, and is divided to every 10', with a vernier reading 10" or 5" by estimation. The tube of the telescope is fixed to the frame-work nearer to the eye end than the middle, and has two counterpoises attached to levers, which balance the two ends, and prevent the natural ten¬ dency of the longer end to bend. The brass frame hold¬ ing the two axes appears on the figure clamped to the tube by two strong rings, one at eacli end of the centre of motion. A bent lever, carrying the weight O, em¬ braces by a double ring the near end of the axis of the declination circle. The axis itself carries another weight; and by this and the weight O it is counterpoised. The slow motion in altitude is given to the telescope by a Hooke’s joint applied to the screw of the clamp, which has a spring urging it against a strong iron bar P, at¬ tached to the end of the cylinder M, that forms a stop to the circle; and a slow equatorial motion is given by a second Hooke’s joint taking hold of an endless screw, acting with the racked edge of the hour circle, while a spring presses it into action uniformly, and a lever is em¬ ployed to raise it out of the rack when necessary. The handles taking hold of these screws extend to the reach of the observer, who can thus point his telescope in right ascension and declination with the same certainty as the best meridian instrument. A regular sidereal motion is communicated to the in¬ strument by clock-work, which keeps a star apparently at rest in the centre of the field of view; and there is a contrivance by which the sidereal can be changed into a Practical solar, also to a lunar angular motion. Astronomy This almost invaluable instrument cost 10,500 florins (about 950 pounds sterling). The price, although it may appear considerable, yet barely covered the expense of the workmanship of its construction. This relinquishment of the profit of trade does great credit to the ingenious and liberal-minded artists, Fraunhofer, and Utzchneider, the chief of the optical establishment at Munich. 3. Lord Rosse’s Reflecting Telescope. This celebrated telescope has two object-mirrors of 6 feet in diameter, and of 53 feet focal length. The preparations for the casting were commenced in 1842, and many experi¬ ments were necessary before the best proportions of tin and copper, of which the alloy for the mirrors was composed, were discovered. The respective weights of the specula are 3^ and 4 tons, and the most refined precautions were necessary in the construction of the furnaces for fusing these immense masses of metal, in transferring it to the moulds prepared for the casting, and in cooling it with the re¬ quisite degree of slowness, to prevent flaws or cracks. The polishing process was performed by causing the polishers to make strokes backwards and forwards in imitation of the manner in which the hand would perform the same process by means of the action of a small steam-engine. This engine gave motion to a beam, which, by the intervention of a crank and connecting rods, gave motion to the polishers. A very ingenious system of levers was devised for the sup¬ port of the mirror, so that it should remain in every re¬ quired position without strain. Three similar systems of these levers rest on fulcra immediately under the centres of gravity of the three equal sectors into which the surface of the mirror may be supposed to be divided. Each sys¬ tem consists of one triangle with its point of support directly under its centre of gravity, on which it freely oscil¬ lates, and each triangle carries at its angles other three tri¬ angles similarly supported; and finally, at each angle of these last-named triangles, are placed three balls rotating freely, on which the mirror ultimately rests. The tube of the telescope provided for the use of these enormous mirrors is of wood, fixed to a cube of 10 feet, which has in one of its sides folding doors for the admis¬ sion of the specula. The specula themselves are placed on frames which run on railroads leading into this cube, these frames being the same on which they were cast and polished. The telescope is placed between two immense piers 70 feet long and nearly 50 feet high, which serve as supports for the apparatus necessary for giving the requisite eleva¬ tions of the tube, and for directing it to a given object, and also for the galleries which carry the observer near its upper end. It carries near its upper extremity the appa¬ ratus for the Newtonian small mirror, though provision has been made in the construction of the observing galleriesfor its use as a Herschelian telescope, without a second reflexion, for the purpose of avoiding loss of light. The observations made with this wonderful instrument have been chiefly confined to nebulae, in many of which some remarkable discoveries have been made. In the Phil. Trans, for 1850, are some beautiful drawings of some of these mysterious structures, amongst which the spiral forms of Messier 51 and Messier 99 deserve particular attention. 4. Transit Instrument, Meridian Circle, and Astrono¬ mical Clock. The primary problem in geography is to determine the exact position of any proposed point on the earth’s surface in respect of the equator and some assumed meridian, as that of Greenwich or Paris ; that is, to find its latitude and li 152 ASTRONOMY. Practical longitude. The corresponding problem in astronomy is to Astronomy determine the position of every fixed star, and in general of any celestial object, in respect to the equinoctial circle in the heavens (or else the pole) and a circle passing through the pole and the intersection of the equator and ecliptic ; that is, to find its declination or polar distance, and its right ascension (chap. i. sect, i.) The former of these is found in great observatories by the mural circle, and the latter by the transit instrument or transit circle, and the clock. The first transit instrument of which we have any ac¬ count was that of Roemer, which he described in 1700. {Miscel. Ber. tom. iii.) Dr Halley placed a transit instru¬ ment in the Greenwich observatory in 1721. The axis was iron, and the telescope about five feet in length. This has been long laid aside, but is still preserved as a relic. Transit instruments of the present day are of two forms; one, the most common, is adapted to the determination of the right ascension only, the other to the determination of both right ascension and declination, either at once or by separate observations. We have selected for description the transit instrument now in Sir James South’s observatory at Kensington, which was constructed for him in 1820, by Troughton, with all the care that artist could bestow on it; and which, as far as the just proportions of its parts are concerned, he re¬ garded as his happiest production. The instrument, with its various parts, is represented in Plate XCIII. Figures 1 and 3 represent two views of it. EO is an achromatic telescope, of which E is the end next the eye ; AA' is its axis of motion, with which the tubes are closely united at their junction, so as to form but one body. The extremi¬ ties of the axis rest in notches formed on two cheeks of metal at A A', which are firmly attached to the inner faces ot two stone pillars PP'; and B, B', B", B ”, are four braces connecting the tubes and axis. These are the parts of the instrument which, on inspection, immediately meet the eye. When adjusted, the axis of motion of the instrument is truly horizontal and perpendicular to the plane of the me¬ ridian, and the optical axis of the telescope is in the plane of the meridian ; the object of the whole construction is to keep it precisely in that plane, whatever position be given to the telescope by turning on its axis. The object-glass of the telescope has four inches of clear aperture, and its focal length is seven feet two inches. The body of the telescope and the axis are formed of conical tubes firmly united in a spherical centre-piece, on which their wider ends rest, and cover two-thirds of its surface : thus the tube of the telescope is formed of two pieces, which taper towards its extremities, where their diameters are nearly the same as that of the object-glass. The axis in like manner tapers equally towards its extremities. The centre-piece is perforated in the direction of the telescope, and also in that of the axis; the width of the first opening being a little more than the radius of the ob¬ ject-glass, and that of the second just enough to allow the light of a lamp placed near the end of the axis to pass un¬ interruptedly to the centre illuminator. The ends of all the four cones, where they join the sphere, are strengthened by circular pieces of cast brass, which extend full four inches into the cones, and are fixed by solder and pins. They are turned concave in front, so as to fit the surface of the sphere into which they are rabbeted, and serve to keep the op¬ posite branches of the axis and telescope straight and per¬ pendicular to one another; and to these pieces are at¬ tached rings for the reception of the screws which bind the whole together. The four branches of the axis and tele¬ scope are solely united by tension bars. These pass through the sphere, six in the direction of the axis and four in that of the telescope. They are arranged at equal distances be¬ tween corresponding parts, but so as neither to obstruct Practical the rays of the object-glass nor the light of the lamp that Astronomy falls on the illuminator. They screw into the rings of the brass pieces which enter the cones. The tension bars serve a most important purpose in giving stiffness and permanence of form to the instrument; and he that would imitate it would do well to study Sir James South’s description in the Phil. Irans. for 1826. Fig. 3 is a section through the axis, and exhibits the six bars which bind together the cones of the axis, and also the places of the four which are per¬ pendicular to them, and which connect the tubes of the telescope. Fig. 4 is a section through the telescope ; the bars of the telescope are shown lengthwise, whilst those of the axis are perpendicular. In both figures the illuminator within the telescope is shown, in one the polished surface, and in the other the back of the plate. The illuminator crosses the tube of the telescope at an angle of 45°. This position requires that the opening in it, through which the light coming through the object-glass passes, should be an ellipse. The braces B, B, B", B"’, extending from the cones of the axis to those of the telescope, are attached to the former about two inches from the pivots, and to the latter about ten inches from the centre-piece. They exert but a very slight pressure, and might have been omitted in this instrument. They were added in imitation of the Greenwich transit, to which they are essentially necessary. The apparatus for giving the telescope any required alti¬ tude is shown at the eye end in figures 1 and 2, but on a larger scale in fig. 5. It consists of two complete circles, six inches in diameter, firmly attached to the eye end of the telescope : each is provided with two opposite verniers, sub¬ dividing its divisions into minutes of a degree. The indexes have clamps and slow moving screws, and microscopes are attached to the verniers ; a spirit level is also attached to the index of each circle. The apparatus is adjusted by setting the index to the place of the star, and then, the telescope being moved round till the bubble of the level stands in the middle of its range, the star will traverse the field between the two horizontal wires. If two stars differ but little in right ascension, as Capella and Rigel, so as not to allow time for changing the index which was set to the altitude of that which came first, then the index of the other circle may be set to the altitude of the following star, and both observed. When the same object is to be observed by direct vision, and also by reflexion, then one of the indexes may be set to point the telescope to the direct place of the star, and the other to its reflected image. Figures 7 and 8 exhibit the plates or side-pieces, and Ys in which the pivots of the axis rest. The plates, which are semicircular, are imbedded in the stone piers, and are firmly screwed to them. Figure 7 represents the eastern plate, in which the contrivance for placing the axis truly level is con¬ tained. This adjustment is made by a piece of which the upper end is formed into a Y, and which may be moved ver¬ tically, but not laterally. To raise or depress it gradually, there is a piece having a short cylindrical part in the middle ; also a fine screw at its upper end, which works in the move- able piece, and a coarse screw at its lower, which works in the fixed plates. The cylinder has holes by which it can be turned round by a capstan pin. By the ingenious contri¬ vance of the two screws, the sliding piece is moved vertically, but slowly ; for the space gone through is only the differ¬ ence of the spaces through which it would have been pushed or drawn by each screw acting by itself. Fig. 8 shows the western plate. In this the Y piece admits only of a hori¬ zontal motion for the purpose of placing the instrument in the meridian. The adjustment is effected by two screws, which work in the opposite sides of the piece, and whose heads abut against the fixed plate. To produce motion one of them must be screwed and the other unscrewed by equal I ASTRO Practical quantities while the observer’s eye is at the telescope ; and Astronomy to effect this the screws are connected by pinion work put in motion by a handle hanging down close to the inside of the western pier. (See fig. 1.) Fig. 9 is a bird’s-eye view of the head of one of the piers. This is meant to show the apparatus for relieving the pivots of the axis and the Ys from a great part of the weight which would otherwise bear on them. Immediately behind the adjustable Y piece, but rather broader, is a plain piece of brass having a Y cut in its upper end: a lever also is seen, one extremity of which passes into a hole made in this Y piece, while the other end carries a weight. The bar of the lever is expanded into a circle whose centre is about one third of the lever’s length distant from the pivot of the axis. The circle admits the illuminating lantern. Two steel screws, with blunted, hard, and polished points, are inserted in the diameter at right angles to the direction of the lever: these rest on hardened and polished planes, which are let into the stone pier, and together form the fulcrum, in the manner of a balance. The weight is a short cylinder hooked on the end of the lever : it is hollow to receive small shot, introduced, as a counterpoise, to relieve, more or less at pleasure, the instrumental portion of the pivot, and also the instrumental Y piece, of weight. Fig. 6 is a perspective view of the eye end of the telescope. In it a micrometer is shown, which moves a plate contiguous to that in which the five transit wires are inserted : one wire is contained in the moveable plate, and is intended to facili¬ tate the observation of the pole-star and others near it. In fig. 1, on the eastern side of the telescope, a projecting finger-screw is seen. This gives motion to an apparatus within the tube of the telescope for regulating the quantity of light projected by the illuminator on the transit wires. The Greenwich transit instrument, also the workmanship of Troughton, and one of his much admired productions, was placed in that observatory in 1816. In its construction it is nearly the same as Sir James South’s, but of different dimen¬ sions. The object-glass of the telescope is 5 inches in clear aperture, and the focal length 10 feet: its horizontal axis, including the pivots, is 3 feet 10 inches. This instrument was dismounted in the year 1851, and its use was replaced by that of the great transit circle. For a more detailed ac¬ count the reader may consult the volumes of the Greenwich Observations. All transit instruments have a meridian mark, that is, a mark on some remote object, by which it may be ascertained at any time whether the instrument be truly in the meridian. Transit or meridian circles are in their nature quite ana¬ logous to the instruments we have described ; with, however, the important addition of a graduated circle of considerable dimensions as a principal part of their construction. The meridian circle which Troughton constructed for Mr Groom- bridge, but which afterwards passed into the hands of Sir James South, is a fine example of this kind of instrument. A figure and description of it may be seen in Dr Pearson’s valuable work on Practical Astronomy. The largest and finest instrument at present is that which was erected at Greenwich in 1850. A clock of the very best construction is an indispensable companion of the transit instrument. This may be regu¬ lated so as to show either mean solar or sidereal time, ac¬ cording to the principal objects in view, the one being al¬ ways easily convertible into the other. The attention of in¬ genious men has been long directed to the construction of the astronomical clock; but on this subject we shall have occasion to treat fully elsewhere in our work. The transit instruments here described are of the most expensive kind, and adapted to the higher efforts in the cul¬ tivation of astronomy ; but there are also portable transits which travellers may use, and which may serve to determine VOL. IV. N 0 M Y. 153 true time. In all applications of the instrument, the axis Practical must be placed truly horizontal by means of the level; the Astronomy line of collimation, that is, a line between the centre of the object-glass and the centre of the cross wires, must move in a great circle, or, which is the same thing, it must be perpen¬ dicular to the axis ; and the vertical circle which it describes must be the meridian : these are the three principal adjust¬ ments. The Nautical Almanac gives the exact time when the sun or certain considerable stars pass the meridian. The observer gives the telescope such a position that the star must appear in the field of view in its passage. When it is seen, he notes the exact time, by the beat of the clock, when it crosses each wire. Of these wires there are generally five or seven in the focus of the eye-piece, and all transits (whether perfect or imperfect) are always reduced to the time of passage over an imaginary line corresponding to the mean of these. 5. The Mural Circle. The Royal Observatory at Greenwich has two mural quadrants, each about eight feet radius; these are fixed on a massive structure of hewn stone in the form of a paral¬ lelepiped, one on each side, and hence their name. That whose telescope is directed towards the north is chiefly of iron, and was erected by Graham in 1725, for the lunar ob¬ servations of Halley: it was, however, redivided by Bird in 1753. The other, for the southern part of the meridian, is of brass, and was constructed by Bird, and placed in its posi¬ tion in 1750: with this Bradley and Maskelyne successively made their observations for forty-six years. Experience had shown, early in the present century, that entire circles have a great advantage over quadrants; ac¬ cordingly, the use of the Greenwich quadrants was discon¬ tinued, and in their stead a mural circle six feet in diameter, constructed by Troughton, was placed in the observatory on 12th June 1812. A second mural circle, nearly a copy of the other, constructed by Thomas Jones (another eminent artist), was, in 1825, placed in the observatory, fronting the former, and at a distance of seven feet to the east; and with these two instruments simultaneous observations were, du¬ ring the administration of Mr Pond, daily made of the zenith distances of stars, the zenith point being obtained by a com¬ bination of observations made by direct vision and by re¬ flexion in a trough of mercury. Soon after the accession of Mr Airy, the use of Jones’s circle was discontinued, as we have before had occasion to mention. Figs. 1 and 2 of Plate XCIV. give two views of Trough- ton’s mural circle. In fig. 1 the circle is seen obliquely on the front or eastern face of the wall, with the greater part of its apparatus. The breadth of the wall from north to south is seven feet, its thickness from east to west four feet, and its height ten feet. It is formed of four stones laid one on another. The third stone has in its under side a semicircu¬ lar groove, cut in its middle from west to east, of six inches radius. The upper side of the second stone being worked level, forms the diameter of this semicircular arch-hole, and supports the axis-work of the instrument at about five feet above the floor. The real centre of the instrument is about five inches higher. The nucleus of the Greenwich circle is an octagon of eight inches diameter at the corners ; its depth is three inches, and a circular perforation of six inches and a half is made through its whole depth. The outward faces of the octagon, which are each three inches square, support eight of the circle’s conical radii, to which they are screwed and steady-pinned. The other eight radii are fitted in closely, each one between two of the former, so that their lower ends come down on the corners of the octagon. The limb of the circle consists of two rings, the interior one having its plane parallel, and the exterior perpendicular, to the plane of the circle, so that, when united, their section u 154 ASTRONOMY. Practical will be represented by the letter T. The interior or flat Astronomy r^ng iias }n j}le engraving the appearance of passing through clefts in the middle of the outer ends of the sixteen radii, which are there solid. The perpendicular ring is fitted close on the exterior edge of the other, to which it is screwed, and also to the ends of the conical radii. The cones are bound together at half the distance from the double ring to the centre by a circle of interposed bracing bars. 1 he cir¬ cular aperture of the octagon is shut up by plates before and behind, which are fastened to the octagon by strong steel screws. The posterior plate has a large circular hole, and the anterior a smaller one, both truly wrought. Into these the axis of motion is fitted, and united to the octagon and circle by means of screws. The axis is a cone ot brass nearly seven inches in diameter in front, but behind only half as much, and nearly four feet long; this works in a socket, which at each end receives it, and in which it fits with the greatest possible exactness. I he two parts which fit the axis are soldered into a strong brass tube, larger than the tube of the axis, but nearly of the same shape. On the tube of the sockets in front is soldered a strong perforated plate or upright bearing piece, at right angles to the axis, which nearly fills the semicylindrical aperture in the wall; and at the remote end is soldered a short cylinder, the use of which will be explained. It is there that the adjustments for placing the circle in the meridian, and for levelling the axis, are performed. Two strong horizontal plates are fas¬ tened on the lower surface (which is flat) ot the perforation through the wall, one . before and the other behind. I he bearing piece of the socket in front only rests upon the plate, but behind the bearing cock and plate are screwed together. In front the plate and bearing piece are con¬ nected by a conical piece of hardened steel, which is fixed under the middle of this piece, and fits nicely into a hole in the plate, but so as to revolve. At this end of the axis these parts do not come quite in contact; for there are fixed under the bearing piece, at each extremity, about ten inches apart, two short props, like buttons of hardened steel, the spherical surfaces of which rest upon planes of hardened steel fixed in the plate. The central conical piece prevents the circle from sliding sideways when angular motion is given round this conical piece to bring the instrument into the plane of the meridian. It has been stated that a short cy¬ linder was soldered on the remote end of the cone of the sockets. This passes into a perforation in the cock behind, which perforation is greater than that of the cylinder. I wo fine-threaded screws at right angles to each other work in the cock, one vertically for levelling, and the other horizon¬ tally for meridian adjustment. The two screws only press with their points against the sides of the short cylinder; but opposite to them are the ends of two small cylinders standing in the same line, which are urged forward with spiral springs, and thus force the short cylinders into con¬ tact with the screws. The telescope is seen on the face of the instrument; its focal length is six feet two inches, which is the exact outer diameter of the circle ; the aperture is four inches, and its common magnifying power about 150. The telescope is attached to the circle at the centre by a steel axis, which passes through the proper axis of motion from end to end, and was indeed the arbor on which the axis was turned. The weight of the telescope is supported on its own axis, and it may be fixed to the circle in any position by means of two clamps which keep hold of the border of the circle. The graduation of the instrument is on the convex cylindrical surface of the exterior ring, there¬ fore the reading microscopes have their direction parallel to the plane of the instrument. The divisions on Troughton’s circle are made on a narrow ring of white metal composed of four parts gold to one of palladium ; and the figures which count the degrees are engraved on a like ring of platina. In Jones’s circle the divisions are on gold. None of these Practical metals tarnishes in the least degree. The divisions are by Astronomy lines, and suited to wires which cross at an acute angle in the reading microscopes. The degrees are cut into 5' spaces, and are numbered from the pole southward to the same pole again, viz. from 0° to 360°. The 5' spaces are subdivided by the microscopes to single seconds; and a division re¬ presenting this quantity on the micrometer head may be easily estimated to the tenth of a second. There are six reading microscopes ; which, during Mr Airy’s direction, were always used. In order that the circle may move easily round on its axis, there is an apparatus for counterpoising it, or for lift¬ ing the whole weight, without which the load would press altogether on the lower side of the front socket. This is effected by means of two large rollers, shown below the axis in fig. 1. The rollers, set in a double frame, act on the edge of the centre flanch, nearly in contact with the radial cones. Two perpendicular bars of steel, at about the height of the centre, are connected with the frame of the rollers by hook and eye ; and these bars are in a similar manner suspended by two beams, each resembling a com¬ mon balance, at the top of the wall. The part which appears in front is shown in fig. 1, and one of the beams, its fulcrum and counterpoising weight, near the top of the wall, in fig. 2. This apparatus produces a simple lift, without any ten¬ dency to affect the due motion of the circle’s axis. There is another flat, circular ring, somewhat larger than the graduated one, fastened at several places to the wall, and nearly touching it. On this ring the clamp and screw for slow motion slide, and may be clamped to it at any part of the ring. The plumb-line of the mural circle, seen in fig. 2, is for placing the axis truly horizontal. The apparatus by which the plummet is suspended was applied by dovetail fittings occa¬ sionally to the wall near its top, see fig. 1. The apparatus itself is shown in fig. 2. In fig. 1 fixed microscopes are seen on the telescope, near its end, for viewing the plumb-line. The wires of the telescope are illuminated by a diagonal reflecting plate in the middle of the tube, which receives the light by a circular aperture, seen in fig. 1, in a line with the centre of the circle. A lantern, at four or five feet distance, placed in the line of the axis, throws light on the field of view. The instrument seen in a vertical position on the back of the wall is a zenith tube. It was erected to discover, if pos¬ sible, the parallax of a star that passes very near the zenith ; but was never used. The mural circle has as an accompaniment a clock; and since all observations made with it require to be corrected for refraction, which depends on the state of the atmosphere (see table in page 148), every recorded observation must have annexed to it the height of the barometer and thermometer. We have now described the instruments which constitute the principal furniture of an observatory, and which are all that the present state of the science absolutely requires. We proceed next to describe some others which are extremely convenient, and almost equally necessary in the science. 6. Equatorial Instruments. An equatorial instrument is of great value to a practical astronomer, for by means of it he can direct his telescope at once to any object, however minute, whose right ascension and declination are known; and conversely, he can deter¬ mine the right ascension and declination of any object to which it is directed, although out of the meridian. Plates XCV. and XC VI. give a representation of Sir James South’s five-foot equatorial instrument. The greater part of this instrument is composed of tinned iron plate; and its ASTRONOMY. Practical characteristics are lightness, steadiness, promptness in an- declination circle is quite flat; but the opposite face is articu- Astronomy swering to its adjustments, and capability of retaining them, lated, showing how the parts are united. It is on this side Fig. 1 of Plate XCV. represents the instrument as viewed that the levels would be seen ; one of them is parallel to the at right angles to the declination circle. The polar axis is telescope, and the other to the declination axis, about 10£ feet long; the lower end is a pivot attached to a The clamps and screws for slow motion are unusual, but cone, which, reckoning upwards, is about a fourth of the whole remarkably good. Instead of the common mode of clamp- length. The higher side of the cone is cut in a sloping di- ing the circle, in this instrument the clamp is made to grasp rection, as seen in the figure, for the purpose of more con- the axis. There is soldered on each axis a ring of brass, the veniently observing the vicinity of the pole. From the upper outer edge of which is broad and cylindrical. On this fixed end of the cone the polar axis branches into two parts, be- ring a moveable one is fitted, and afterwards cut into three tween which is room for the declination circle and the head equal parts: these are again united in two of the three sec- of the observer. 1 hese two branches are again united at the tions by joints, like those which bind the different parts of a top by an open frame of bell metal, represented in fig. 2, to watch chain together. At the third juncture the clamping which the upper pivot is attached. This frame, as well as the takes place, a projecting part of the ring having been there iron- work which composes it, is so contrived as to present the cut through, leaving one half on each side of the section, least possible surface to obstruct the telescope ; for the same Here the ring gapes, but a screw passes through the pro¬ reason the pivot at the top of the telescope is made as small jecting pieces or ears on each side of the disjunction, and as possible, whilst that at the lower end is considerably larger, in bringing them together, grasps the axis with a firm em- Both ends of the axis are supported on stones, the northern brace. To the middle of the tripartite rings are attached end rising within about four inches of the level of the de- long arms of tinned iron plate, at the extremities of which chnation circle, the rest of the support being of wrought iron, the slow-moving screws have their places. The fixed stud At the southein end the stone rises very little above the floor, is in the lower screw, planted in the iron support; that of but a cast-iron fiame supports the pivot at the height of about the upper one is in the polar axis. The long screw for slow two feet. The 1, or angle which supports the lower pivot, motion in right ascension is acted on by a contrate wheel is p aced upon the fiame, and provided with two screw ad- and a pinion at right angles to the plane of the circle, as shown justments, one for giving the axis its due elevation, and the in fig. 1, Plate XCV.; a long handle is attached to it, and #or bringing the instrument to the meridian. The form shown leaning against the northern pier. A similar screw o t e iron-work will be understood by consulting the differ- for declination, but without the contrate part, is seen in Plate ent figures. The two branches of the polar axis on their XCVI. fig. 1. upper sides are formed of broad planes, making one continued The illumination of the wires of the telescope is made by p ane. On these the axis and reading microscopes of the a small lantern placed at one end of the declination axis ; declination circle are fixed. 1 he instrument is self-balanced and there is a contrivance between the nozle of the lantern by the position and figure of its parts, and the addition of a and the end of the axis, by which the light is adapted to dif- weight fixed to the conical part of the polar axis. The dia- ferent observations. meter of the declination circle is four feet, the length of the The eye-piece of the telescope is represented in Plate telescope five feet, and of the axis about thirty-two inches. XCVI. fig. 2, in which there is seen the edge of a gradu- n Plate XCV. fig. 1, the declination circle appears quite ated circle, the front of a quadrant, and two small spirit-levels, plain, like the head of a drum, with the telescope directed There is likewise shown, but partially, a double parallel line towards the equator. In Plate XCVI. fig. 1, the polar axis micrometer, which also measures angles of position, is considerably fore-shortened, from the position of the This instrument, when first constructed, was designed to raughtsman in making the drawing of the instrument. In be placed where a meridian mark could not be obtained. A t is figure the edge of the declination circle is shown as a mark, however, could be placed and seen to the westward ; short cylinder, with the telescope protruding beyond it. In and to take advantage of this, the axis of the declination circle this figure, also, the shape of the declination axis, and the was converted into a telescope with two object-glasses of two principal microscopes for reading the declination, are equal focus, two sets of cross wires, and an eye-glass that shown. I here is a third microscope, which indicates zenith might be placed in either end; a mark was then built up to distances. Ihis is seen in Plate XCV. fig. 1, between the the level of the axis, and in a line at right angles with the eye end of the telescope and the instrument’s elevated pole, meridian, and this formed a substitute for a meridian mark. In the same figure is shown a narrow brass ring, whereon The instrument bears no maker’s name, but the scheme of the graduation is made. its fabric was devised by the late Captain Huddart, F.R.S. I he hour-circle, two feet in diameter, is fastened to the The brass-work, &c., was made by J. and E. Troughton, lower end of the polar axis ; its edge is seen in Plate XCV. under his direction ; and the object-glass for the telescope fig. 1, and its under side in Plate XCVI. fig. 1 and fig. 3. of 3f inches aperture by P. and J. Dollond. To preserve Uneot the reading microscopes is well seen in fig. 1 of Plate the tinned work from oxidation, it is well covered with white ACV., and both of them less perfectly in the other two paint, and varnished; thus it has not only a neat appearance, ngures. 1 he circle is of brass, and the divisions (fine lines) but can be easily cleaned at any time, are on an inlaid ring of platina, corresponding to twenty With this instrument, and another equatorial of seven-feet seconds each; these are subdivided by the microscopes to focal length, the object-glass being made by Tulley, Sir en iso secon s. I he declination circle is divided to spaces James South and Sir John Herschel made observations on ot five minutes, which are subdivided by the micrometer the apparent distances and positions of 380 double stars; a screw of the microscopes to single seconds. The instrument work of which we have had occasion previously to make is furnished with two ground levels The divided side of the mention. (w. w.) ^x< Hi) (R< M 155 Practical 156 Astruc II . Asturias. AST ASTRUC, Jean, a celebrated physician, born in 1684 at Sauves, in Languedoc. His father, a Protestant clergy¬ man, bestowed particular pains upon his early education ; after which he studied at the university of Montpellier, where, having commenced the study of medicine, he took his degree as doctor of physic in 1703. He now applied to the study of medical authors, both ancient and modern, with uncommon assiduity, and in 1710 published a treatise on muscular motion, from which he acquired very high repu¬ tation. In that year he was appointed to the chair of ana¬ tomy at Toulouse. In 1717 he was appointed to teach medicine at Montpellier. Rising rapidly into fame, he was successively appointed superintendent of the mineral waters of Languedoc ; first physician to the king of Poland ; and, in 1731, regius professor of medicine at Paris. Here he taught the practice of physic with so great applause, as to draw students from other universities, and from foreign countries. He was not more celebrated as a professor than a practitioner. Even at an advanced age he prosecuted his studies with unwearied assiduity ; and was thus enabled to transmit to posterity so many valuable monuments of his medical erudition. He died on the oth of May 1166, in the 82d year of his age. . Of his numerous works, that on which his fame principally rests, is the treatise entitled De Morbis Venereis, libri sex, 1736, 4to ; afterwards enlarged to 2 vols. 4to, and translated into French by Jault, 4 vols. 12mo. Besides these, he pub¬ lished some treatises not connected with medicine, one with the title of Conjectures sur les Memoires originaux qui ont servi d Moisepour ecrire la Genese, Bruxelles (Paris), 1753, 12mo ; and two dissertations on the Immateriality, Immor¬ tality, and Liberty of the Soul, Paris, 175o. _ ASTURIAS, one of the ancient provinces of the Spanish monarchy, distinguished by the title of a principality, and under that name conferred on the heir apparent to the throne of Spain. By the new division of Spain, however, in 1833, the old province of Asturias took the name of Oviedo. It is bounded on the N. by the Bay of Biscay, on the S. by Leon, on the W. by Galicia, and on the E. by Santander. This part of Spain was known to the Romans by the name of the Ultramontane provinces, being bounded on every side but the N. by high mountains, which are passable with diffi¬ culty by horses, and nearly impassable by wheel-carriages. The principal road through the province is the Cumino real or royal highway from Gijon and Leon to Madrid. I his magnificent road, which cost so much that Charles IV. in¬ quired if it were paved with silver, is carried by means of bridges and embankments over every impediment of a rugged and mountainous territory. In winter, however, it is in some places almost impassable. A railroad is now in progress from Aviles to Madrid, through Leon and Oviedo. Asturias con¬ tains 3460 square miles, and its population in 1849 amounted to 510,000. It is divided into 77 audiencias, which vary greatly as to their extent and productions. The face of the country is excessively irregular and mountainous; the higher elevations are not cultivated ; and even in the valleys, which are irrigated by numberless streams, though there is abundant pasture for cattle, there is a great deficiency of corn. The flour of maize constitutes the principal food of all but the higher classes of inhabitants. Wheat is not much grown. The humidity weakens the plant; and though at first it appears to flourish, and looks well till it is in blossom, the crop frequently fails. Rye grows better, and constitutes part of the food, especially when mixed with maize. Chesnuts, as elsewhere in Spain, form an important part of the suste¬ nance of the inhabitants. They are very abundant on the hills, and the nuts as well as the wood are very valuable products. Other kinds of timber well calculated for shipbuilding are found in the mountains ; and several medicinal plants, such as hellebore, valerian, angelica, and others, which form tri¬ fling branches of commerce. Cows and horses are reared in this province, and considerable numbers of them are sent to AST Galicia, Leon, and the two Castiles. Vines, for want of due Asturias, attention, do not flourish. Very little wine is made, and that little of bad quality ; but to compensate for this deficiency, there is abundance of apples, and cider forms the common drink of the people. In some parts of the province there are very valuable mines of coal, some of which is transported to Cadiz, Carthagena, and other ports in the Mediterranean. The quantity yielded in 1847 was 472,000 quintals, being three times the amount in 1835. In the lower parts of the country, especially on the sea-coast, at a distance from coal¬ mines and forests, the inhabitants use turf or peat for firing. In the vicinity of the river Aviles, some mines of copper and iron are worked. The other mineral productions are gold, lead, zinc, magnesia, arsenic, cobalt, lapis-lazuli, alum, anti¬ mony, jet, marble, and rock-crystal. Fuel being plentiful, several manufactories of copper utensils have been establish¬ ed, which supply some parts of Leon and Castile with bra¬ ziers’ kettles, pots, and other similar articles. Besides these, there is a royal manufactory near Oviedo, where, in blast¬ furnaces, cannon-balls, grenades, bombs, and cannon of all calibres are cast. Some coarse cloths are made, but not suffi¬ cient to supply the inhabitants. The province is generally mountainous, especially in the S., where it is intersected by numerous ramifications of the Pyrenees. These gradually decline in height as they ap¬ proach the ocean, along the border of which is a narrow stripe of the best and most populous portion of the principality. From the narrowness of this tract, it must be seen that the courses of all the rivers are necessarily short and rapid, and that they are very apt to overflow the country when the rains descend on the mountains. The Nalon, its principal river, passes the city of Oviedo, before which it receives the river Caudal, formed by the junction of two others, namely the P ola de Leon and the Aller. After passing Oviedo, the rivers Trubia and Narcea contribute their streams, when, after a course of 62 miles, it falls into the ocean. Along the whole extent of the coast of Asturias, a distance of 130 miles, there is not one good port. In that of Ribadesella, a large frigate may anchor; but it is difficult of access. Gijon will admit a vessel drawing 16 or 17 feet water, but the entrance here is also very narrow and dangerous. The principal city of the province is Oviedo. (See Oviedo.) At a league from the city are the warm baths of Caldas. The spring issues from a calcareous rock of secondary formation : it is much resorted to, being found highly beneficial in many diseases. Gijon is honoured by having been the native place of Jovellanos, one of the wisest and best men that Spain has recently produced. He founded^ here the Asturian Institution, destined for the instruction of youth in mathematics, mineralogy, and navigation, which con¬ tinues to flourish, though the building is still unfinished. He also projected the road for wheel-carriages from Gijon to Leon. The cabildo of Oviedo has done honour to his memory by erecting at the gate of their city, through which this road passes, a stone with an inscription to perpetuate the obliga¬ tions which his country owes to him. At 10 leagues to the E.S.E. of Oviedo stands the collegial church and sanctuary of Coyadonga, famous in the history of the period when the remains of the Goths were collected in the mountains of Asturias, and commenced that struggle against the Moors which continued doring seven centuries, till the last of that wonderful people were finally driven out of the peninsula. The sea-coasts, as well as the small rapid streams, abound with fish of various kinds, the latter especially with salmon and lampreys, which are sent to supply the markets of Madrid. The Asturians are principally employed in agriculture. Their character is marked by the qualities which generally distin¬ guish the inhabitants of mountainous regions ; and they have been called the Swiss of Spain. They are robust, patient, and hardy; unenterprising but laborious; hospitable to stran¬ gers,and enthusiastic lovers of their country. Naturally prone to meditation, their imaginative spirit delights to dwell on A S Y Astyages the romantic traditions of the past, which their mountain- 11 homes on every side call to remembrance. Among all the s^m" inhabitants of Spain they hold the first place in the compara- i, jr y^_j tive scale of morals, as is shown by the fact that in the pro¬ vince of Oviedo the proportion of crimes to the number of in¬ habitants is as 1 to 898, while in Madrid it is as 1 to 137. Their idiomatic dialect, called Bable, has suffered little changes since the days of Alonso X.; preserving more of the primitive type than the other dialects derived from the Latin. The important events of the early history of this principality will be found under the article Spain.—Historia Natural de Asturias, por Don Mariano Lagasca; Viage de Ponz ; Geografia de Espana, por Antillon ; Madoz, Diccionario Geographico de Espana ; Ford’s Handbook of Spain. ASTYAGES, son of Cyaxares, and the last king of Media, began to reign in the year 594 b.c., and was dethroned by his grandson Cyrus, b.c. 559. Herodotus and Xenophon differ materially in the relation of this story: according to the latter, Cyrus peaceably succeeded to the throne on the death of Cyaxares II., the son of Astyages. See Cyrus. AS TY AN AX or Scamandrius, was the only son of Hector and Andromache. After the taking of Troy he was thrown headlong from a tower by order of Ulysses. ASTYNOMI (acrTvvopoi), in Grecian Antiquity, magis¬ trates in Athens, corresponding to the aediles of the Ro¬ mans. They were ten in number. ASYLUM, a sanctuary or place of refuge where crimi¬ nals shelter themselves from the hands of justice. The word is compounded of the privative particle a, andoYAr/, vio¬ lence ; because no person could be taken out of an asylum without sacrilege. The asyla of altars and temples were very ancient, and likewise those of tombs, statues, and other monuments of distinguished personages. Thus, the temple of Diana at Ephesus was a refuge for debtors, the Theseium at Athens for slaves. At Rome a celebrated asylum was opened by Romulus between the mounts Palatine and Ca- pitoline, for all sorts of persons indiscriminately, fugitive slaves, debtors, and criminals of every kind, in order to people the city. The Jews had their asyla, the most remark¬ able of which were the six cities of refuge, the temple, and the altar of burnt-offerings. It was customary among the heathens to allow refuge and impunity even to the vilest and most flagrant offenders ; some out of superstition, and others for the sake of peopling their cities. We even read of asylums at Lyons and Vienne among the ancient Gauls; and there are some cities in Germany which still preserve the ancient right of asylum. Hence, on the medals of several ancient cities, particularly in Syria, we meet with the inscription A2YAOI, to which is added EPAI. This quality of asylum was given them, according to M. Spanheim, in regard to their temples, and to the gods re¬ vered by them. The Emperors Honorius and Theodosius granting the like immunities to churches, the bishops and monks laid hold of a certain tract or territory, without which they fixed the bounds of the secular jurisdiction ; and so well did they manage their privileges, that convents in a little time became the next thing to fortresses, where the most notorious villains braved in safety the power of the magistrate. These privileges were extended not only to the churches and churchyards, but also to the bishops’ houses, whence the criminal could not be removed without a legal assurance of life, and an entire remission of the crime. The reason of the extension was, that they might not be obliged to live altogether in the churches, &c., where several of the occasions of life could not be decently performed. But at length these asyla or sanctuaries were also stripped of most of their immunities, because they served to make guilt and libertinism more bold and daring. In England, parti¬ cularly, they were entirely abolished. See Sanctuary. ASYMMETRY, the want of proportion between the parts of anything; being the contrary of symmetry. Or, it is A T H 157 the relation of two quantities which have no common mea- Asymptote sure, as 1 and a/2, or the side and diagonal of a square. II ASYMPTOTE, in Geometry, a line which continually Ath‘ approaches nearer to some curve, but which, though con- tinued infinitely, would never meet it. This property be¬ longs to the hyperbolic curve and its asymptotes, which are in relation to each other as a repeating decimal fraction and unity. The term is derived from the Greek axjvp-KT<&- ros (from a, priv., crvv and ttititw), “not falling together.” ASYNDETON (a and truvSew, to bind), in Grammar, a figure which omits the conjunctions in a sentence ; as in veni, vidi, vici, where et is left out; or in that of Cicero concerning Catiline, abiit, excessit, evasit, erupit. ATACAMA, a division of Bolivia in South America, remarkable for a vast desert tract along the Pacific. ATACAMITE, a mineral found in that desert in some quantity. It is an oxychloride of copper, of a rich green colour, massive, or pulverulent. ATAHUALIPA, the last of the Incas. See Peru. ATALANTA, in Grecian Fable, the most swift-footed of mortals, promised her hand in marriage to him who should outstrip her in the race, on the condition, however, that the unsuccessful competitor should suffer the penalty of death. Milanion at length succeeded in obtaining her for his wife, by the stratagem of dropping during the race three golden apples, whose beauty so charmed Atalanta that she stopped to gather them, and thus suffered herself to be defeated. After their nuptials they were metamorphosed into lions for profaning a sanctuary by their embraces. ATAMELIK, a learned native of Khorassan, who was a prefect of Baghdad under Hulaku, and author of a history of the Moguls, said to exist in MS. in the National Library at Paris. He was born in 1226. The period of his death is uncertain.—See Mines de VOrient, vol. i. ATCHAFALYA, a river of Louisiana, in North Ame¬ rica, or more properly a secondary channel of the Mississippi, by which a portion of its waters flows off from the main trunk into the Mexican Gulf. Its mouth is 100 miles W. of the principal embouchure of the Mississippi. ATE, in Pagan Mythology, the goddess of mischief. When Jupiter was deceived by Juno, after he had sworn to her that the next descendant of Perseus should reign over that race, his vengeance fell upon his daughter Ate, on the supposition that it was through her interference that Her¬ cules was deprived of his heritage by the earlier birth of Eurystheus; whereupon she was hurled from Olympus, and banished lor ever from the abodes of the celestials. In the tragic writers the character of Ate resembles that of Ne¬ mesis and Erinnys. ATELLAN/E FabeL-R, in Roman Antiquity, a species of low comedy, invented by the people of Campania, and adopted by the Romans. They seem to have consisted of metrical effusions, in burlesque imitation of the manner and dialect of the peasantry, with satirical humour. ATERG ATIS, in Mythology, a goddess of the Syrians, supposed to be Derceto, the mother of Semiramis. She was represented with the face and breasts of a woman, but the rest of her body resembled a fish. It has been conjectured that she is perhaps the female counterpart to the Dagon of the Philistines.—See Lucian, De Dea Syria, xiv.; Diodorus, ii. A TESTE, a town in Austrian Lombardy, now Este. ATH, or Aeth, a city of Belgium, province of Hainaut, situated on the river Dender. It is well built, and was strongly fortified by Vauban; has an arsenal, with several bomb-proof magazines; a church dedicated to St Julian, a town-house, college, school of design, orphan asylum, theatre, &c. It contained in 1850, exclusive of the garrison, 8437 inhabitants, chiefly employed in refining sugar and salt, in making soap, beer, and gin, and in the cotton and linen manufactures. It is 25 miles from Brussels. Long. 3. 46. 32. E. Lab 50. 42. 17. N 158 Athabasca II Athana¬ sius. A T H ATHABASCA, or Athapescow, a river in the north¬ western territory of British North America, which flows into a lake of the same name. It rises in the Rocky Mountains, and has a long and tortuous course in a north-eastern direc¬ tion, during which it receives the Lesser Slave River, the Red Deer, and several others. The lake is about 230 miles in length, with a breadth varying from 30 to 14 miles, lying in a direction almost E. and W., in Lat. 59. N. Long. 110 W. ATHALIAH, the daughter of Ahab and wife of Jeho- ram king of Judaea, who, after the death of King Ahaziah, her son, butchered all the seed-royal of the house of Judah, that she might usurp the throne. Among the victims were her own grandchildren, except the youngest, whom the aftec- tionate pity of his aunt Jehosheba concealed in the Temple, where he was protected by the high priest Jehoiada for six years. At the end of that time the priest showed their in¬ fant king to the nobles, and exhorted them to put this infa¬ mous woman to death ; which was promptly done, as soon as she was without the precincts of the Holy Place. The story of Athaliah forms the subject of one of Racine’s best tragedies. ATH AN ASIAN Creed, a formulary or confession of faith, long supposed to have been drawn up by Athanasius, bishop of Alexandria in the fourth century, to justify him¬ self against the calumnies of his Arian enemies: but it is now generally admitted among the learned that he was not the author. Dr W aterland, in his Critical History of the Atha- nasian Creed, ascribes it to Hilary, bishop of Arles, for the following among other reasons :—1. Because Honoratus of Marseilles, the writer of his life, tells us that he composed an Exposition of the Creed—a more proper title for the Athanasian than that of Creed simply, which it now bears. 2. Hilary was a great admirer and follower of St Austin; and the whole composition of this creed is in a manner upon St Austin’s plan, both with respect to the Trinity and incar¬ nation. 3. It is agreeable to the style of Hilary, as far as we can judge from the little that is left of his works. Upon the whole, he concludes that Hilary, bishop of Arles, about the year 430, composed the Exposition of Faith which now bears the name of the Athanasian Creed, for the use of the Gallican clergy, and particularly those of the diocese of Arles ; that about the year 570, it became famous enough to be commented upon ; but that all this while, and for se¬ veral years longer, it had not yet acquired the name of Athanasian, but was simply styled The Catholic Faith ; that before 679 Athanasius’s admired name came in to re¬ commend it, being in itself an excellent system of the Atha¬ nasian principles of the Trinity and incarnation, in opposi¬ tion chiefly to the Arians, Macedonians, and Apollinarians. This creed was received in France in the time of Hincmar, or about 850 ; in Spain and Germany about 100 years later. We have clear proofs of its having been sung alternately in our churches in the tenth century. It was in common use in some parts of Italy, particularly in the diocese of Ve¬ rona, about the year 960, and was received at Rome about the year 1014. It has been questioned whether any of the Greek and oriental churches ever received this creed at all, though some writers of authority are of a contrary opinion. It appears, then, that the reception of this creed has been both general and ancient, and that it may vie with any in that respect, except the Nicene or Constantinopolitan, the only general creed common to all the churches. As to its mat¬ ter, it is given as a summary of the true orthodox faith, and a condemnation of all heresies, ancient and modern. Un¬ happily, however, it has proved a fruitful source of unprofit¬ able controversy and unchristian animosity. ATHANASIUS, St., bishop of Alexandria, and one of the greatest defenders of the faith against the Arians, was born at Alexandria in Egypt, about the year 296. He fol¬ lowed St Alexander to the Council of Nice in 325, where he disputed against Arius, and the following year was made bishop of Alexandria. In 335 he was deposed by the coun- A T H cil of Tyre ; when, having recourse to the Emperor Con¬ stantine, the Arian deputies accused him of having hindered the exportation of corn from Alexandria to Constantinople; on which the emperor, without suffering him to make his defence, banished him to Treves. The emperor, two years after, gave orders that he should be restored to his bishop¬ ric ; but, on his return to Alexandria, his enemies brought fresh accusations against him, and chose Gregory of Cappa¬ docia to his see, which obliged Athanasius to go to Rome to reclaim it of Pope Julius. He was there declared inno¬ cent, in a council held in 342, and in that of Sardica in 347, and two years after was restored to his see by order of the Emperor Constans; but after the death of that prince he was again banished by the Emperor Constantius, which obliged him to retire into the deserts. The Arians then elected in his stead one George, who was killed in a popular sedition under Julian in 360. St Athanasius then returned to Alexandria, but was again banished under Julian. His successor Jovian, however, being a Christian, restored him to his see. To that emperor he addressed a letter, in which he proposed that the Nicene creed should be the standard of the orthodox faith, and condemned those who denied the divinity of the Holy Ghost. He was afterwards banished by Valens in 367, but again returned from what has been termed his fifth exile. He died in 373. His works prin¬ cipally contain a defence of the mysteries of the Trinity, and of the incarnation and divinity of the Word and Holy Spirit. There are three editions of them which are esteemed: that of Commelin, printed in 1600; that of Peter Nannius, in 1627; and that of Father Montfaucon. The most complete edition, however, is that published at Padua in 1777, in four vols. folio. As to the creed which bears the name of Atha¬ nasius, see the preceding article. ATHANATI, (dOdvaroi, immortals'), in Persian Anti¬ quity, a body of cavalry, consisting of 10,000 men, always complete. They were called athanati, because when one of them happened to die another was immediately appointed to succeed him. ATHANERIK, a valiant leader of the Visigoths, who, though defeated once by the generals of the Emperor Va¬ lens in 369, was afterwards raised to the head of his nation, and when he died in 381, left behind him a reputation for forti¬ tude and sagacity.—Ammianus; Gibbon. ATHEIST (from a, priv., and ©eos,; God), one who de¬ nies or disbelieves the existence of a Deity. Many, both an¬ cient and modern, have pretended to atheism, or have been reckoned atheists by the world ; but it may justly be ques¬ tioned whether any man ever seriously adopted such a prin¬ ciple. Vulgar prejudice and bigotry also, from the time of Socrates downwards, have frequently fastened the charge of atheism where it was least of all appropriate. Among us, the greatest philosophers have been the principal advocates for the existence of a Deity. So true is the saying of Lord Bacon, that though a smattering of philosophy may lead a man into atheism, a deep draught will certainly bring him back again to the belief of a God and providence.—See Reimann’s Historia Atheismi, &c., 8vo, Hildesh. 1725; and Sylvain Marechal’s Dictionnaire des Athees, 8vo, Paris, 1799. ATHELING, Adeling, Edeling, Ethling, or Ethe- ling, among the Anglo-Saxons, was a title of honour, pro¬ perly belonging to the heir-apparent or presumptive to the crown. It was first conferred by King Edward the Confessor on Edgar, to whom he was great uncle, when, having no issue of his own, he intended to make him his heir. ATHELINGEY, or Nobles’ Island, a fastness in So¬ mersetshire, in which King Alfred concealed himself when the Danes overran his country. It is now a gentle emi¬ nence in a cultivated district; it was then a jungle of about 100 acres, surrounded by a deep morass, from which he is¬ sued in many successful assaults on his astonished enemies. Athanati II Athelin- gey. A T H Atbelstan Jt is commonly called Athelney, and is now occupied by a ^ single farm-house. v J er^' j ATHELSTAN, a Saxon king of England, natural son ' of Edward the Elder, and grandson of the great Alfred. He succeeded to the crown in 925, and reigned 16 years. A remarkable law passed by this prince, shows his just senti¬ ments of the advantages of commerce, as well as the early attention to it in this country: it declared that any mer¬ chant who made three voyages on his own account beyond the British channel or narrow seas should be entitled to the privilege of a thane or gentleman. ATHENAEUM (’AOr/vaLov), in Antiquity, a public place in which the professors of the liberal arts held their as¬ semblies and gave instruction, the rhetoricians declaimed, and the poets rehearsed their performances. The three most celebrated Athenaea were those at Athens, at Rome, and at Lyons ; the second of which was built by the Em¬ peror Hadrian, and continued in high repute till the fifth century. The name Athenaeum is frequently applied in mo¬ dern times to establishments connected with literature and art, to public libraries, and the like. ATHENA1US, a mechanician of Magna Graecia, who dedicated to Marcellus, the conqueror of Syracuse, a work termed Ilept Mi^avr/pmov, “ On Warlike Engines.” It is extant in Thevenot’s Mathematici Veteres. He must have flourished about the year 214 b.c. AtheNvEUS, a physician of Attalia in Asia Minor, the founder of the Pneumatic sect, in the first century. Some of his opinions are preserved in Aetius, Oribasius, and Galen, from which it would appear that he attributed the movements of the heart and the pulse to a fifth element, Uveii/xa; and therefore it would seem that he held the doc¬ trine of a vital ’principle.—Le Clerc, Hist, de la Medicine. AtheN/EUS, a Greek grammarian of great erudition, was a native of Naucratis in Egypt, and lived about a.d. 230, first at Alexandria, and afterwards at Rome. The only one of his works extant is that entitled Deipnosophistce (Aairvo- o-o^iotcu), or Banquet of the Learned, in 15 books, of which the first two, and parts of the 3d, 11th, and 15th, exist only in epitome. This work is an almost inexhaustible store of A T H ATHENS ('AOr'ivai, Athence), “the eye of Greece” (to use Byron’s phrase), the capital of Attica, and the birthplace of the most distinguished poets, orators, philosophers, states¬ men, historians, and artists of antiquity, is situated in Long. 23. 44. E. Lat. 37. 58. N., in the central plain of Attica, about four miles from the coast. See Attica. The city of Athens consisted of three distinct parts: 1. The town on the rock, or the Acropolis, also simply called p ttoA-is ; 2. The city of Athens below and around the Acropolis, generally called to aarv; and sometimes r; Karo) ttoAis, or lower city; and 3. The port towns, including Peiraeus, Muny- chia, and Phalerum. % whom The origin of Athens, like that of most other ancient and founded, renowned cities, is involved in the obscurity of fable. Its reputed founder was Cecrops, an Egyptian, who brought A T H 159 anecdotes, facts, quotations, criticisms, and discussions, on Athena- subjects of the most diversified kind ; and it is valuable for goras the light it throws on many curious circumstances regarding II the ancients. Editions: by Aldus, Venice, 1514; Casau- Atliens* bon, Geneva, 1597; Schweighaiiser, Strasbourg, 14 vols. 8vo, 1801-7; W. Dindorf, 3 vols. 8vo, Lips. 1827, which is the best. There is also a French translation in 5 vols. 4to, by M. Lefevre de Villbrune. ATHENAGORAS, an Athenian philosopher who flou¬ rished about the middle of the second century. Originally a disciple of Plato, he embraced Christianity, and distin¬ guished himself by the zeal and learning which he brought to its defence. Two of his works are extant—an Apology for Christianity, addressed to the Emperors Marcus Aure¬ lius Antoninus and Lucius Commodus, and a Treatise on the Resurrection. The best edition of his works is that of the Benedictines, published at Paris in 1742, together with the writings of Justin Martyr, Theophilus of Antioch, and Hermias, in one vol. folio. There is also an English trans¬ lation by Humphreys, London, 1714. ATHENODORUS, surnamed Cananites or Sando- nus, a Stoic philosopher, was born at Tarsus, and went to the court of Augustus, who made him tutor to Tiberius. Augustus esteemed him greatly, having proved by expe¬ rience his virtue and probity. He used to speak very freely to the emperor, and warned him, whenever he found him¬ self giving way to anger, to rehearse the twenty-four letters of the alphabet before he resolved to say or do anything. He died at the age of 82. None of his works have survived. There was another Stoic of this name, surnamed Cordylion, also of Tarsus, who was keeper of the library at Pergamus, and died at Rome in the house of Cato the Younger. There were likewise two sculptors named Athenodorus, one of whom assisted Agesander in the group of the Laocoon. ATHENRY, a decayed town of Ireland, county of Gal¬ way, and province of Connaught, 14 miles E. of Galway. It is a place of antiquity, and traces of its walls, castle, and an old Dominican friary, are still visible. From the time of Richard II. till the Union it returned two members to parliament. Pop. in 1851, 1487. E N~ S.’ from Sais the worship of the goddess Neith, called by the Athenians ’AOfir], and who, in the opinion of the learned, was contemporary with Moses. The new city was built on the rock of the Acropolis, which originally contained all the habitations of the Athenians, and received from Cecrops the name of Cecropia. But in the time of Erechtheus, called by later writers Erichthonius, the second of the early kings in succession from Cecrops, and the person who is said to have instituted the festivals called Athencea, in honour of ’AOrjvrj or Minerva, it lost the name which it had derived from its founder, and acquired that of ’AOrjvai, Athens, from the goddess to whose worship it was principally dedicated. We have received little or no information respecting the Ancient size or dimensions of Athens under its earliest kings. It is state, generally supposed, however, that even as late as the time 1 The principal works on the Topography of Athens, which has been discussed at length, and with great accuracy and research, by modern antiquaries and travellers, are Stuart’s Antiquities of Athens; Dodwell’s Classical Tour, vol. i.; Mr Hawkins’ Dissertation on the Topography of Athens in Walpole’s Memoirs, vol. i. p. 480; Colonel Leake’s Topography of Athens, with some Remarks on its Antiquities; P. W. Forchhammer s Topographic von Athen, Kiel, 1841, 8vo; Wordsworth’s Athens and Attica, London, 1836; and Mr Cramer’s Geographical and Historical Description of Ancient Greece, vol. ii. p. 309. These writers, with the exception of Mr Cramer, have in general followed Pausanias, who, having himself visited Athens, describes, in his first book, its antiquities and most remarkable edi¬ fices. But as it is admitted on all hands that Pausanias has neglected to notice several important buildings pointed out by other authors, and that his description is, besides, defective in several particulars, we have availed ourselves of the additional information supplied by Meursius in his Athence Atticce, and by succeeding antiquaries, in order that we might be enabled to form as accurate a list as possible of the principal edifices and monuments of this celebrated city. 160 Athens. Effects of the Persian invasion. Age of Pericles; popula¬ tion. ATHENS. of Theseus the town was almost entirely confined to the Acropolis and the adjoining hill of Ares or Mars. But during the six or seven centuries which elapsed between the Trojan war and the reign of Peisistratus, it appears to have in¬ creased considerably both in extent and population ;1 while the adminstration of that enlightened and patriotic usurper, so far from proving an impediment to the prosperity of the city, operated in aid of its improvement; as has often hap¬ pened when power chances to fall into the hands of a person of taste and munificence. By establishing a public library, and by editing the works of Homer, Peisistratus and his sons fixed the Muses at Athens. Nor in the midst of all this attention to the cultivation of the arts and the embellish¬ ment of the city, had the means of defence against external aggression been neglected. For, since Athens was able to withstand a siege by the Lacedaemonians, during the reign of Hippias, one of the sons of Peisistratus, we may conclude that it already possessed walls and fortifications of sufficient height and strength to ensure its safety. But the invasion of Xerxes, and the subsequent irruption of Mardonius, effected the entire destruction of the ancient city, and reduced it to a heap of ruins; with the exception only of such temples and buildings as, from the solidity of their structure, were enabled to resist the action of fire and the work of demolition. During their temporary ascendancy in Greece, the Persians displayed the same iconoclastic fury which had marked their career of conquest in Egypt with havoc and desolation. But when the battles of Marathon, Salamis, Platsea, and Mycale, had dissipated the forces of the invader, and liberated Greece from the danger of sub- jugation to a foreign power, Athens, restored to peace and security, soon rose out of its ruins with increased splendour; and having been provided by Themistocles with the mili¬ tary works necessary for its defence, it attained, under the subsequent administrations of Cimon and Pericles, to the highest pitch of beauty, strength, and magnificence. The former, indeed, is known to have erected the temple of The¬ seus, the Dionysiac Theatre, the Stose, and the Gymnasium, and also to have embellished the Academy, the Agora, and other parts of the city, at his own expense ;2 while the latter completed the fortifications which had been left in an un¬ finished state by Themistocles and Cimon—rebuilt several edifices which the Persians had destroyed—and, above all, immortalized himself by the construction of the temple of Eleusis, the Parthenon, and the Propykea, edifices unrivalled alike for classical purity of design and perfection of exe¬ cution. It was, indeed, under the administration of Pericles that Athens attained to that eminence in art which has excited the wonder and admiration of all succeeding ages: it was to this illustrious man that the city was principally indebted for the splendour of its architectural decorations, and the re¬ public for its prosperity and its power. At the period in question the whole of Athens, with its three ports of Peirseus, Munychia, and Phalerum, connected by means of the cele¬ brated Long Walls, formed one great city, inclosed within a vast peribolos of massive fortifications, extending to not less than 174 stadia, of which the circuit of the city amounted to 43, the long walls taken together to 75, and the circum¬ ference of the three harbours to 56.3 There is some diffi¬ culty in ascertaining the amount of the population of Athens at this period. Xenophon informs us that it contained more than 10,000 houses, which, at the rate of ten persons to a house, would give 100,000 souls for the whole population Athens, of the city. By a census of Pericles, mentioned by Plu- tarch in his life of that statesman, it, however, appears that the number of Athenians entitled to exercise the rights of citizenship was confined to 14,040; and at no subsequent period does this number appear to have much exceeded 20,000, which indeed may be taken as the average amount of the free adult male population of Athens, enjoying the rights of citizenship. See Attica. From the researches of Colonel Leake and others, it ap- Dimen- pears that the ancient city considerably exceeded in ex- ^°en^[lg tent the modern town; for, although the scanty remains of1 the old fortifications are insufficient to enable us to judge of their circumference, it is nevertheless evident, from the measurement furnished by Thucydides, that they inclosed a much larger space than that contained within the present line of wall, particularly towards the north. It is probable, indeed, that, on this side, the extremity of the city reached as far as the foot of Mount Lycabettus; and that, to the westward, its walls followed the course of the small brook which terminates in the marshy ground of the Academy, until they met the point where some of the ancient founda¬ tions are still to be seen near the Dipylum; while, to the eastward, they approached close to the Ilissus, a little below the present church of the Mologitades or Confessors. The entire peribolos of the fortifications, including the walls of the city, the longimural inclosure, and the defences of the ports, cannot therefore have been less than 19 miles; but from the extreme irregularity of the space inclosed, it is im¬ possible to form any accurate estimate of its dimensions. Ancient writers inform us, however, that Athens was nearly equal in extent to Rome within the walls of Servius ; and Plutarch compares it in point of size to Syracuse, which Strabo estimates at 180 stadia, or upwards of 22 miles in circumference. The number of gates in the fortifications of ancient Athens Gates, is uncertain ; but the names of nine have been preserved by Dipylum, the classical writers. These are Dipylum (otherwise called &c- Ceramic*), Diomeim, Diocharis, Melitides, Peiraicae, Achar- nicae, Itoni*, Hippades, and Heriae*. The Dipylum was situated in that part of the wall which separated the inner from the outer Ceramicus, and formed the communication between them; from which circumstance it was sometimes called the gate of Ceramicus. A little to the south of the Dipylum was the Sacred Gate, from its leading into the Sacred Way; also called the Thriasian gate, or gate of Thria, from its conducting to or forming the outlet in the direction of Eleusis and Megara. On the north-west side of the Acro¬ polis, in a hollow adjoining a small church built on a rock and dedicated to St Athanasius, there still remain some ap¬ pearances of the foundations of a gate; and here, accord¬ ingly, Colonel Leake and others have fixed the site of Dipy¬ lum. The Diomeiae, probably so called from Diomeia, one of the Attic demi, which itself received its name from the hero Diomus, was nearly opposite the entrance of the subur¬ ban gymnasium called Cynosarges, a place dedicated to Hercules, and situated to the north-east of Athens. The gate of Diocharis fronted the entrance of the Lyceum, near to the fountain of Panops ; while that called Melitides was situated in the southern part of the wall, towards the sea and Phalerum; and the Peiraicae, as its name sufficiently implies, led to the harbour of the Peiraeus. Traces still exist of the Melitides and Peiraicae, as well as of the Dipylum. 1 This must have heen true even in the time of Homer, who applies to it the epithets of iiixnpiyri and iv^vctyuiK, which seem to indicate a place of some consideration. “ Plutarch, in Vit. Cimon. 3 Taking the itinerary stadium at 575 English feet, or the length resulting from the equation of 19 English miles with 174 5 stauia, it would of course follow that the peribolos of fortifications was just the same number of miles in extent.. But it has heen ascertaine that the Greek stadium in the time of the Roman emperors exceeded the itinerary stadium by 30 feet, or, in other words, was equa o 605 English feet; which, taken as the true value of the measure, would consequently give 605xl74-j-5280=19’9375 miles as the entire circumference. (Leake’s Topography, p. 369.) A T H Athens. There can be little doubt that the gate called Acharnicae was so named from its leading to the demus of Acharnae, the situation of which was probably at or near the modern vil¬ lage of Menidhi, close by the spot where the present road to that village intersects the line of the ancient walls. The site of the Itonian gate, mentioned in the dialogue of Axi- ochus, is placed by Colonel Leake about half-way between the Ilissus and the foot of the hill of Museum, where the road leading direct to Phalerum from the modern Inte-kapesi or Albanian gate cuts the line of the ancient walls. Of the Hippades we only know that it was the gate on the outside of which was the sepulchre of the family of the orator Hy- perides. It seems to have derived its name from some eques¬ trian statues erected near it; and it is not improbable that the Hippades may have been the gate between Dipylum and the Peiraic, of which some vestiges still exist on the north side of the Hill of Nymphs, commonly, but erroneously, called Mount Lycabettus. Lastly, the Heriae or Heriaeae was so called from its being the gate through which corpses were usually conveyed to the burying-ground, but its precise site cannot now be discovered. Athens, in fact, was sur¬ rounded on every side with an immense cemetery. On the north-west and north, from the northern long wall to Mount Lycabettus, generally but falsely called Anchesmus, there was a continued succession of sepulchres; and the excava¬ tions made in search of sepulchral antiquities have proved that there were similar burying-grounds on the outside of the southern long wall.1 andTemT Pausanias commences his description of Athens appa- of Ceres!' G rently from the Peiraic gate. We shall imitate his example, and follow nearly the same course: supplying his omissions as we go along, and conjoining with our accounts of ancient edifices and monuments notices of their existing state and condition where any traces or vestiges of them still remain. On entering the city, the first building remarked by Pau¬ sanias was the Pompeium. This was so called from its being the depository of the sacred vessels (7ro/A7ma) used in cer¬ tain processions, which, being of great value, had a separate building appropriated for their safe custody. In the Pom¬ peium there was also a statue of Socrates by Lysippus, to¬ gether with several portraits of eminent individuals, amongst which that of Isocrates has been particularly mentioned. Near this edifice stood a temple of Demeter (Ceres), con¬ taining statues of that goddess, of her daughter Persephone, and of lacchus, executed by Praxiteles ; and beyond it were several porticoes leading from the city gates to the outer Ceramicus; while the intervening space was occupied by some temples, the Gymnasium of Hermes, and the house of Polytion, where some Athenians of distinction (probably Alcibiades and his companions) are said to have celebrated mysteries similar to those of Eleusis.2 Ceramicus. There were two places in Athens known by the name of Ceramicus;3 one without the walls, forming part of the suburbs; and the other within, including a considerable and very important section of the city. The outer Ceramicus was covered with the sepulchres of the Athenians who had been slain in battle, and buried at the public expense, with the exception of those who fell at Marathon, and who were interred on the spot where they had died so gloriously; and it appears to have communicated with the inner Ceramicus by means of the gate Dipylum, which is understood to be the Ceramic entrance alluded to by Philostratus. The Ce¬ ramicus intra muros probably included the Agora, the Stoa E N S. 161 Basileios, and the Poecile, besides various other temples and Athens, public buildings. Antiquaries, it is true, are not decided as to the general extent and direction of this portion of the ancient city; but, from the researches and observations of Colonel Leake, it seems pretty certain that it lay entirely on the south side of the Acropolis,4 where it was of course bounded by the city walls, which ran close to the fountain Callirrhoe, or Enneacrunus; and that, consequently, its breadth could not have exceeded one-half of its length.5 We shall now give some account of the edifices in this part of the ancient city, reserving what we have to say of the outer Ceramicus until we come to describe the suburbs. The first building mentioned by Pausanias is the Stoa Ceramic Basileios, so called because the archon basileus held his edifices, court there, and which probably stood at the western extre¬ mity of the Areiopagus. Its roof was adorned with statues of baked clay ; and adjoining it were statues of Cimon, and Evagoras, king of Cyprus. Behind this portico was another, containing paintings of the twelve gods, and of Theseus and “ the fierce democracy,”—thus implying that he was the first to establish equal rights among the citizens of Athens; together with a picture by Euphranor, representing the achievements of the Athenian auxiliary cavalry at the battle of Mantineia. The temple of Apollo Patrous was situated in the vicinity of the latter portico, and was dedicated to that god in his capacity of Alexicacus, that is, the averter of evil, such as the plague and other epidemics. The Me- troum, a temple consecrated to the mother of the gods, was the grand depository of the archives of the state, and served also as a tribunal for the archon eponymus. Adjacent to the Metroum was the senate-house ((SovXcvTrjpLov), contain¬ ing statues of Zeus the Counsellor, of Apollo, and of the Athenian demos; and close to the council-wall stood the Tholus, where the Prytanes usually held their feasts and sacrifices; while somewhat higher up were the statues of the eponymi, or heroes, who gave names to the Athenian tribes, with those of Amphiaraus, Lycurgus the orator, and De¬ mosthenes. Near the latter stood a temple of Ares (Mars), having several statues within, and around it those of Her¬ cules, Theseus, and Pindar, who was thus honoured for the praise he had bestowed upon the Athenians; close to which were the figures of Harmodius and Aristogeiton. All the statues here mentioned were carried away by Xerxes when he plundered Athens, but were afterwards restored by An- tiochus, as we learn both from Pausanias and from Arrian. Above the Stoa Basileios was a temple of Hephaestus (Vul¬ can), and also one dedicated to Aphrodite (Venus) Urania, containing a statue of the goddess in Parian marble, exe¬ cuted by the chisel of Phidias ; both of which edifices were situated near the western extremity of the hill or ridge of Areiopagus.6 One of the most important of the Ceramic edifices was Stoa Poe- the Stoa Poecile, so called from the celebrated paintings cite, with which it was adorned, although its more ancient name appears to have been Peisianactios. The paintings were al¬ most exclusively devoted to the representation of national subjects, as the contest of Theseus with the Amazons, the battle of Marathon, and other achievements of the Athe¬ nians ; and were mostly executed by Polygnotus, Micon, and Pamphilus, the most celebrated amongst the early Gre¬ cian artists. Here were also suspended the shields of the Scionaeans of Thrace, together with those of the Lacedae¬ monians taken in the island of Sphacteria; and it was in this 1 Leake’s Topography of Athens, p. 374, 375. 2 Demosthenes in Phorm. ; Diogenes Laertius in Vit. Socrat.; Plutarch in Vit. Alcibiad.; and Thucydides, vi. 27. So called either from the hero Ceramus, or from potteries which were formerly situated in the neighbourhood feuxd. v. Kigu/u.i7s. * Leake’s Topography of Athens, p. 101. 5 Schol. Aristoph. Equit. 772; Plutarch, Syll.-. Hesychiui Pausanias, Attic. 3-, Plutarch, de Glor. Athen.; Pliny, xxxv. 11; Harpocrates, v. Suidas, v. ant Attic. 8 y Attumi. de Exped. Alex. iii. 1§. 5 > ^ VOL. IV. Herod, v. 88; v. Ki^upuxos. eiXos; Pausan. X 162 A T H Athens, portico that Zeno first opened that celebrated school, which v'—thence received the appellation of Stoic, and was destined to exercise a most powerful influence both on the philoso¬ phy and legislation of succeeding times. Ihe Poecile is also memorable as the scene where no less than 1500 citi¬ zens of Athens are said to have been destroyed by the 1 hirty Tyrants. Some ancient walls which are still extant near the church of Panagia Fanaromeni, Colonel Leake supposes, with some probability, to be the remains of this once cele¬ brated portico. Near the Stoa Poecile was a statue of Hermes Agoraeus, which, from its position close^ to a small gate, was sometimes termed 'Ep^s Trpos rfj ttoA/Si.1 Ceramic The epithet Agoraeus naturally leads us to conclude that Agora. tJjis brazen figure of the god, described by the Roman sa¬ tirist as furum aviumque maxima formido, stood in the Agora or market-place, by much the largest portion of which was in the quarter of Ceramicus. Xenophon also informs us, that at certain festivals it was customary for the knights to make the circuit of the Agora on horseback, beginning at the statue of Hermes just mentioned, and paying homage as they passed along to the statues and temples around it.2 There is sufficient reason to believe, however, that the Agora never extended to the southward and eastward of the ascent to the Acropolis ; but it seems to have included a very large space to the west and north-west of the Propylaea; which is accounted for upon the supposition, which a number of circumstances conspire to render probable, that the market¬ place, or at least its most frequented parts, had shifted their position at different periods of the republic. In the more re¬ mote ages, when Acropolis or Cecropia was almost the only inhabited part of the site of Athens, it is natural to believe that the Agora resorted to from the neighbouring country must have been situated a little below the entrance of Ce¬ cropia, free admission to which could scarcely have been permitted to strangers in those barbarous ages. But when the principal sacred edifices were erected on the south side of the Acropolis, and the city began to spread over the val¬ leys to the south and west of the citadel, the Agora may have extended into the western side of the same space, with that most ancient place of popular assembly, the Pnyx, above the middle of it. It has been supposed by Colonel Leake and others, that about the time of Augustus, when the city had been considerably extended in the north of the Acro¬ polis, and when the Agora had been polluted by the mas¬ sacre of the Athenians in the time of Sulla, a new Agora was built in the north of the Acropolis; and a portal still existing in that neighbourhood has been generally regarded as a remnant of this new Agora. But the style of this portal, as well as the inscriptions on it, show that it was not a gate, but a portion of a building erected out of the donations of Julius Caesar and Augustus in honour of Athena Arche- getis. As for the population of that part of the city, we know that in the time of Thucydides and Xenophon it was not occupied by houses, but consisted of gardens.3 There is accordingly no ground for supposing that Athens ever had more than one Agora.4 Its sections Our detailed description of the Agora must necessarily or divi- be brief. It contained a street lined with Hermae, and sions. forming the communication between the Stoa Basileios and the Poecile. The Macra Stoa was a range of porticoes ex¬ tending from the Peiraic gate to the Poecile, behind which rose the hill called Colonus Agoraeus, where Melon erected a table for astronomical purposes. The Leocorium stood E N S. also in the Ceramicus, which, as classical readers know, is Athens, often used synonymously with Agora. Pausanias makes no mention of this monument, which was erected in honour of the daughters of Leos, who had devoted themselves for their country, and near which the tyrant Hipparchus was slain by Harmodius and Aristogeiton. The Ceramicus also con¬ tained the Agrippeium or theatre of Agrippa, the Palaestra of Taureas, and the Stoae of the Thracians and of Attains. The portion strictly appropriated as a market-place was di¬ vided into sections, distinguished from one another by ap¬ pellatives descriptive of the various articles exhibited for sale. Thus we read of the ywaiKeta ayopd, where women’s apparel was usually sold; of the l^dvoirwXis dyopd, or fish-market; of the i/mrioTroAis dyopd, or clothes-market; and of the dyopd ’ApyetW, ®ed)v, Kepabrcov, where, among other things, stolen goods were, it seems, publicly disposed of. The quarter denominated Cyclus from its form, was the slave and pro¬ vision-market. A peculiar stand was allotted to each vender, who, when he had once chosen his station, was not allowed afterwards to change it.5 The common-hall of the Athenian mechanics was situated in the Ceramicus, which seems to have been the great resort of the lower orders, including courtesans, who, according to Lucian and the scholiast on Aristophanes, principally frequented this part of the city. In the north of the Acropolis, or the district commonly called that of the new Agora, there was an altar to Pity, and two gym¬ nasia ; one founded by Ptolemy the son of Juba the Libyan, the other supposed to have been established by Ptolemy Philadelphus, and each denominated Ptolemeium. To the northward of Fanaromeni there was found among the ruins,6 many years ago, an inscribed pedestal, which had supported a statue of Ptolemy the son of Juba; and Juba is said by Pausanias to have been honoured with a statue in the Gym¬ nasium of Ptolemy.7 So much for the Ceramic edifices. The next structure which demands our attention is the Theseium. Theseium or temple of Theseus, which stood, and happily still stands, at no great distance from the site of the monu¬ ments last mentioned. The circumstances which led to the erection of this noble edifice are deserving of commemora¬ tion. About eight centuries after the death of Theseus, the Athenians suddenly became ashamed of the ingratitude of their ancestors towards their great benefactor, in driving him out of Athens to die by violence in a foreign country. This tardy fit of remorse is said to have been occasioned by a rumour, which readily gained belief, that the spectre of the patriot hero had been seen fighting against the Persian host at Marathon. The Pythia was consulted in reference to the supposed apparition, which of course was duly authenti¬ cated ; and generously directed the Athenians to remove his remains to the city, which even his spirit had defended, and to honour him as a demigod. His bones, with a brazen helmet and a sword lying beside them, were discovered in the island of Scyrus, by Cimon, son of Miltiades. They were received at Athens with processions and sacrifices. Games and festivals were instituted in his honour ; a heroum was erected to him on the Colonus Hippius, and a temple, the Theseium, in the city. This building was equalled in sanctity only by the Parthenon and Eleusinium ; its sacred inclosure was so large as occasionally to serve as a place of military assembly. It was built about 465 years before the Christian era, and about 30 years anterior to the erection of the Parthenon.8 The Theseium is a peripteral hexa- style, with 13 columns on the sides, and it faces the east. 1 Diogenes Laertius in Vit. Zenonis; Plutarch in Vit. Cimonis; Pausan. Attic. 15; Ailian. Hist. An. vii. 28; iEschines de Fals. Leg.; Topography of Athens, 118; Description of Ancient Greece, ii. 319. 2 Xenophon, Hipparch. c. 3. a Thucyd. ii. 17; Xenoph. De Vectig. ii. 6. 4 Forchhammer, Topogr. p. 54. fol. 6 Pausanias, Attic. 2 and 16; Herodot. vi. 108 ; Thucyd. vi. 54, i. 20; Julius Pollux, vii. 18 ,• Plato de Leg. xi.; Cicero de Fin. v. 1. 6 Stuart’s Antiquities of Athens, vol. iii. c. 1. 7 Leake’s Topography of Athens, p 119. 8 Plutarch in Thes. et Cimon.; Diodor. Sicul. 1. iv. c. 62; Pausan. Attic. 17, 30; Plutarch de Exil.; Thucydides, 1. vi. c. 61; Dxodor. Sic. ubi supra ; Plut. Paral. in Thes.; Hesych. vv. Qrirtiov et Britruorg'r^'; Topography of Athens (additional note), p. 292. A T H E N S. 163 The cella within measures 40 feet in length and 20 feet in breadth. It has a pronaos and a posticum, each of which is formed by a prolongation ot the sidewalls of the cella, having two columns between the antse ; but the depth of the pro¬ naos is greater than that of the posticum, and the depth of the portico of the pronaos is greater than that of the portico at the back of the temple. The side porticoes are only 6 feet in breadth ; but the 34 columns of the peristyle are nearly 3 feet 4 inches in diameter at the base, and about 19 feet in height, with an intercolumniation of 5 feet 4 inches, except at the angles, where the interval is smaller. The stylobate is formed of only two steps; and the height of the temple, from the bottom of the stylobate to the sum¬ mit of the pediment, is 33*5 feet. The eastern or chief front only of the temple was adorned with sculptures ; and, accordingly, the ten metopes of that front, with the four ad¬ joining metopes of either flank, are those in which the la¬ bours of Hercules and Theseus are represented in alto-re¬ lievo, while the other metopes are plain.1 The roof of the cella of the Theseium is modern; the greater part of the beams and lacunaria of the porticoes are wanting; and the sculptures have been purposely defaced by the Turks. When the temple was converted into a Christian church, the two columns of the pronaos were removed to make room for the altar; and a door was at the same time pierced in the west¬ ern wall. But when Athens was taken by the Turks, who were in the habit of riding into the churches on horseback, this door was shut up, and a smaller one made in the southern wall. In other respects, however, the temple is complete. It is formed entirely of Pentelic marble, and stands upon an artificial foundation constructed of large quadrangular blocks of ordinary limestone. At the north-western angle of the temple, where the hill upon which it stands is precipitous, six courses of the foundation now appear above ground, and are gradually receiving so much injury from the effect of the periodical rains as to threaten the safety of this part of the building. I he sculptures of the Theseium are upon the 18 metopes already mentioned, upon a frieze over the en¬ trance of the pronaos, and upon another over that of the posticum. All the metopes in the front of the temple which can be deciphered relate to the labours of Hercules, the kinsman, friend, and companion of Theseus; whilst those on the two flanks relate exclusively to the achievements of the hero to whom the edifice was more immediately dedi¬ cated. The subject of the frieze over the columns and antae of the posticum or back vestibule was the most celebrated event in the life of Theseus, his contest with the Centaurs ; and, from the analogy of the front and flank metopes, it may reasonably be presumed that the panel over the pronaos, which has been completely defaced, related to the exploits of Hercules. 1 he interior of the Theseium, as we learn from Pausanias, was anciently decorated with paintings, re¬ presenting the achievements of Theseus, particularly his battle with the Amazons, and the fight of the Centaurs and Lapithae, where his prowess was most remarkably signalized.2 The stucco upon which they were painted is still apparent, and shows that each painting covered the entire wall from Athens, the roof to within 2 feet 9 inches of the pavement. v Some difficulty exists as to the relative sites of the Ana- Aglau- ceium and Aglaurium, which Pausanias next proceeds to rium, &c. describe. We know, however, that the Anaceium stood below the Aglaurium ; and from comparing the statements of Herodotus, Pausanias, and Euripides in reference to the latter, Colonel Leake has made it pretty evident that the position of this ancient sanctuary of the Athenians was near the northern foot of the Acropolis, in some part of the pre¬ cipices which are situated to the eastward of the Grotto of Apollo and Pan. These precipices were called the long rocks (jiaKpal TreVpai) ; and here it appears to have been that the Persians under Xerxes ascended the steepest part of the hill, near the temple of Aglauros, in order to scale the ramparts of the citadel; an enterprise in which they were completely successful. The Aglaurium was rather a sanctuary or sacred inclosure (iepbv Tepcevos) than a temple, and some traces of its existence are still discoverable near the centre of the north side of the Acropolis. The Ana¬ ceium,3 or temple of the Dioscuri, a building of great anti¬ quity, stood immediately below the Aglaurium, close to the rock of the Acropolis, and near the gate which now leads into an exterior inclosure of the citadel, forming the modern approach from the town to the Propylaea. It is said to have contained several paintings by Polygnotus and Micon. Near to the Aglaurium was the Prytaneium, where the writ¬ ten laws of Solon were deposited. It stood above the level of the main body of the city, and formed the commence¬ ment of a street called Tripodes, leading to the sacred in¬ closure of Bacchus, near the theatre ; a circumstance which seems to fix its site at the north-eastern angle of the Acro¬ polis, one of the very finest situations in Athens, command¬ ing a view of the sea, as well as of all the northern part of the city and its plain. Not far from the supposed site of the Prytaneium is a church of Panagia Vlastiki, where are still seen the remains of some important building, probably the temple of Serapis, which is the first edifice mentioned by Pausanias upon descending from the Prytaneium into the lower parts of the city. “ The ruins at the church of \ lastiki, says Colonel Leake, “ are in a line between the new Agora and the arch of Hadrian: the building therefore to which they belonged probably stood in the street leading from the Agora to the Olympeium and Ha- drianopolis, of which the arch of Hadrian formed the ter¬ mination.”4 The numerous buildings erected by Hadrian in this part of the city were denominated Hadrianopolis, as we learn from an inscription on the remains of the triumphal arch just mentioned.5 1 he Olympeium, Olympieium, or Olympium, one of the Olym- most ancient temples in Athens, was supposed to have been peium. originally founded by Deucalion. But it seems to have fallen into decay at a very early period; for about the year 530 before the Christian era, Peisistratus commenced a new and more magnificent structure upon the site of the old build¬ ing. Ihe ancient Athens, however, was not the only place 1 Leake’s Topography of Athens, p. 38 and 392. 2 For an account of the subjects of the sculpture in high relief which adorn the metopes of the front and two flanks of the temple and the friezes oyer the posticum and pronaos, see Stuart’s Antiquities of Athens, vol. iii., and especially Colonel Leake’s additional note on the Theseium in his Topography of Athens, p. 392, to which we have been almost exclusively indebted for the above particulars Pi / was named Av^/av because the Dioscuri (Castor and Pollux) were commonly called o', by the Athenians. Piutarch, Vit. Thes } JEAmn Hist. iv. 5; Harpocr. 4 Topography of Athens, p. 134. . A”°Je ,the. north-west side of the arch there is inscribed AIAEI2A0HNAI0H2En2HnPINnOAI2, that is, uTh £;V, 'A6hou 0„«r^ b rroX,^, 1 his is Athens, formerly the~ city of Theseus; and, on the opposite side, are the following characters: AIAEI2A APIANOTKAIOTXI- 0H2En 2IIOAI2, dll ur, ’ k\,moZ Xou ob;/, e^s ttoXh, This is the city of Hadrian, not of Theseus. Dr Chandler has supposed that the first words of the former inscription should be read & ‘Hu; ’Afoui, instead of dih ua, ’Afiw,, or rather da wV ’A*W; hut Spon and Wheler, btuart, and a multitude of others, including Kavasila (Cabasilas), a modern Greek, have all declared in favour of the former interpreta¬ tion; and where the same contracted form of expression occurs in other inscriptions, Gruter, Crusius, and Meursius invariably resolve it as we have done. In both cases, however, the meaning is the same. That side of the arch which fronted the ancient city pointed it out whilst the portion of the monument which looked towards the erections of Hadrian in like manner marked them out to the readers oi tne legend. 1G4 ATHENS. Athens, in the world where it was found easier to begin than to —' finish a temple. The expensive wars in which the Athe¬ nians were not long afterwards engaged put a stop to the progress of the building ; and nearly four centuries elapsed, including the most flourishing periods of the republic, before any attempt was made to complete it. At length, however, Antiochus Epiphanes, king of Syria, about the year 1 /4 B.c., undertook this task, and a magnificent edifice of the Corinthian order was begun by Cossutius, a Roman archi¬ tect. But upon the death of Antiochus in 164 b.c. the work was again interrupted ; and on the capture of Athens by Sulla, 78 years afterwards, the columns prepared for the building were carried away by order of the conqueror, and erected as part of the temple of Jupiter Capitolinus at Rome. The Olympeium was in this imperfect and muti¬ lated condition when the kings and states in alliance with or in subjection to Augustus undertook the completion of the edifice at their joint expense. But, from various causes, the work was once more interrupted; and the honour of completing and dedicating the temple, as well as of erect¬ ing the statue of the divinity, formed (if we may believe Pausanias) of ivory and gold, was reserved for Hadrian, six centuries and a half after its foundation by Peisistratus. There can be little doubt that the cluster of magnificent co¬ lumns of Pentelic marble at the south-east extremity of the city of Athens, near the Ilissus, belonged to the celebrated temple of the Olympian Zeus. They are of the Corin¬ thian order, sixteen in number,2 six feet and a half in dia¬ meter, and above sixty feet in height, standing upon an ar¬ tificial platform, supported by a wall, the remains of which show that the entire peribolos or circuit must have been about 2300 feet, or little short of half a mile. From the ex¬ isting remains, it appears that the temple consisted of a cella, surrounded by a peristyle, which had ten columns in front and twenty on the sides; that the peristyle, being double on the sides and quadruple at the posticum and pronaos, consisted altogether of 120 columns ; and that the whole length of the building was 354 feet, and its breadth 71. “ Such vast dimensions,” says Colonel Leake, “ would alone be sufficient to prove these columns to have belonged to that temple, which was the largest ever built in honour of the supreme pagan deity, and one of the four most magni¬ ficent ever erected by the ancients, even if Thucydides had not pointed out this side of the city as the position of the Olympeium, or if Vitruvius had not left us a description of this edifice exactly conformable with the existing ruins.”3 Temples of To the taste and munificence of Hadrian Athens was also Hera and indebted for a temple of Hera (Juno), another dedicated to Zeus (Jupiter) Panhellenius, and a temple common to all the gods, or Pantheon. But the most remarkable edifice next to the Olympeium, erected by this emperor, was that which has been denominated the Stoa or Gymnasium of Hadrian. When complete, it was a quadrangle of 376 feet by 252, adorned at the western end with a portal and colonnade of Corinthian columns, 120 in number, and each three feet in diameter; but of these, which were formed of Phrygian marble, only ten are at present standing. In the centre are the ruins of a building which now forms part of the church of Megali Panagia, and consist, on one side of the remains of an arch, and on the other of an architrave, supported by a pilaster, and three Doric columns, each one foot nine inches in diameter, and of a declining period of the arts: round the inside of the inclosure, at a distance of twenty- three feet from the wall, are also vestiges of a colonnade ; and in the northern wall, which still exists, there is one large quadrangular niche thirty-four feet in length, and two cir¬ cular niches equal to it in diameter.^ The general form and Athens. Zeus Pan¬ hellenius, &c. distribution of this building, which Pausanias notices as the most magnificent of Hadrian’s works, are those of a stoa, or place of resort for walking, conversation, and reading; and the apartments projecting from the wall of the peribolos ac¬ cord precisely with the ot/oy/xara mentioned by Pausanias, which were resplendent with alabaster and gilding, and adorned with pictures and statues. The building at the church of the great Panagia in the centre answers, Colonel Leake thinks, to the library with which we know from seve¬ ral ancient authors4 besides Pausanias, that this magnificent stoa was provided.5 . Besides the street leading from the Prytaneium to the Olympeium, there was another which branched off from the Dionysia’c same place towards the Lenaeum or sacred inclosure of Bac- Theatre, chus, adjacent to the theatre, which was called the Tripodes, &c. from the tripods there dedicated by the leaders of the chori victorious in the scenic contests decided in the Dionysiac theatre. Several of these tripods were placed upon temples dedicated to Bacchus and other deities, and erected either in the quarter of the Tripodes or within the inclosure of the Lenaeum ; others, again, stood upon columns and rocks near the theatre, as the remains of the monuments still indicate. Of the former description was the beautiful little choragic monument of Lysicrates, vulgarly called the Lantern of De¬ mosthenes, the apex of which proves beyond a doubt that it once supported a tripod, while its closed construction shows that the victorious choragus who built this gem of art (vews vTroKet/xevos toj rpiVoSi) preferred bestowing all the expense on external decorations.6 From the inscription on this monument it appears to have been erected in the archonship of Evaenetus, in the year 335 B.c. ;7 and it is consequently the oldest known specimen of the Corinthian order, although considerably posterior to the epoch of its invention.8 Co¬ lonel Leake thinks that the street of Tripodes passed at the foot of the rocks under the east end of the Acropolis; and that, after reaching the south-eastern angle of the rocks, it had one branch leading into the Lenaeum, and another into the theatre of Bacchus. The Lenaeum, situated on the western side of the theatre, was a most ancient sanctuary of Bacchus ; having within its peribolos or inclosure two other temples similarly dedicated, with a couple of statues, one ot which was surnamed Eleuthereus,—and containing several pictures representing different events in which the rosy god 1 Thucyd.l. ii. c. 15; Pausan. Attic. 23; Plutarch, Solon; Vitruv. Procrm. in 1. vii.; Liv. xli. c. 20; Sueton. August. 60; Spartian. 2 There was a seventeenth column belonging to the western front standing until the year 1760, when it was taken down by order of the governor of Athens, to build a new mosque in the Bazaar. (Stuart’s Antiq. of Athens, vol. in. p. 1 ; C an er s ra 3 Topography of Athens, 43. See also note, p. 401. The other three temples alluded to in this extract were that of Artemis (Diana) at Ephesus, that of Apollo near Miletus, and the Doric temple sacred to Demeter and Persephone at Eleusis. The first was - ee g by 220 broad, the second 368 by 165 feet, and the third 216 by 178 feet. 4 Eusebius, Chron. Can.; Cassiodorus, Chron. in Hadrian.; Syncellus, CTiron-p. 349. • „ were 6 Topography of Athens, 120. Spon and Wheler conceived this building to be the temple of Jupiter Olympius, i ^ certainly mistaken; and Stuart thought it the Poecile, which is incompatible with the fact he himself admits, tha e co umn the work of Roman times. : so- of Lysitheides, led th, chor-s who- the boys of A—i, n-ained the victory, when Theon played the flute, when Lysiades wrote the piece, and when Evmnetus was archon. , „ pontnrv ° 8 This order was first employed in the construction of the temple of Athena Alea at Tegea about the year 385 B.C., or a J prior to the period in question. (Pausan. Arcad. c. 45.) ATHENS. Athens, was believed to have participated. This is the temple to which Thucydides alludes as that of Dionysus in Limnis, or Bacchus in the marshes.1 The Dionysiac Theatre was si¬ tuated near the south-eastern angle of the Acropolis, where vestiges of it are still to be seen. Like most of the other theatres of Greece, its extremities were supported by piers of solid masonry, while the middle of it was excavated in the side of the hill. From the existing ruins, however, it is difficult to form any correct estimate of the dimensions of this theatre ; but if we are to credit Plato’s statement, that it was capable of containing more than 30,000 spectators,2 it must have descended much lower down into the plain than has been generally imagined, or than the actual remains would lead us to suppose. The Hierum of Epidaurus, which could not have contained more than 15,000 spectators, al¬ lowing only eighteen inches for each person, was 366 feet in diameter; and the theatres at Argos and Sparta, as well as that near Dramatzus in Epirus, were about 500 feet in diameter, yet could not have admitted more than 30,000 spectators, allowing for each the width of seat or room just mentioned. If Plato’s statement be correct, it seems there¬ fore to follow, that the diameter of the Dionysiac theatre must have been not less than from 450 to 500 feet, and con¬ sequently that it must have extended quite close to the foot of the hill, where, indeed, the level space necessary for the orchestra and the scene could alone have been found.3 This celebrated theatre contained statues of all the great tragic and comic poets, the most conspicuous of which were natu¬ rally those of Aeschylus, Sophocles, and Euripides, among the former, and that of Menander among the latter; and Dicaearchus informs us that it was accounted the most beau¬ tiful structure of the kind in existence. A little to the east¬ ward stood the Odeium of Pericles, with a roof formed out of the masts and yards of the Persian ships captured at Sala- mis, and rising to a point like the pavilion of Xerxes, which the whole structure indeed was intended to represent. It was richly decorated with columns; and during the domi¬ nion of the Thirty 1 yrants, was generally occupied by their satellites. During the siege of Athens by Sulla, Aristion, general of Mithridates, who was intrusted with the defence of the city, set fire to this monument of Athenian glory, lest the enemy should make use of the timber for the purpose of assaulting the Acropolis ; and although Vitruvius informs us that it was afterwards restored at the expense of Ario- barzanes, king of Cappadocia, not a vestige or trace of the edifice remains. In the immediate vicinity of the citadel W'ere a temple of Alsculapius, with a fountain; the temples of Themis, Aphrodite Pandemos, and Persuasion; the monu¬ ment of Hippolytus ; besides the temple of Demeter Chloe, some remains of which are supposed to exist at the foot of the Acropolis, near the ascent which formerly led to the citadel.4 The ancient city of Cecrops is now a fortress or citadel, with a thick irregular wall inclosing a large area about twice as long as it is broad, and standing on the outer ledges of an elevated rock abruptly terminating in precipices on every side, except the front, which is towards the Peiraeus or west, and by which alone it is accessible. Some portions of the ancient wall may still be seen on the outside, particularly at the two extreme angles; and in many places it is patched 165 Acropolis with fragments of columns and marbles taken from the ruins. Athens. 1 he physical character of this remarkable rock continues ^ ■ v ~ nearly the same as in the days of the most remote antiquity ; and notwithstanding all the devastations which war, time, and fanatical barbarism have committed, it still contains a large portion of the remaining antiquities of Athens, and con¬ sequently demands a corresponding share of the researches both of the artist and topographer. Anciently the Acropo¬ lis was filled with monuments of Athenian glory, and exhi¬ bited an amazing concentration of all that was most perfect in art and most magnificent in architectural decoration. It appeared, so to speak, as one entire offering to the divinity, surpassing in excellence, and unrivalled in richness and splendour. It was the peerless gem of Greece, the glory and the pride of art, the wonder and envy of the world. Heliodorus, surnamed Periegetes or the Guide, employed no less than fifteen books in describing it; the curiosities of various kinds, with the pictures, statues, and pieces of sculp¬ ture, supplied Polemo Periegetes with matter for four vo¬ lumes ; and Strabo seems to think that as many more would have been required for a minute description. The number of statues, in particular, was prodigious. Tiberius Nero, who had a remarkable taste for appropriating works of art which the genius and means of others had executed, plun¬ dered the Acropolis, as well as Delphi and Olympia; yet notwithstanding this spoliation, Athens, in the time of Pliny, had no fewer than three thousand remaining, of which the most valuable portion was in the Cecropian city on the rock. Even Pausanias seems to be distressed by the multiplicity of objects which here engaged his attention, and uncertain where to commence his description. Such was the Acro¬ polis. What it is, Stuart and Revett, and Cockerell and Leake, and other writers, have told us ; and to their learned and accurate researches we are indebted for the correct knowledge, which we have at length attained, of those mag¬ nificent buildings which adorned the citadel of Athens. We do not say that many curious discoveries connected with the monuments of the Acropolis may not still be made, when its platform shall have been cleared of the wretched buildings which now cover its surface and disfigure its appearance ; but in regard to the three great edifices, namely, the Pro- pylaea, the Parthenon, and the Erechtheium, it is probable, from what has been already discovered, that but little re¬ mains to be done. I he western side of the Acropolis, which, as we have al- Fropylaea. ready said, furnished, and still furnishes, the only access to the summit of the hill, was about 168 feet in breadth ; an opening so narrow that, to the artists of Pericles, it appeared practicable to fill up the space with a single building, which, in serving the main purpose of a gateway, should contribute to adorn as well as to fortify the citadel. This work, the greatest production of civil architecture in Athens,5 which rivalled the Parthenon in felicity of execution, and surpassed it in boldness and originality of design, was begun in the archonship of Euthymenes, in the year 437 b.c., and com¬ pleted in five years, under the directions of the architect Mnesicles, at the enormous cost, if we may believe Heliodo¬ rus, of two thousand and twelve talents.6 Of the space which formed the natural entrance to the Acropolis, 58 feet near the centre were left, for the great artificial entrance, and the 1 Thucydides, li. 15. 2 P]at Conviv. iii. 173, 175, ed. Serran. Topography of Athens, 60. . 4 iq2 5 Philostratus, in his Life of Apollonius Tyanaeus, says, n¥<*;ur ■rpi, tp.Xonp.iuv fyxu iW^v, 1. ii. c. 5 : and Demos¬ thenes, in his oration against Androtion, gives a similar indication of the Propylaea having been considered upon a level with the ar e_non in point 0 architectural skill and decoration : Cl ra n^TVAatK TOV Uo.phvZveu oix.o'hop.rKra.v'n; iKiitoi xui raXXcc vuvra a-vo nrm liocphupav npu. x.op.wKvris, k. t. X. p. 597, ed. Reiske. • 61 riv1S in6r6d.ible for many reasons. In particular, it appears, from Thucydides, that the expense of all the works of Pericles, including the Odeium, the mystic temple at Eleusis, the Parthenon, and one of the long walls, as well as the Propylsea, did not amount' to three thousand talents; and it is therefore inconceivable that the last-mentioned edifice, one of five of which the Parthenon was the 406 )Ud haVe C°St tW0'thirds of this sum- See a vei7 learned note on this subject by Colonel Leake. {Topography of Athens, 166 A T H Athens, remainder on either side was closed by wings projecting 32 feet in front of the grand central colonnade. The entire building received the name of Propylaea from its forming the vestibule to the five gates or doors, still in existence, by which the citadel was entered.1 The wall in which these doors w ere pierced was thrown back about 50 feet from the front ot the artificial opening of the hill; and the whole may, therefore, be said to have resembled a modern fortification, the Pro- pylaeum properly so called representing the curtain, and each of the two wings presenting a face and flank or gorge like two adjoining bastions. This incomparable edifice was con¬ structed entirely of Pentelic mai'ble. The Propylaeum or great vestibule in the centre consisted of a front of six fluted Doric columns, mounted upon four steps which supported a pediment, and measuring five feet in diameter and near 29 in height, with an intercolumniation of 7 feet, except be¬ tween the two central columns, which were 13 feet apart in order to furnish space for a carriage-way. Behind the Doric colonnade was a vestibule 43 feet in depth, the roof of w hich was sustained by six Ionic columns in a double row, so as to divide the vestibule into three aisles or compartments ; and these columns, although only three feet and a half in diame¬ ter at the base, were, including the capitals, nearly 34 feet in height, their architraves being on the same level with the frieze of the Doric colonnade. The ceiling was laid upon marble beams, resting upon the latei’al walls and the archi¬ traves of the two rows of Ionic columns ; those covering the side aisles being 22 feet in length, and those covering the central aisle 17 feet, with a proportional breadth and thick¬ ness. Enormous masses like these, raised to the roof of a building, standing upon a steep hill, and covered with a ceil¬ ing which all the resources of art had been exhausted to beautify, might well excite the admiration of even a plain matter-of-fact topographer like Pausanias, and at once ac¬ count for and justify the enthusiasm with which he expresses himself when speaking of the roof of the Propylaea..2 Of the five doors at the extremity of the vestibule, the width of the central and largest was equal to the space between the two central columns of the Doric portico in front, which was the same as that between the two rows of Ionic columns in the vestibule ; but the doors on either side of the principal one were of diminished height and breadth, and the two beyond these again were still smaller in both dimensions. These five gates or doors led from the vestibule into a back portico 18 feet in depth, which was fronted with a Doric colonnade and pediment of the same dimensions as those of the western or outer portico, but placed upon a higher level, there being five steps of ascent from the level of the latter to that of the former. From the eastern or inner portico there was a descent of one step into the adjacent part of the platform of the Acropolis. Wings. The wings of the Propylaea were nearly symmetrical in front, each presenting on this side a wall adorned only with a frieze of triglyphs, and with antae at the extremities. The extreme simplicity of the wings in this direction was charac¬ teristic of the work of defence of which they formed so im¬ portant a part; while the flanks of the bastions (if we may be allowed the expression) were also uniform in their con¬ struction, each presenting a Doric front of three columns in antis, each three feet in diameter, supporting pediments, the summits of which were on a level with the frieze of the Pro¬ pylaeum properly so called. Besides, the inner or southern¬ most column of each wing stood in a line with the great E N S. Doric columns of the Propylaeum ; and as both these co- Athens, lumns and those of the wings were upon the same level, the three porticoes were all connected together, and the four steps which ascended to the Propylaeum were continued also along the porticoes of the two wings. But here the sym¬ metry of the building ended ; for, in regard to interior size and distribution of parts, the wings were exceedingly dissi¬ milar. In the northern or left wing, a porch of twelve feet in depth conducted by three doors into a chamber of 34 feet by 26, the porch and chamber thus occupying the entire space behind the western wall of that wing; whereas the southern or right wing consisted only of a porch or gallery of 26 feet by 16, which, on the south and east sides, was formed by a wall connected with and of the same thickness as the lateral wall of the Propylaeum, and, on the west side, had its roof supported by a narrow pilaster, standing between the north-west column of the wing and an anta, which termi¬ nated its southern wall. In front of the southern or right W'ing there stood, so late as the year 1676, a small Ionic temple, dedicated to Nike Apteros (Wingless Victory). Wheler informs us that it was built of white marble, and about fifteen feet in length by eight or nine in breadth ; and we learn from Spon that it was then used by the 1 urks as a powder-magazine.3 The left wing of the Propylaea was decorated with paintings by Polygnotus, representing a se¬ ries of events connected with the siege of Troy ; and the structure wras ornamented with equestrian statues. After the ruin of Athens, the Propylaea ceased to be the entrance of the Acropolis. The passage between the columns ot the centre was walled up almost to their capitals, and above was a battery of cannon. The way wound before the front of the ancient structure; and turning to the left among rubbish and wretched walls irregularly huddled together, the stranger proceeded to the back of the vestibule and the five door-ways, without almost suspecting that he was in the midst of that celebrated structure which formed the external glory and defence of the rock of Cecrops.4 The Parthenon, or temple of the Virgin Goddess, was Parthenon, placed upon the highest platform of the Acropolis, w'hich was so far elevated above its western entrance that the pavement of the peristyle of this renowned edifice was upon the same level as the capitals of the columns of the eastern portico ot the Propylaea. It was also called Hecatompedon (from its being a hundred feet broad), and was constructed entirely of white marble from the quarries of Mount P entelicus. It con¬ sisted of a cella, surrounded with a peristyle, having eight Do¬ ric columns in the two fronts, and seventeen in the sides, or forty-six in all; each column six feet six inches in diameter at the base, and thirty-four feet in height, standing upon a pavement or platform, to which there was an ascent of three steps. The total height of the temple above its platform was about 68 feet, its length 228, and its breadth 102 feet Eng¬ lish. Within the peristyle, at both ends, there was an in¬ terior range of six columns, five feet and a half in diameter, standing before the end of the cella, and forming a vestibule to its door, two steps above the pavement of the peristyle. The cella, which was 63 feet in breadth within, was divided into two unequal chambers, of which the western was about 43^- feet in length, and the eastern 98 feet. The ceiling of the" former was supported by four columns of about four feet in diameter, and that of the latter by sixteen columns of about three feet. 1 Heliod. apud Harpocrat. v. nowvXty.tec. , / _ /-a ■ 2 Ta 11 npovruXaiK X'dov Xiixov rvv opo xa‘ x° ‘ ^ all the stones of which it had originally consisted were recovered, and under the superintendence of very competent persons i as ee rebuilt with the original materials and on its original site, where it has the appearance of an entirely new building. _ . 4 In the year 1853 M. Beule, at the expense of the French government, removed the rubbish of the two Turkish batteries , f „„„ up the true entrance to the Athenian Acropolis, and discovered below the unseemly mass the two towers that , e, „ ,iful of the fate, and between them a marble curtain, with remains of a Doric entablature over a Doric doorway of a simp style. Vithin this the fine marble stairs that formed the ascent to the Propylaea are still entire. ATHENS. Athens. Since the time of Stuart and Leake, the Greek govern¬ ment has removed the whole of the ruins that encumbered the existing remains, and the Turkish tower and mosque, and the ground plan of the Parthenon has been more accu- lately ascertained. The accurate measurements were made by Mr Pennethorne in 1837, confirmed in 1838 by two Ger¬ man artists, M. Hofer and M. Schubart, and the plans laid down by Geo. Knowles in 1850. The singular discoveries that have been thus brought to light are not unimportant to architecture. It is discovered that the lines formerly supposed to be stiaight lines, are regularly formed segmental curves of a long radius. I hus the lines of the pediment and of the surface of the pavement are found to be parabolic segments of large radius.1 The platform is found to be just 233 feet by 108 feet. The exterior dimensions of the cella = 158 feet 6 inches by 72 feet 6 inches. The cella was divided by a wall of 4 feet in thickness into the Parthenon proper, the interior of which is 97 feet 6 inches by 64 feet, and an opisthodomos of 44 feet 6 inches, by 64 feet. Thickness of the end walls of the cella, 7*75 feet; of the side walls, 4 feet. The dia¬ meter of the base of the columns is 6 feet 6 inches. The intercolumniations are 8 feet, except at the angles of the peristyle on the sides, where these are only one diameter of the columns. The principal division of the cella had two interior rows of columns of ten in each row, with three ad¬ ditional at the west end. They were 11 feet from the side walls of the cella and the septum. The space between the rows is 23 feet. The statue of the goddess is now' ascer¬ tained to have stood within the columns, 70 feet from the porch ot the eastern portico, and 34 feet from the septum dividing the Parthenon from the opisthodomos. The opis¬ thodomos had 4 interior Doric columns of the same dia¬ meter as the columns of the peristyle, placed 17 feet from the side walls of the cella, and 11 feet from the septum. In the eastern chamber of the Parthenon, the smallness of the diameter of the columns leaves little doubt that there was an upper range, as in the temples of Paestum and TEgina. But it is to be lamented that no remains of any of them have been found, as these might have presented new proofs of the taste and invention of the architects of the age of Pericles. Such, then, was the simple construction of this magnificent temple, which, by its united excellencies of materials,2 de- 167 sign, and decoration, internal as well as external, has been Athens universally considered the most perfect which human genius and skill ever planned and executed. Its dimensions were sufficiently large to produce an impression of grandeur and sublimity, which was not disturbed by any obtrusive subdi¬ vision of parts ; and, whether viewed at a small or a ureat distance, there was nothing to divert the mind of the specta¬ tor from contemplating the unity as well as majesty of mass and outline; circumstances which form the first and most remarkable characteristic of every Greek temple erected during the purer ages of Grecian taste and genius. Nor was it until the eye had become satiated with the contempla¬ tion of the entire edifice that the spectator could be tempted to examine the decorations with which this building was so profusely adorned; for the statues of the pediments, foe only decoration which was very conspicuous from its magnitude and position, being inclosed within frames, which formed an essential part of the design of either front, had no more obtrusive effect than an ornamented capital to a single column.3 It is not our intention, in this place, to attempt any de- Decora- tailed or minute description of an edifice which would re- tions- quire a volume for its complete illustration. We may observe, geneially, that as it was one of the great objects of Pericles to furnish employment in every branch of art to the ingenious and skilful artists with whom Athens at that period abound¬ ed, so he had contrived that the temple should be of a de¬ sign the best adapted to the decorations of sculpture, and that it should be adorned with every species of it which was most esteemed among the Greeks. Within the cella was a speci¬ men of chryselephantine sculpture, having but one rival in Greece, and that by the same master ; under the colonnade, and in other parts of the temple, stood numerous statues in bronze ; in the reti or pediments were two compositions near eighty feet in length, each consisting of about twenty entire statues of colossal size; under the exterior cornice, in har¬ mony with the projecting features of that part of the build¬ ing, were ninety-two groups, raised in high relief, from tab¬ lets about four feet three inches square ; and, lastly, along the outside of the cell and vestibules ran a frieze of about three feet four inches in breadth and 520 in length, to which a relief, slightly raised above the surface of the naked wall 1 This has been found to hold particularly in the Parthenon, Theseium, and also especially in all the Doric remains. in the Corinthian temple of Jupiter Olympius, but , furves are 80 gentle as to be not perceptible to one standing directly in front, unless the eve be nraotised in *• but if the spectator be placed at one end, and look along the course, it will be seen. ^ P c observations; This explains an obscure passage in Vitruvius, in which the words scamilli impares had formerly nuzzled the n + , • , has been correctly translated by Wilkins. y Puzzlea “e commentators, but which The following table is given by Mr Penrose in his Investigation of the Principles of Athenian Architecture: 1. Temple of Jupiter Olympius. Plank 2. Surbase of Parthenon, or first temple, Front Flank 3. Stylobate of Parthenon. Front Flank Entablature in front Ditto on flanks restored 4. Theseum. Front Flank 5. Propylasa. Entablature from E. portico Feet in Length. 354-2 104-2 221- 101-3 228-1 100-2 227- 45- 104-2 Actual Rise. •25 nearly. •150 •233 Rise in 100 Feet. •07 •145 •105 228 _ flank x '225 = | -145 1 very •156 = -105 j nearly. •171 •171 = f •307 •063 •101 •228 135 ■140 100 68-1 •119 175 seen that the curvature of It thus appears, that in the Theseium and the first Parthenon the agreement is remarkable • but it will be the lines in the Parthenon of Pericles is greater by one-half. “ The effect of the curvature in the temnle T TV 7" e architect that an increase of curvature would be attended with advantage.” This introduction of o-entlv curved lines nr. rh^6! t T/* t02t lm}l PeculiarJy hai‘monious blending of the parts of the architecture so observable in all genuine Greciaif buildings U a * 11,6 “CCMSlVe eff°r,S »f "tis‘» «.ei- predecessors 3 Topography of Athens, p. 209, et seq.; Stuart’s Antiq. of Athens, vol. ii. p. 57. 168 ATHENS. Athens, which it crowned, was peculiarly applicable. This frieze re- presented the procession to the Parthenon on the grand quin¬ quennial festival of the Panathenaea. No part of the work is now attached to the temple, but a tolerably correct idea of it may be formed from the drawings of Carrey, taken be¬ fore the explosion which ruined the building, added to the designs of Stuart, and the fragments of the original which have been disinterred from the ruins and are now deposited in the British Museum. The procession is represented as advancing in two parallel columns from west to east; one pio- ceeding along the northern, and the other along the southern side of the temple, part facing inwards after turning the angle of the eastern front, and part meeting towards the centie o that front. Of the metopes on the frieze of the peristyle, ninety-two in all, viz., fourteen on either front and thirty-two on either flank of the temple, the greater part on the north¬ ern side and the two fronts have perished by wanton vio¬ lence or by casual destruction ; whilst of those which be¬ longed to the southern side, where the progress of dilapida¬ tion had been less ruinous, fifteen are now in the British Museum and one in Paris. From these fragments, together with the drawings of Carrey and Stuart, it has been con" lectured, with much probability, that the metopes of the northern side related to the war of the Amazons, whilst those on the opposite side of the temple related principally to the other great fabulous Athenian contest with the Centaurs. The two pediments of the temple were decorated with magnificent compositions of statuary, one representing the birth of Athena (Minerva), and the other the contest between that goddess and Poseidon (Neptune) for the possession of Attica; the birth being delineated on the western and the contest on the •eastern pediment. The statue of the virgin goddess stood in the eastern chamber of the cella, and consisted of ivory and gold. On the summit or apex of the helmet was placed a sphinx, with griffins on either side. The figure of the god¬ dess was represented in an erect martial attitude, and clothed^ in a robe reaching to the feet. On the breast was a head of Medusa wrought in ivory, and a figure of Victory about four cubits in height. The goddess held a spear in her hand, and an aegis lay at her feet; while on her right, and near the spear, was a figure of a serpent, believed to represent that of Erichthonius. According to Pliny, the entire height of the figure was twenty-six cubits ; and the artist Phidias had in¬ geniously contrived that the gold with which the statue was encrusted might be removed at pleasure. The battle of the Centaurs and Lapithae was carved on the sandals ; the gi- gantomachia and the battle of the Amazons were represented on the aegis which lay at her feet; and on the pedestal was sculptured the birth of Pandora. Pausanias also notices statues of Iphicrates, Pericles, his father Xantippus, Ana¬ creon, and a brazen Apollo by Phidias. A portion of the southern wall was adorned with the battle of the giants ; and here also were represented the conflict of the Athenians and Amazons, the battle of Marathon, and, lastly, the defeat of the Gauls in Mysia, sculptured at the expense of Attalus. The statue of Zeus Polieus stood between the Propylaeaand the Parthenon; and the brazen colossus of Athena by P hidias, dedicated from the tenth of the spoils of Marathon, and com¬ monly called Athena Promachos, appears to have occupied some part of the space between the Erechtheium and Pro- pylaea, near the Pelasgic or northern wall. The architect of the Parthenon was Ictinus, who appears to have designed as well as executed the building ; while Phidias had the con¬ trol of the whole sculptural decorations, and with his own un¬ rivalled hand executed those prodigies of art with which this great temple was adorned.1 Erechthei- The Erechtheium, or Temple of Erechtheus, so called um, &c. from its reputed founder Erechtheus, otherwise named Erich¬ thonius, stood on the northern side of the Acropolis, and w as one of the most ancient structures of Athens, being alluded to by Homer in the second book of his Iliad. There is, how- — ever, some confusion respecting this edifice, which seems to have been of a double construction, or divided into two parts, from the circumstance of the entire building being often called the temple of Athena Polias as well as the Erech¬ theium ; a practice which, as Colonel Leake remarks, is not at all surprising, considering that the temple of Athena Polias was the most important part of the building, and that the statue of the goddess here worshipped was the most sacred in Attica, not even excepting that of the Parthenon. The truth, however, seems to be, that the Erechtheium con¬ tained two subdivisions; the eastern or more important forming the temple of Athena Polias, the peculiar protec¬ tress of the citadel; and the western, that of Pandrosos. The former had a hexastyle front; before the colonnade was an altar of Zeus, and under it were altars of Poseidon and Hephaestus ; on the wall of the portico were the pictures of the Butadae ; and within the cella were the Erechtheian salt-well, the wooden statue of Athena, with the lamp and brazen palm-tree before it, the altar of oblivion, the sacred serpent, the wooden statue of Hermes, the chair of Daedalus, and the Persian spoils. The Pandrosium, or chapel sacred to Pandrosos, one of the daughters of Cecrops, consisted of two chambers, of which the western was narrow, and opened into the portico at either end. The northern portico con¬ sisted of six Ionic columns, four in the front, with one on either flank ; and it stood not far from the edge of the pre¬ cipice, at the foot of which was the temenos of Aglauros. The southern portico was smaller than the northern, and its roof was supported by six caryatides, standing upon a po¬ dium, and disposed like the columns of the northern por¬ tico, four in front and two on the flanks. In the western or narrow chamber of this chapel grew the tree of Athena, and the crooked Pancyphus, which was held in such high veneration by the Athenians, and which the Persians, dur¬ ing their invasion, had burned but not destroyed. As to the eastern or interior chamber, which was contiguous to the cella of Athena Polias, Colonel Leake thinks with Stuart that it formed the Cecropium,and quotes an inscription which countenances that opinion. u I hat Cecrops, says he, was buried in this edifice appears to have been the common be¬ lief; and upon an inscribed marble (brought to England by Dr Chandler, and presented by the Society of Dilettanti to the British Museum), wherein different parts of this build¬ ing are specified, we find the Cecropium mentioned in a manner which leaves no doubt of its having been an inte¬ gral part of the building.” The number of statues in the Acropolis was prodigious; and there were likewise several hiera or sanctuaries, such as that of Zeus Polieus, Artemis (Diana) Brauronia, and the genius of good men. The whole of the Acropolis was surrounded by walls built on the natural rock of which the entire hill is composed. But the most ancient part of these defences was constructed by the Tyrrhenian Pelasgi, who, in the course of their multi¬ farious migrations, settled in Attica, and were employed by the Athenians of that early period in the erection of those ramparts which are often mentioned in the history of Athens under the name of Pelasgicum. Before the Persian war, however, they had fallen into decay ; for on that occasion it was found necessary to erect palisades and other tempo¬ rary defences. At a subsequent period the hill was re-fbr- tified by Cimon and Themistocles; and it is probable that the greater part of the existing wall, although disfigured by the reparations of various ages, consists of the original Hel¬ lenic work hastily raised by these celebrated men, before the alarm occasioned by the Persian invasion had entirely subsided. “ A part of the southern wall,” says Colonel Leake, “ where the profile is not less than 60 feet in height, Athens. l Topography of Athens, ubi supra; Pliny, 1. xxxvi. C. 5; Pausan. Attic. 25. * ATHENS. 1C)9 Athens, appears in particular to consist almost entirely of the ancient Cimonian work; and the centre of the northern side still bears the strongest evidence of the haste with which Thucy¬ dides describes the fortifications of Athens to have been re¬ stored after the Persian war, when the Athenians returned to the city upon the departure of the barbarians, and found nothing left but a small part of the walls, and some of the houses which had been occupied by the Persian grandees.”1 Grotto of In his descent from the Propylsea, in the direction of the Pan, Arei- outer Ceramicus and Academy, Pausanias describes the opagus. Cave or Grotto of Pan and the Areiopagus, both of which lay nearly in his route, and were the only objects of impor¬ tance which had not yet been noticed by him. The grotto sacred to Apollo and Pan he describes as a cavern converted into a temple, and as situated under the Propylaea, near to a spring of water. Now, under the wall of the northern wing of the Propylsea, near the road which forms the pre¬ sent access to the citadel from the centre of the town are both the cavern and the spring; the former containing two excavated ledges for the altars and statues of the two deities, together with several niches for votive offerings ; and the latter supplying water to an artificial fountain a little way down the hill, whence the streamlet is conveyed by means of an aqueduct to the principal mosque, near the Bazaar.2 The Areiopagus, or hill of Ares, so called, it is said, in con¬ sequence of that god having been the first person tried there for the crime of murder, was beyond all doubt the rocky height which is separated from the western end of the Acro¬ polis by a hollow forming a communication between the northern and southern divisions of the city. It appears, however, that the court of Areiopagus, and the temple of the Semnae occupied only the eastern or highest summit of the hill, which agrees with the authorities indicating that other buildings were situated on the more western parts of the ridge. rI his court consisted originally of an open space, in which were an altar dedicated to Athena Areia, and two rude seats of stone for the plaintiff and defendant, or the accuser and accused, as the case might be. But we learn from Vitruvius, that at a later period this space was inclosed and roofed in with tiles, and the ancient mode of admini¬ stering justice in the open air altogether abandoned. The Persians occupied a position on the Areiopagus at the time when they made their attack on the western end of the Acropolis. Near to the spot on which the court stood was the temple of the Furies, as well as the building on which the sacred ship of the great Panathenaic festival was de¬ posited.3 Pnyx, Mu- In ancient times, a place at the foot of the Pnyx was the seium, &c. most common place of public assembly, especially during elections; but latterly it was less frequented for that pur¬ pose than the Dionysiac theatre, which has been already described. It appears to have been situated over against the Areiopagus, in view of the Propylaea, and not very far from the city walls; and it was constructed for the meet¬ ings of the people, not with the magnificence of a regular theatre, but with a simplicity characteristic of the earlier and severer age of Grecian liberty. The orators addressed the people, not from rostra splendidly decorated, but from a JSrj/jLa, or plain pulpit of stone, which looked to the sea. Athens. Some traces of this ancient structure still exist on a height or eminence, the situation and bearings of which, to the N. of the Museium, and the W. of the Areiopagus, accord per¬ fectly with the position of the Pnyx, as determined by the statements of the Greek writers.4 The whole range of hills which rises to the S.W. of the citadel, and above the ancient place of the popular assembly, bore the name of Pnyx. Plato informs us that it was opposite the Pnyx, and Antigonus Carystius relates a fabulous story, which would lead us to imagine that anciently it approximated more closely to the Acropolis than is at present the case. The Museium was another elevation S. of the Pnyx, and, like the Pnyx, it was within the peribolus or circumference of the ancient walls. It derived its name from the poet Mu- sseus, who was believed to be interred there. At a later period a monument was erected on this eminence by Philo- pappus, a descendant of the kings of Commagene in Syria, who, having been consul in the reign of Trajan, retired to Athens (as we learn from the inscription) to spend the remainder of his days “ from toils and cares remote,” in the bosom of that renowned city. Among the inferior courts of judicature mentioned by Pausanias, after describing the Areiopagus, were the Parabystum, where petty causes were tried ; the Trigonum, so called from its shape ; and the Ba- trachium and Phoenicium, which probably received their names from some peculiarities of colour in the edifices where they were held. The Palladium was a court where persons accused of murder were commonly tried. Those, however, who confessed to the act of slaying, but set up a justifica¬ tion of the deed—as, for example, that it had been done in self-defence-—were sent to be judged in the Delphinium, a tribunal which probably derived its name from being situ¬ ated near the temple of Apollo Delphinius.5 This completes our survey of the principal buildings, mo¬ numents, and localities, within the city, which we have de¬ scribed as fully as the limits to which the present article is confined would possibly admit; omitting nothing which we considered of material importance, either for conveying a just notion of the ancient splendour and magnificence of Athens, as contrasted with its actual state of decay and ruin, or for enabling the reader to understand and appre¬ ciate the innumerable allusions, references, and descriptions, with which the Greek writers, whether poets, historians, philosophers, or orators, abound. The whole of the north-western part of the city, compris- Ccele, ing the hills Museium, the Pnyx, and the hill of the Nymphs, Melit0. appears to have borne the name of Melite ; but it was subdi- Colyttus- vided into quarters. The valley between the Museium and Pnyx was called Colyttus or Collytus,6 and the district north of the Pnyx and south ofthe hill of the Nymphs bore the name of Scambonidae. The whole of this part of the city appears to have been densely peopled, and many of the illustrious per¬ sons in Athenian history are said to have dwelt there.7 On the south of the Museium the city extended a little way be¬ yond the river Ilissus, and the south-western part of the city bore the name of Coele, that is, hollow or low ground; it ap¬ pears to have been mainly used as a burying-ground. 1 Stuart’s Antiq. of Athens, vol. ii.; Leake’s Topography, p. 257 and 264. 2 The position of the cave of Apollo and Pan is exactly represented on a coin of Athens, which has been published by Stuart {Anti¬ quities of Athens, vol. ii. p. 37) and Barthelemy {Recueil des Cartes, Ac., relatifs au Voyage du Jeune Anacharsis, No. 27). It presents a view of the north-western side of the Acropolis, with the Propylsea to the right, the Parthenon to the left, and the colossal statue of Athena Promachos between them; whilst the grotto of Pan is represented a little to the left of the stairs which formed an ascent for foot passengers from the north side of the city to the Propylsea. {Topography of Athens, p. 62, 63.) 3 Jul. Poll. viii. 10; Aischyl. Eumenid. 680; Herod, viii. 52. 4 Jul. Poll. viii. 10; Harpocr. v. Aristoph. Tac. 659, ubi et Schol.Plutarch, Themist.; Plato Crit. 5 Galen in Harpocr. Epidem. iii. 3; Demosth. in Aristocrat, p. 643; Cf. J. Poll. viii. 10. 6 Plutarch in Them.; Tzetz. Chil. viii. Hist. 192, v. 326; Philostr. Sophist, ii.: Tertull. de Anim. cap. 20; Xenoph. Hell. v. i. 23; Aisch. Epist. ad Ctes. Harpocr. v. I^aAss. 7 Topography of Athens, 116; Dodwell, vol. i. p. 401. From an inscription cited by Spon we learn that Code belonged to the tribe Hippothoontis, Itin. tom. ii. p. 426. VOL. IV. v 170 ATHENS. Athens. Ilissus and Enneacru- nos. Odeium, Eleusini- um, &c. Lyceium The far-famed Ilissus, from which Athens was principally supplied with water, and which Plato in a well-known pas¬ sage of his Phcedrus has described as a perennial stream, is now almost always dry, its waters being drawn off, either to irrigate the neighbouring gardens or to supply the artificial fountains of the modern city. It rises to the N.E. of the town, and after a course of a few miles, loses itself in the southern marshes. Not far from the supposed site of the Lyceium, and close to the walls of Athens, it is joined by another stream, or rather water-course, which is believed to be the Eridanus of Pausanias. The fountain of Callir- rhoe or Enneacrunos supplied the only spring water used by the Athenians, that of the other wells being either salt or brackish. According to Thucydides, it was situated on the S. side of the city, close to the temples of Bacchus and Zeus Olympius ; but other authors affirm that it rose near the stream of the Ilissus ; and here, in fact, Spon and Whe- ler observed a fountain, a little below the south-eastern angle of the Olympeium, to which the natives still applied the name of Kalliroi. Colonel Leake says that it now forms a pool, which in the drought of summer becomes muddy and scanty, but which is still resorted to as the only place in the neighbourhood furnishing sweet water.1 Near the fountain of Callirrhoe or Enneacrunos stood an Odeium (which the reader will be careful to distinguish from that of Pericles, formerly mentioned), adorned with various statues of the Egyptian Ptolemies, as well as of Philip, Alexander, Lysimachus, and Pyrrhus, and probably erected by some prince of the Macedonian dynasty. This seems to have been a sort of minor theatre, intended for re¬ citation and music without action. In Agrae, a south-east¬ ern suburb of Athens, and on the left bank of the Ilissus, a little above Enneacrunos, was the Eleusinium, or temple of Demeter and Persephone, set apart for the celebration of the lesser Eleusinian mysteries. It is conjectured to have stood on the southern bank of the Ilissus, opposite the western point of the little island of the Ilissus, where the foundations of an ancient building are still observable. Plu¬ tarch informs us that the Stadium was erected by Lycurgus the son of Lycophron for the celebration of games during the great Panathenaic festival. Pausanias describes it as an astonishing structure, rising in the shape of an amphi¬ theatre above the Ilissus, and extending to the banks of that stream. It was originally constructed about the year 350 B.c. for the purpose just mentioned; and about five centuries afterwards it was covered with seats of Pentelic marble by Herodes Atticus, who is said to have been interred within its walls. The marble seats have all disappeared, but the entire cavea remains, together with the masses of masonry by which the semicircular end on the south was formed out of the torrent-bed of the Ilissus; and similar ruins are also observable at the opposite end, with the piers of a bridge over the Ilissus, and the site of a building on the summit of either hill. The temple of Triptolemus, which Pausanias also places above Enneacrunos, was probably the beautiful little Ionic building which the drawings of Stuart have pre¬ served from oblivion. It formed in his time the church of Panagia on the Rock, but has now almost entirely disap¬ peared. Travellers have sometimes taken this building for the Eleusinium ; but it is scarcely credible that the edifice where the sacred mysteries of Ceres were celebrated should have been of so small dimensions.2 Higher up the river was Agra:, containing the temple of Artemis Agrotera, an altar dedicated to Boreas, and ano¬ ther sacred to the Musae Ilissiades. In the vicinity, too, were some gardens, and a temple of Aphrodite celebrated for a statue of the goddess, executed by Alcamenes, a pupil Athens, of Phidias. But the most interesting spot in this quarter, on the outside of the walls of the city, was the Lyceium, a sacred inclosure dedicated to Apollo Lycius, where the polemarch originally held his court. It was decorated with fountains, plantations, and ornamental edifices by Peisistra- tus, Pericles, and Lycurgus, and became the usual place of exercise for such of the Athenian youth as devoted them¬ selves to military pursuits. Nor was it less frequented by philosophers and others fond of retirement and study. The Lyceium is indissolubly associated with the immortal name of Aristotle, who delivered his prelections, esoteric as well as exoteric, while walking within its sacred inclosure, and whose followers, thence called Peripatetics, have added to the celebrity of the spot which formed the favourite resort of the greatest philosopher of the ancient world. The posi¬ tion commonly assigned to the Lyceium is on the right bank of the Ilissus, nearly opposite to the church of Petros Stauromenos, which is supposed to correspond with the tem¬ ple of Artemis Agrotera, on the other side of the river.3 We shall now proceed briefly to notice some of the remarkable places or suburbs connected with Athens. Cynosarges was a spot consecrated to Hercules, and pos- Cyno- sessed a gymnasium, with groves frequented by the philo- sarges. sophers, as well as a sort of consistorial tribunal for decid¬ ing in all questions of legitimacy. After the battle of Ma¬ rathon, when the city was threatened by the Persian fleet, which had doubled the promontory of Sunium (Cape Co- lonna), the Athenian army took up a position at Cynosar¬ ges, in order to cover the capital from attack, and to give battle to the enemy should they venture to land, which, however, they did not. Philip, the son of Demetrius, is said to have encamped on the same spot with a very differ¬ ent intention, and to have destroyed the groves and build¬ ings around it, as well as those of the Lyceium. Cynosar¬ ges is supposed to have been situated at the foot of Mount Lycabettus, now the hill of St George, and to the south¬ ward of the place called Asomato.4 On the opposite side in the west, and outside the city Outer Ce- walls, was the exterior Ceramicus, of which we have already ramicus. spoken incidentally. Here were interred Pericles, Phor- mio, Thrasybulus, and Chabrias; in this vast cemetery the bravest and the best men, who had proved themselves the ornaments of their country and the benefactors of their species, lay as it were in state beside that celebrated capi¬ tal which their valour had defended or their genius illus¬ trated ; and, as far as the Academy, the road was lined on either side with the sepulchres of those Athenians who had fallen in battle. Over each tomb was placed a stele or pil¬ lar, whereon were commemorated the names and tribes of the deceased. Among the several monuments enumerated by Pausanias we may notice those of the soldiers who fought at Tanagra before the Peloponnesian war, on the Euryme- don under Cimon, at Potidsea under Callias, and at Amphi- polis and Delium. One column commemorated the names of those who had fallen in Sicily; that of Nicias, however, was excepted, in consequence of his having surrendered to the enemy; while, on the other hand, Demosthenes was adjudged worthy of having his name inscribed, because, al¬ though he had capitulated for his army, he refused to be included individually in the treaty, and made an attempt on his own life. Here, also, were the cenotaphs of those who fell in the naval combat on the Hellespont, at the battle of Chseroneia, and in the course of the Lamian war ; here rose the tombs of Cleisthenes, who increased the number of the Attic tribes, of Tolmides, of Conon and Timotheus, whose 1 Plat. Phaedr. p. 229; Leake’s Topogr. p. 49; Wheler’s Travels, p. 366; Spon, tom. ii. p. 122. 2 Pausan. Attic. 14 and 19 5 Philostr. Vit. Herod.; Stuart, Antiq. of Athens, ill. 5 5 Leake, 116. 3 T)iog. Laert. Vit. Antisthen.; Steph.; Leake, p. 150. 4 Pausan. Attic. 29; Plutarch, Vit. Lycurg. in Dec. Rhet.; Leake, p. 150. ATHENS. Athens, exploits were only surpassed by those of Miltiades and Ci- '''—v'™-'’ raon : and here rested from their labours, in honoured repose, Zeno and Chrysippus, Harmodius and Aristogeiton, Ephi- altes and Lycurgus, besides many others whom it would be tedious to enumerate. The games called Lampadephoria were celebrated in the outer Ceramicus.1 Academy. The Academy (of which we have already spoken under that head) was situated at the extremity of this cemetery, about six stadia from the gate Dipylum. It was originally a deserted and unhealthy spot; but it was afterwards sur¬ rounded with a wall built at a great expense by Hipparchus, and was planted, divided into walks, and supplied with fountains of water, by Cimon. Before the entrance was an altar of Love ; within was a temenos of Athena, containing a temple of Prometheus, with an altar in the vestibule, where¬ on were figured in relief Hephaestus and Prometheus, and whence also the race of the Lampadephoria usually com¬ menced. Here likewise was a sanctuary of the Muses, built by Xenophon, containing statues of the Graces, dedi¬ cated by his disciple Speusippus, and a statue of Plato by Silanion, dedicated by Mithridates, a Persian. The Aca¬ demy had likewise altars of Hermes, of Hercules, and of Zeus Cataebates, also surnamed Morius, from the sacred olives called monVz, which grewnearthe sanctuary of Athena; and contained the garden of Attalus, where the sophist La- cydes had his school, besides a (366po<; or tank, and some magnificent plane-trees of unusual height and size, which the Roman barbarian Sulla caused to be cut down during the siege of Athens. The modern name of Ahathymia leads the traveller directly to this once favourite haunt of philosophers and poets; where the divine spirit of Plato poured forth its lofty fancies and sublime speculations in a stream of eloquence which the gods themselves might envy ; where genius was married to science, and poetry to philo¬ sophy ; and where the foundations were laid of a school which was destined to exert a powerful and (we may add) perennial influence on the opinions of mankind. But the name is the only memorial that remains of the Academy. “ It is now,” says Mr Hawkins, “ an open piece of ground, not exceeding five acres, and presents nothing remarkable in its appearance. A few scattered olives grow on it; and some paces farther west we saw a number of gardens and vineyards, which contained fruit trees of a more exuberant growth than in any other part of the plain.”2 Lycabettus Another suburb was situated on the lofty height overhang¬ ing the city in the N.E., and now called the hill of St George. This hill used to be identified with one mentioned by Pausanias under the name of Anchesmus, but Mr Wordsworth in his work on Attica has very happily made out that the hill is no other than the Lycabettus, which is so often mentioned by ancient authors as in the immediate vicinity of Athens. Long We have already had occasion to allude generally to the all°' fortifications of Athens, including the celebrated Long Walls which connected the city with its several ports. The latter were first planned and commenced by Themistocles, after the termination of the Persian war; evidently with the in¬ tention of preventing any future invader from intercepting the communication between the City and the Peiraeus, and thus starving the former into submission. But the hero of Salamis did not live to execute this great undertaking, which was continued after his death by Cimon, and finally com¬ pleted by Pericles. These walls, which were deservedly considered by the ancients as one of the greatest objects of curiosity at Athens, were flanked at intervals with towers, some traces of which are still to be seen, and, together with a portion of the walls of the City and of the Peiraeus at either end, formed an inclosure, which constituted one of the three great garrisons into which Athens was divided, 171 and which, in this light, was sometimes denominated the Athens, long fortress (to paxpov Telcos). Prom an expression of Plato, quoted by Harpocration (Siajaeo-ou ret^o?), as well as from the description of the Athenian fortifications given by Thucydides (ii. 13), it is perfectly evident that the City of Athens was connected with the port-towns by three walls, viz., the Phaleric, 35 stadia long, and the two long walls, each of which was 40 stadia in length. The northern long wall and the Phaleric were built first, and the intermediate one was built at the suggestion of Pericles, for the purpose of rendering the communication between Athens and Pei¬ raeus more secure. The long walls remained entire for about 54 years after their completion ; that is, until the cap¬ ture of Athens by the Peloponnesian forces, when they were dismantled and much injured; but 11 years subse¬ quent to this disaster they were rebuilt by Conon, with the assistance of Pharnabazus, and the interior as well as the exterior rampart was guarded at intervals by towers and other defences. In the siege of Athens by Sulla, however, they were again broken down, and almost entirely destroyed. With regard to the existing remains, “ they are chiefly re¬ markable,” says Colonel Leake, “ towards the lower end, where they were connected with the fortifications of Pei¬ raeus and Phalerum. The modern road from Athens to the port Drako, at something less than 2 miles short of the latter, comes upon the foundations of the northern long wall, which are formed of vast masses of squared stones, and are about 12 feet in thickness. Precisely parallel to it, at the distance of 550 feet, are seen the foundations of the southern long wall; the two thus forming a wide street running from the centre of the Phaleric hill, exactly in the direction of the entrance of the Acropolis.”3 Maritime Athens was divided into three districts and as Maritime many havens or ports; namely, Peiraeus, Munychia, and Athens. Phalerum. Prom the earliest times Peiraeus was a demus; but it did not become a harbour for ships until the adminis¬ tration of Themistocles ; for hitherto Phalerum had been the usual port, as there the sea was nearest the city. The harbour of Peiraeus was subdivided into three lesser havens, named Cantharus, Aphrodisium, and Zea. The first was appropriated as a dock-yard for the construction and repair of ships of war; the second seems to have been the middle or principal port; and the third, which was the outermost, appears from its name to have contained the granaries in which the Athenians deposited the corn imported from the countries on the Euxine and other places for the supply of the capital. The most remarkable edifices and sites in the Peiraeus were the maritime bazaar or emporium called Macra Stoa, consisting of five porticoes, so connected together as to form in fact only one grand or long portico ; the market¬ place, called Hippodameia ; the Deigma or exchange : the Serangium or public bath ; the Phreattys or court of crimi¬ nal justice, with a sort of admiralty jurisdiction ; a theatre, of which some remains are still to be seen; and, lastly, the tomb of Themistocles. The Peiraeus is now known by the name of Port Drako or Leone, from a colossal figure of a lion which once stood upon the beach, but was removed by the Venetians in the year 1687. The port of Munychia, so called, it is said, from Munychus, an Orchomenian, was situated at the outer extremity of a promontory or narrow neck of land, at no great distance from the Peiraeus. Strong by nature, Munychia, when inclosed within fortified lines connecting it with the other harbours, became a most im¬ portant position, from the security it afforded to the mari¬ time dependencies of Athens; and accordingly we find it always mentioned as the point which was most particularly guarded when any attack was apprehended on the seaward side. This port, which is nearly circular, is known to the 1 Leake, Topography of Athens, 290. 2 Topography of Athens, in Walpole’s Mem. vol. i. p. 488, note. 3 Leake’s Topography of Athens, p 351. See also p. 354 and 357. 172 A T II E N S. Athens. Greeks of the present day by the name of Stratioki. Pha- v'—lerum, the most ancient of the Athenian ports, ceased to be of any importance in a maritime point of view after the erection of the docks in the Peirceus ; but it was neverthe¬ less inclosed within the fortifications of Themistocles, and, as we have already seen, gave its name to one of the long walls, by means of which it was connected with Athens. Its modei'n name is Porto Fanari.1 Ever since the year 1833, excavations and investigations of every kind have been carried on at Athens, partly by private enterprise and partly by the government of Greece ; and the topographical discoveries which have been made within the period that has elapsed since, are very consider¬ able ; but far more numerous are the discoveries of works of art, inscriptions, and architectural remains. It would lead us too far here to give an account of all these matters, but in order to enable the reader to pursue the study of Athe¬ nian topography more in detail, we shall subjoin a list of the more important works on the subject:—1. Wordsworth, Athens and Attica, London, 1836; Muller, Be Munimen- tis Athenarum, Gottingen, 1836; A. Westermann, in the Neue Jahrbiicher fur Philologie und Paedagogik, vol. xli., p. 230, fob The dissertations upon the particular buildings and localities are almost countless. Having thus completed the description of Athens, with its suburbs and dependencies, all that now remains to be done is to notice a few of the most remarkable epochs in its history, and to conclude with some account of the modern town, collected from the most recent authorities. History of The history of Athens, from the death of Alexander to the city. tjie preseilt time, may be compressed within comparatively narrow limits. Soon after the premature decease of the Macedonian hero, the citizens revolted; but they were de¬ feated by Antipater, who garrisoned Munychia. Another insurrection followed with no better success. The garrison and oligarchy were reinstated; Demetrius, surnamed the Phalerean, was appointed governor of the city; and no less than 300 statues were erected in honour of this man, by the degenerate descendants of those Athenians who had thought a place in the foreground of a picture, painted at the public expense, an adequate reward for the victory of Marathon. But Demetrius, surnamed Poliorcetes, “the shame of Greece in peace, her thunderbolt in war,” with¬ drew the garrison, and restored the democracy ; a service for which he was deified by the Athenians, who assigned him a residence in the opisthodomos of the Parthenon, as a guest worthy of being entertained by Athena herself, and after¬ wards placed the Peiraeus, with Munychia, at his disposal. As usual, however, they soon became weary of their idol, expelled his garrison, and regained their independence; chiefly, as is said, by the intercession of Craterus the philo¬ sopher, who persuaded Demetrius to leave them in posses¬ sion of their liberty. Antigonus Gonatas, the next king of Macedonia, proved less scrupulous than “the Taker of Cities,” and again seized upon Athens, where he established a garrison. But, on the death of Demetrius, son of Gonatas, the people, aided by Aratus, recovered their liberty; and the Peiraeus, Munychia, Salamis, and Sunium, were restored to them, on payment of a considerable sum of money by way of equivalent. Disregarding this arrangement, how¬ ever, Philip, the son of Demetrius, invaded Attica, and, en¬ camping near the city, burned and destroyed the sepulchres and temples of the villages, slaughtered the inhabitants, and laid waste the greater part of the country. Driven to despair by these barbarous proceedings, the Athenians were forced to solicit the protection of the Ho- Athens, mans, which was readily granted, and to receive a garrison into the citadel, which it continued to occupy until the war with Mithridates, king of Pontus. But, taking advantage of the embarrassments of Rome, occasioned by one of the most arduous contests in which she had yet engaged, the Athenians, at the instigation of Aristion, general of the royal linguist, rose upon their protectors and expelled the gar¬ rison. This act of ingratitude met with an exemplary pun¬ ishment. War was immediately declared; and Sulla soon afterwards appeared in Attica at the head of a powerful army. Unable to withstand the fury of the Romans, Ar- chelaus, the Athenian general, relinquished the defence of the long walls, and retired into the Peiraeus and Munychia. Sulla, on the other hand, immediately laid siege to the Pei¬ raeus, as well as to the city itself where Aristion commanded ; and having received information that some persons had been overheard conversing in the Ceramicus, and blaming Aristion for his neglect of the avenues near the Heptachalcos, where the wall was accessible, he instantly resolved to assault the town in that quarter. Accordingly, about midnight he en¬ tered the city by the gate Dipylum, which he forced, and, having overcome every obstacle between it and the Peiraic gate, was soon master of Athens. Aristion fled to the Acro¬ polis ; but being at length compelled to surrender from want of water, the supply of which had been cut of, he was dragged from the sanctuary of Athena, where he had sought refuge, and instantly put to death. This event took place in the year of Rome 668, or about 86 years before the Christian era. Sulla raged against the unfortunate city with the fury of a barbarian ; burning the Peirseus and Munychia, de¬ facing the monuments in the town and suburbs, and not even sparing the sepulchres of the dead in the Ceramicus. In the civil war between Caesar and Pompey, the Athe¬ nians declared for the champion of liberty. But although the battle of Pharsalia placed them at the mercy of Caesar, that great and generous conqueror, “ whose brow was girt with laurels more than hair,” scorned to sully the lustre of his renown by any act of vengeance, and, with a magnani¬ mity native to his character, dismissed the envoys who had been sent to propitiate him, with this fine observation : “ I am content to spare the living for the sake of the dead.” The same lingering affection for liberty which had led the Athe¬ nians to side with Pompey, also induced them to take part with Brutus and Cassius, in the wars of the second trium¬ virate ; and they had even the spirit to erect statues to the two Roman patriots, beside those of their own deliverers, Harmodius and Aristogeiton. But at Philippi, as at Phar¬ salia, the gods declared against liberty,2 and the Athenians were again on the losing side. Nor were they more fortu¬ nate in the contest which ensued between Octavianus and Antony; for, having joined the latter, who gave them vEgina, Cea, and other islands, they incurred the resentment of Au¬ gustus, now become master of the Roman world, who treated them with the utmost harshness and severity. Under Ti¬ berius the city declined, but it still continued to enjoy a con¬ siderable share of freedom, and was regarded as an ally of the Romans. Germanicus conferred upon it the privilege of having a lictor to precede the magistrates ; but he was censured for this act of condescension, as “ the race of noble bloods” was now believed to be extinct, and the Athenian people a mixture of all nations. Nerva also proved rather indulgent to Athens ; and under his successor, Trajan, Pliny exhorted Maximus, when intrusted with the government, to be mindful of the ancient glory of that classic land, and to 1 For a full and accurate account of the present state of the Peiraeus and its adjoining ports see Colonel Leake’s work, p. 312, 325, and 326. 2 The fine, though somewhat irreverent, sentiment expressed in the following line of Lucan, is not altogether inapplicable here :—- “ Victrix caussa diis placuit, sed victa Catoni.” A T II Athens, rule Greece as if it had still been composed of free cities.1 —Hadrian, prouder of the archonship of Athens than of his imperial dignity, gave the city a digest of laws compiled from the codes of Draco, Solon, and other legislators, and testi¬ fied his affection for it by unbounded munificence. Anto¬ ninus Pius, who succeeded Hadrian, and Antoninus the philosopher, also proved themselves benefactors of Athens, though on a less magnificent scale than their predecessor. In the reign of Valerian, the northern barbarians first ap¬ peared in the north of Greece, where they laid siege to Thes- salonica. This extraordinary apparition having alarmed all Greece, the Athenians restored their city wall, which Sulla had dismantled, and otherwise placed the town in a state of defence sufficient to secure it against a coup-de-main. But under Gallienus, the next emperor, Athens was besieged, and the archonship abolished; upon which the strategos or general, who had previously acted as inspector of the Agora, became the chief magistrate. Under Claudius the city was taken, but recovered soon afterwards. Constantine the Great gloried in the title of General of Athens, which had been conferred upon him, and expressed high satisfaction on ob¬ taining from the people the honour of a statue with an in¬ scription ; a distinction which he acknowledged by sending to the city a yearly gratuity of grain. He also conferred on the governor of Attica and Athens the title of Meyas AoDf, or Grand Duke, which soon became hereditary ; and his son Constans bestowed several islands on the city, in order to supply it with corn. In the time of Theodosius I., that is, towards the end of the fourth century, the Goths laid waste Thessaly and Epirus ; but Theodoras, general of the Greeks, acted with so much prudence that he saved the Greek cities from pillage and the inhabitants from captivity; a service which was most gratefully acknowledged. But this deliverance proved only temporary. The fatal period was now fast approaching; and, in a real barbarian, Athens was doomed to experience a conqueror yet more savage and re¬ morseless than Sulla. This was Alaric, king of the Goths, who, under the Emperors Arcadius and Honorius, overran both Italy and Greece; sacking, pillaging, and destroying. Never indeed did the fury even of barbarian conquest dis¬ charge itself in a fiercer or more desolating tempest. The Peloponnesian cities were overturned ; Arcadia and Lace¬ daemon were both laid waste; the gulfs of Lepanto and Aigina were illuminated with the flames of Corinth ; and the Athe¬ nian matrons were dragged in chains to satisfy the brutal desires of these rampant barbarians. The invaluable trea¬ sures of antiquity were removed ; stately and magnificent structures were reduced to heaps of rain; and Athens, stripped of the monuments of her ancient splendour, was compared by Synesius, a writer of that age, to a victim of which the body had been consumed, and the skin only re¬ mained. After this dreadful visitation Athens sank into insignificance, and became as obscure as it had once been illustrious. We are indeed informed that the cities of Hellas were put in a state of defence by Justinian, who repaired the walls of Corinth, which had been overturned by an earthquake, and those of Athens, which had fallen into decay through age. But from the time of this emperor a chasm of nearly seven centuries ensues in its history; except that, about the year 1130, it furnished Roger, the first king of Sicily, with a number of artificers, w7ho there introduced the culture of silk, which afterwards passed into Italy. The worms, it seems, had been brought from India to Constantinople in the reign of Justinian. E N S. - 173 Doomed apparently to become the prey of every spoiler, Athens. Athens again emerges from oblivion in the thirteenth cen- tury, under Baldwin and his crusaders, at a time when it was besieged by a general of Theodoras Lascaris, the Greek emperor. In 1427 it was taken by Sultan Murad ; but some time afterwards it was recovered from the infidels by another body of crusaders, under the Marquis of Montferrat, a pow¬ erful baron of the West, who bestowed it, along with Thebes, on Otho de la Roche, one of his principal followers. For a considerable time both cities were governed by Otho and his descendants, with the title of dukes; but being unable to maintain themselves in their Greek principality, they were at length succeeded by Walter of Brienne, who, soon after his succession, was expelled by his new subjects, aided by the Spaniards of Catalonia. The next rulers of Athens were the Acciaioli,an opulent family of Florence, in whose posses¬ sion it remained until 1455, when it was taken by Omar, a general of Mahomet II., and thus fell a second time into the hands of the barbarians. The victorious sultan settled a Mahometan colony in his new conquest, which he incor¬ porated with the Ottoman empire ; and Athens, as well as Greece, continued to form an integral part of the Turkish dominions, until the treaty of Adrianople in 1829, following up the provisions and stipulations of the treaty of London, 7th July 1827, established within certain limits the new state of Greece, of which ancient Athens is now the capital. From the period of the Ottoman conquest to the com- Sieges, mencement of the insurrection in 1821, Athens wTas only known in history by two attempts, on the part of the Ve¬ netians, to expel the Turks and make themselves masters of the city. The first of these took place in 1464, only nine years after its capture by the Osmanlis, and proved an en¬ tire failure. But the second, which was undertaken in 1687, more than two centuries later, was crowned with a tempo¬ rary and fatal success. In the month of September of that year, Count Konigsmarck, a Swede in the service of Venice, having disembarked at the Peiraeus a force of 8000 foot and 870 horse, forming part of the armament under Francesco Morosini, afterwards doge, marched to Athens ; and having summoned the citadel without effect, he erected a battery of heavy ordnance on the hill of the Pnyx, and placing two mor¬ tars near the Latin convent at the western foot of the Acro¬ polis, bombarded it for several days. The fire of the cannon wras chiefly directed against the Propylsea, and the modern defences below that edifice ; whilst the mortars continued, without intermission, to throw shells into the citadel. The consequence was, that the beautiful little temple of Nike Apteros, the frieze of which is now in the British Mu¬ seum, was completely destroyed by the breaching battery ; and the Parthenon, besides being greatly injured by the bursting of the shells, was, towards the close of the attack, almost rent in pieces by the explosion of a powxler magazine, which reduced the middle of the temple to a heap of ruins, threw down the whole of the wall at the eastern extremity, and precipitated to the ground every statue on the eastern pediment. The western extremity was fortunately less in¬ jured, and a part of the opisthodomos was still left standing, together with some of the lateral columns of the peristyle adjoining to the cell. But the shock was nevertheless abun¬ dantly disastrous ; and wrhen the Turks afterwards regained possession of the citadel (from which, on this occasion, they were expelled), they did all in their power to complete the destruction which the Venetians had so vigorously begun, by defacing, mutilating, or burning for lime every fragment of the edifice within their reach.2 * 1 “You will revere the gods and heroes their founders,” said he; “you will respect their pristine glory, and even their age; you will honour them for the famous deeds which are truly, and even for those which are fabulously, recorded of them: remember it is Athens you approach.” 2 It has been often remarked of the Turks that they are encamped rather than settled in Europe. Far from improving the countries they govern, they scathe everything that comes within their reach: they destroy monuments, but build none; and when at length 174 A T H A T H Athens In the course of the late revolutionary war, Athens sus- souls, but during the war the greater part of the city was laid Athens II tained three sieges. The first was laid by the Greeks in in ruins, and most of the inhabitants were dispersed. In Athel;ton Atherston. 1822< Having carried the town by storm, and driven the 1834, it was declared the capital of the new kingdom ot ^ v ' Turks into the citadel, they established a strict blockade Greece. Great exertions have been made to restore the city; of the fortress, which was continued until the advance of streets have been opened, levelled, and widened though the pasha at the head of 4000 men induced them to aban- most of them are still narrow, winding, and irregular; the don their enterprise, and fly, with the Athenians, to Sala- ancient sewers have been cleaned and repaired; and the mis and iEgina. Two months afterwards, the pasha having marshes of the Cephissus, the exhalations of which were ex¬ left Athens to the defence of 1500 men, the Greeks again tremely noxious, are m the course of being drained. I he ventured to attack the town, and succeeded in obliging the ancient buildings have also been cleared of their rubbish, and Turks to seek refuge in the citadel, which they forthwith some important discoveries have been made. Ihe small determined to besiege ; but, from ignorance and want of temple of Victory has already been spoken of. Ihe other means, no progress whatever was made in the operation marble fragments of buildings discovered have been placed until they obtained possession of the well which supplied in the temple of Theseus. The royal palace is a large build- the garrison with water, when the Turks agreed to capitu- ing of Pentelic marble, situated in the east part ot the city, on late upon condition of being immediately embarked with the highest part of the gentle eminence which rises from the their families, and sent to Asia Minor. On various pre- level of the Ilissus and Cephissus towards Lycabettus. A tences, however, the embarkation was delayed from time to theatre, a barrack, a military hospital the royal stables, and time ; and when intelligence at length arrived that a large many large private buildings, have all been raised since 1834. Turkish force was advancing upon Athens, the Palicari, in- The houses, built in the modern German style, are generally stead of manning the walls and preparing for a vigorous de- supplied with jalousies and balconies ; and have shops and fence, rushed in a body to the houses where the prisoners coffeehouses on the ground floor. A university was esta- were confined, and commenced an indiscriminate massacre, blished here in 1837, and has an anatomical theatre, a con- in which the young and beautiful inmates of the harem, the siderable library, and 34 professors and teachers, with (m aged and infirm, and the brave but defenceless spahis and 1845) 195 students. The gymnasium a preparatory school janissaries, fell alike beneath the merciless yataghan. This to the university, is attended by about 800 regular students, atrocity, for which no possible palliation can be alleged, besides many more attending particular lectures. It has eight and which, in every circumstance of cruelty, exceeded that professors, divided into three classes 1. Ancient fjreek, previously perpetrated at Trippolizza, reflects indelible dis- Latin, Geometry, Algebra, Logic, and Moral Science; — honour on the Greek character, and proves that they inherit Ancient Greek, Geometry, Algebra, Psychology, History ; the faithlessness of their ancestors, with the innate ferocity 3. Ancient Greek, Latin, Algebra, Geography, History, of their former masters. The third siege was laid by the and the French and English Languages. There are also Turks in 1826. The Greeks had left a strong garrison in a military and an ecclesiastical academy, a normal, Lancas- the Acropolis, with provisions for several months ; and a terian, infant, and other schools, especially one established by spring of water having been discovered in the cave of Pan, the American missionaries, now in a very flourishing con- and inclosed by Odysseus within the defences of the cita- dition, and a splendid establishment for the education o del, there was no danger of its being starved into a surren- young ladies, founded by the munificence of a benevolent der. But the Turks having established batteries near the lady, and called the ApaoKetov. The population of the city Pnyx and on the hill of the Museium, and having drawn a in 1845 amounted to 27,800. Porto Leone (the ancient line of trenches round the citadel, with the view of inter- Peiraeus) contained at the same date 1000 houses. A good cepting all communication between the besieged and the road has been made between it and the city, a distance of Greek army, the garrison was hard pressed; and although five miles, and a constant communication is kept up by Colonel Fabvier succeeded in forcing his way through the means of fiacres; a large customhouse, a quay, and a laza- Turkish lines with 500 men and a supply of ammunition, retto, have been erected; and the port presents rather a bust- and thus affording immediate relief, yet the total defeat of the ling appearance. The harbour is deep and secure, but has Greek army under General Church, at the battle of Athens, a very narrow entrance. The government is constructing a fought in the hope of raising the siege, led soon afterwards pier, which will afford accommodation to several hundret to the surrender of the Acropolis, which remained in the hands merchant vessels. Outside, about two miles to the wes- of the Turks until the termination of the revolutionary war. ward, there is a great roadstead, with nearly eighteen a- In 1812 Athens could boast of a population of 12,000 thorns of water. (J,B Ev ATHENS, the name of several towns and villages in the United States of America. The principal are, 1. the capital of a county of the same name in the S.E. of the state of Ohio, finely situated on the Hockhocking River, 40 miles from its mouth. It is the seat of the Ohio university and of an academy. Pop. 1593. 2. A town in the county of Clark, state of Georgia, on the W. bank of Oconee River. Pop. 3000. It contains the university of Georgia. ATHEROMA (at^/xo/xa), in Surgery, an encysted tu¬ mour, containing a soft substance resembling pap (aOripr]), intermixed with hard particles. ATHERSTON, a market-town of Warwickshire, hun¬ dred of Hemlingford, 23 miles N. of Warwick. It consists chiefly of one street, is well paved and lighted with gas; and its sanitary condition has lately been much improved by sewers, &c. It has a market-house ; a parochial chapel, once part of a convent; a Roman Catholic chapel; Independent and Methodist meeting-houses; a free grammar-school; a free school for boys, and another for girls; an infant school; a literary institution ; subscription library ; savings bank; and a dispensary. The staple manufacture is that of hats. The Coventry canal, which passes close by the town, adds considerably to its trading facilities. Pop. in 1851, 3819. ATHERTON, or Chowbent, a township in the parish of Leigh and hundred of West Derby, in Lancashire, 200 miles from London. It is one of those places which have grown to wealth and populousness since the extension of the cotton trade. Pop. in 1851, 4655. they are driven out by the chances of war or revolution, the only traces they leave of their sway are which they everywhere encompass themselves. to he found in the desolation with A T H Athias ATHIAS, Joseph, a celebrated rabbi and printer at II Amsterdam, who printed a great number of Bibles in He- Athos. kreWj more correct than any that had previously been edited. He was a learned Hebraist as well as a skilful typographer, although it is said that there are occasional errors in the points, especially in the edition of 1661, many of which, however, were corrected in that of 1667. He also printed many Bibles in the corrupted Hebrew spoken by the Jews of Spain, Germany, Poland, and England. He died in 1700. ATHLET/E, in Antiquity, persons of strength and agi¬ lity, disciplined to perform in the public games. The word is originally Greek, aOXrjrris, formed from dOXos, certamen, combat; whence also, adXov, the prize or reward adjudged to the victor. Under athletae were comprehended wrestlers, boxers, runners, leapers, throwers of the disk, and those prac¬ tised in other exercises exhibited in the Olympic, Pythian, and other solemn games. Athletae were first introduced at Rome by M. Fulvius in the year B.c. 186, and enjoyed under the emperors many privileges. Some curious parti¬ culars relative to their mode of training are given by several writers, which show that very different ideas were enter¬ tained, at different periods, of the diet most suitable for ath¬ letae.—See Paus. vi.; Diog. Laert. vi. viii.; Galen, de Val. Tuend. iii. Athen. ix. x. ATHLONE, a market-town and parliamentary borough of Ireland, lying partly in West Meath and partly in Ros¬ common, 76 miles W. of Dublin. The River Shannon di¬ vides the town into two portions, which are connected by a handsome new bridge, opened in 1844. The rapids of the Shannon at this point have been obviated by means of a canal about a mile long, which renders the river navigation practicable for 71 miles above the town. In the war of 1688, the possession of Athlone was considered of the great¬ est importance; and it consequently sustained two sieges, the first by William III. in person, which failed; and the second by General Ginkell, who, in the face of the Irish, forded the river, and took possession of the town with the loss of only fifty men. During the late war with France, it was strongly fortified on the Roscommon side, the works covering 15 acres, and containing two magazines, an ord¬ nance store, an armoury with 15,000 stand of arms, and bar¬ racks for 1500 men. There are two parish churches, two Roman Catholic parochial chapels, a Franciscan and Augus- tinian chapel, Presbyterian, Baptist, and Methodist meeting¬ houses, a sessions court-house, bridewell, a union work- house, and two branch banks. It has a distillery, a brewery, and a tannery ; and an active trade is carried on with Shan¬ non harbour and Limerick by steamers, and with Dublin by the grand and royal canals. Market-days, Tuesday and Saturday. The borough returns one member to parliament. Pop. in 1851, 6218 ; constituency, 181.—Thom’s Irish Al manac for 1853. ATHOL, a district of Scotland, in the north of Perth¬ shire, comprising an area of about 450 square miles. It is bounded on the N., the N.W., and W. by Badenoch and Lochaber in Inverness-shire, on the S. by Breadalbane and Strathmore, E. by Forfarshire, and N.E. by Mar in Aber¬ deenshire. This district is rough and mountainous, inter¬ spersed with woods and valleys, but withal beautiful and ro¬ mantic. In Blair, amidst a wilderness of old trees, stands Blair Castle, the principal seat of the Duke of Athol. In the same neighbourhood is situated the pass of Killicrankie, memorable as being the scene of action between the troops of William III. under General M‘Kay, and the Highland adherents of James II. under the celebrated Viscount Dun¬ dee. Glentilt, in this district, has lately acquired notoriety from the attempts made to deprive the public of the right of way. ATHOS, a celebrated mountain of Chalcidice in Mace¬ donia, situated in Long. 24. 20. E. and Eat. 40. 10. N. The ancients entertained extravagant notions concerning its A T K 175 height. On many accounts it was famous amongst them, Athy but it is no less so among the moderns. The Greeks, struck II with its singular situation, and the venerable appearance of Atkins- its towering ascent, rising as it does in the form of an isolated pyramid, erected so many churches, monasteries, hermitages, &c., upon it, that it became in a manner inhabited by de¬ votees, and from thence received the name of the Holy Mountain, which it still retains, though many of those conse¬ crated abodes are now decayed. This mountain stands at the extremity of a peninsula of about 40 miles in length, and an average breadth of four miles. It is 6349 feet in height, about 30 miles in circumference, and may be seen 90 miles off. It abounds with many different kinds of plants and trees, particularly the pine and fir. The appearance of the mountain at present is exceedingly interesting. Upon its sides there is scattered a profusion of convents, chapels, villages, cells, and grots, inhabited by a number of monks of various countries, who never marry, and subsist on the most penitential fare. They are very industrious, cultivat¬ ing the vine and the olive in the field, and practising various mechanical arts in their secluded abodes. The libraries of some of the convents appear to contain valuable remains of ancient literature ; for, some years ago, a copy of the Greek fabulist Babrius was discovered there by a Greek, and edi¬ tions of this collection of metrical fables have since been published in France, England, and Germany. Through this mountain, or rather through the isthmus behind it, Xerxes, king of Persia, is said to have cut a passage for his fleet when about to invade Greece. In this work he spent three whole years, employing all the forces on board his fleet. The truth of this relation was long denied, but has at length been proved. The remains, partly filled with water, were dis¬ tinctly seen by Dr Sibthorp.—See Walpole’s Memoirs re¬ lating to Turkey, 1817: Mount Aihos and its Monasteries, 1837; and Curzon’s Monasteries of the Levant, 1848, 2d ed. ATHY, a market-town of Ireland, county of Kildare, 34 miles S.W. of Dublin. The town is intersected by the river Barrow, which is here crossed by a bridge of five arches. It has a church, a Roman Catholic chapel, a Presbyterian and Methodist meeting-house, court-house, jail, two banks, hospital, dispensary, barracks, &c. Adjoining the town is a small chapel, an ancient cemetery, and a small Dominican monastery. Previous to the Union it returned two mem¬ bers to the Irish parliament. The principal trade is in corn. Pop. in 1851, 5110. ATIENZA, a town of Spain, in the province of Guada¬ lajara, 21 leagues from Madrid. It stands on the declivity of a hill, contains five churches, a monastery, and about 2000 inhabitants, who are chiefly employed in agriculture and the rearing of cattle. ATILIUS, M., an early Roman comic poet, of whose works there are no remains except a line quoted by Cicero {ad Att. xvi. ii.), and a few words in Varro. ATIMIA (dTLjjiLa), from a, priv. and Tig-q, honour, in Gre¬ cian Antiquity, was an act or decree by which an offender was disgraced, and deprived of the rights of citizenship. Its rigour, however, was variously modified. ATINA, a town of Naples, province of Terra di Lavoro, near the Melfa, and 12 miles S.E. of Sora. It has a cathe¬ dral, convent, and hospital, with about 5000 inhabitants ; but it is chiefly remarkable for its remains of Cyclopean architecture. ATKINS, or Atkyns, Sir Robert, lord chief baron of the Exchequer, was born in 1621, and educated at the uni¬ versity of Oxford, from whence he removed to the inns of coui’t, and became eminent in the law. He was made knight of the bath at the coronation of King Charles II. In 1672 he was appointed one of the judges of common pleas, in which office he continued till 1679, when, foreseeing the troubles that soon afterwards ensued, he resigned his office and retired into the country. In 1689 he was made lord 176 A T L A T L -Atkins chief baron of the Exchequer by King William ; and about II the same time held the office of speaker to the House of Lords, Ocean'C previously been refused by the Marquis of Hali- L j) Atmo¬ sphere. ATMOSPHERE is the name applied to the invisible elastic medium which surrounds the globe of the earth to an unknown height. The fluid of which it is composed is usually distinguished by the name of air. It is well known that the pressure of the atmosphere is the cause of the rise of the mercury in the barome¬ ter. Now the mean height of the barometer at the level of the sea is 29*82 inches. Hence it follows that the whole weight of the atmosphere is equal to that of a sphere of mercury covering the whole surface of the globe, and extending to the height of 29*82 inches. The specific gravity of mercury is 13*568, and a cubic inch of water at the temperature of 60° weighs very nearly 252*5 grains. Hence a cubic inch of mercury will weigh 3425*92 grains, or 0*48956 lb. avoirdupois; and a column of the atmo¬ sphere reaching from the surface of the earth to the utmost height to which that elastic fluid reaches, and whose base is a square inch, weighs about 14*6 lbs. avoirdupois, or exerts a pressure equal to 14*6 lbs. upon the earth or any substance on which it rests. . The atmosphere consists chiefly of air, an elastic fluid composed of a mixture of four volumes of azotic with one volume of oxygen gas. Now, from the most exact expe¬ riments hitherto made, it follows, that at the tempei ature of 60°, and under the mean pressure of the atmosphere, a cubic inch of air weighs 0*311446 grains. If, therefore, the air were everywhere of the same density, the height of the atmosphere above the surface of the earth would be 328,021 inches, or 27,335 feet, or 5*17 miles. But air is an elastic fluid, the particles of which repel Density of each other with a force varying inversely as the distance the atmo- of the centres of the particles from each other. It is ob-sP 1 ie* vious, from this property of air, that its volume, and conse¬ quently its density, will depend upon the pressure. The greater the pressure, the smaller the volume. I hose por¬ tions of the atmosphere that are in contact with the earth are pressed upon by the whole portion above them, dhe air at the top of a mountain is pressed upon by all the air above it; while all that portion below it, or lying between the top of the mountain and the surface of the sea, exerts no action on it whatever. Ibis will be better understood by the following diagram. Let ABCD be conceived to be a section of a vessel extending from the surface of the earth at AB to the limit of the atmosphere CD, and filled with air. Let this pillar of air be di¬ vided into an infinite number of equal sections, each exceedingly thin, by the planes ef, gh, ik, Im, no, &c. Since the density of air is always as the com¬ pressing force, it follows that the den¬ sity of the stratum ABef is to that of the density of the stratum efgh as e/LD to gACD. So that the difference between the pressures on ef and gh is equal to the quantity of air efgh. For the same reason, the difference between z2z the pressures on gh and ik is equal to k the quantity of air ghik ; and this ratio ^ holds to the very limit of the atmo- sphere. Therefore the densities of air in these spaces are proportional to the quantities of which they themselves are the differences. Now, when there is a series of quantities whose terms are proportional to their own differences, both those quanti¬ ties and their differences are in geometrical progression; therefore the densities of the strata of air ABe/, ejgh> qhik, iklm, &c. are in geometrical progression. It is equally obvious that the heights of these equa spaces above AB, the surface of the earth, are in anthme- £ ATMOSPHERE. Atmo- tical progression. If ef he \ inch above the earth’s sur- sphere. face, gh will be 2 inches, ik will be 3 inches, and so on. ^ J From all this we derive this remarkable conclusion, that if the altitudes above the surface of the earth he taken in arithmetical 'progression, the densities of the air at these alti¬ tudes will be in geometrical progression decreasing. If at a certain altitude above the earth’s surface the density of the air be one half what it is at the surface of the earth, then at twice that altitude the density will be reduced to one fourth of the density at the earth’s surface, and so on. We can calculate the density of the atmosphere at all heights above the earth s surface very readily by means of a table of logarithms; for logarithms constitute a set of numbers in arithmetical progression annexed to another set of numbers which are in geometrical progression. If, therefore, we take logarithms to represent the heights’ the numbers to which these logarithms are attached will represent the corresponding densities of the air. Suppose the density of the air at one mile above the surfoce of the earth to be represented by unity; then, from the common tables of logarithms, we easily deduce the following den¬ sities at greater heights : Height. Density. 1 mile !• 2 0-7943 3 0-6309 4 0-5011 5 0-3981 6 0-3163 7 0-2511 8 0-1995 9 0-1585 10 0-1260 So that at 10 miles the density of the air is only ith of its density at one mile above the surface of the earth. Its height. These observations are sufficient to show that the height of the atmosphere above the surface of the earth must greatly exceed five miles; but how much, we have no data to enable us to determine. Air possesses the property of refracting light; that is, of bending it from a right line, and making it move in a curve. The consequence of this property is, that the sun continues visible for some little time after he sets, and is seen also a short time before he rises. Nor are we deprived of all the benefits of his rays so long as any of them are capable of reaching the utmost limit of the at¬ mosphere. This light, brought to the surface of the earth by the refracting power of the atmosphere, is called twi¬ light; and mathematicians have endeavoured to deter¬ mine the height of the atmosphere by observing how many degrees below the horizon the sun must sink before twi¬ light ends. The result of this calculation is, that, at the height of 45 miles, the atmosphere has no sensible power of refracting light. Its rarity therefore at that height must be very great. There is another way in which an estimate may be formed of the height of the atmosphere. That height must ultimately depend upon the degree of rarity which air is capable of bearing. The particles of air repel each other with forces varying inversely as the distances of the centres of these particles from each other. Now there is no great difficulty in rarefying air by means of a good air-pump, till it is capable of supporting a column of mercury only J^th of an inch in height. In such a case air is rarefied about 300 times, and the distance be¬ tween the centres of its particles is increased seven times ; consequently the force of repulsion between these par¬ ticles is reduced to -^th of what it is when air is of its mean density. If we suppose that this is the utmost limit 179 to the rarefaction of air (a supposition not at all likely to Atmo- be strictly true), we are entitled to infer that the atmo- sphere, sphere extends to the height of 40 miles, with properties yet unimpaired by extreme rarefaction. If matter be infinitely divisible, the extent of the at¬ mosphere must be equally infinite. But if air consists of ultimate atoms no longer divisible, then must the expan¬ sion of the medium composed of them cease at that dis¬ tance where the force of gravity downwards upon a single particle is equal to the resisting force arising from the repulsive force of the particles. If the air be composed of indivisible atoms, our atmosphere may be conceived to be a medium of finite extent, and may be peculiar to our planet; but if we adopt the hypothesis of the infinite divisibility of matter, we must suppose the same medium to pervade all space, where it would not be in equilibrio, unless the sun, the moon, and all the planets, possess their respective shares of it condensed around them, in degrees depending on the force of their respective at¬ tractions. It is obvious that the atmosphere of the moon (suppos- Has a ing it to have any) could not be perceived by us; for,limit, since the density of an atmosphere of infinite divisibility at her surface would depend upon the force of her gravi¬ tation at that point, it would not be greater than that of our atmosphere when the earth’s attraction is equal to that of the moon at her surface. Now this takes place at about 5000 miles from the earth’s surface,—a height at which our atmosphere, supposing it to extend so far, would be quite insensible. But since Jupiter is fully 309 times greater than the earth, the distance at which his action is equal to gravity must be as ^309, or about 17-6 times the earth’s radius; and since his diameter is nearly 11 times greater than 17-6 that of the earth, -j-j- = T6 times his own radius will be the distance from his centre at which an atmosphere equal to our own should occasion a refraction exceeding 1°. To the fourth satellite this distance would subtend an angle of about 3° 37'; so that an increase of density to 31 times our common atmosphere would be more than sufficient to render the fourth satellite visible to us when behind the centre of the planet, and consequently to make it appear on both sides at the same time. It is needless to say that this does not happen, and that the approach of the satellites, instead of being retarded by refraction, is regular till they appear in actual contact; showing that there is not that extent of atmosphere which Jupiter should attract to himself from an infinitely divisible medium filling space. If the mass of the sun be considered as 330,000 times that of the earth, the distance at which his force is equal to gravitation will be V330,000, or about 575 times the earths radius; and if his radius be 11T5 times that of the earth, then this distance will be -■ — 5-15 times 11I"5 the sun s radius. But Dr Wollaston has shown, by the phenomena attending the passage of Venus very near the sun on the 23d May 1821, that the sun has no sensible atmosphere. For the apparent and calculated place of that planet were the same when the planet was only 53' 15" from the sun’s centre. M. Vidal of Montpellier observed Venus on the 30th May 1805, when her distance from the centre of the sun was only 46' of space ; and the apparent and calculated positions of that planet corre¬ sponded. These observations leave no doubt that the sun has no sensible atmosphere, and of course are incon¬ sistent with the notion of the infinite divisibility of the matter of our atmosphere. ATMOSPHERE. 180 Atmo- But if air consist of atoms incapable of further division, sphere, it is obvious that the height of the atmosphere has a limit, and that limit is the place where the gravitation of the atoms of air just balance the force of their repulsion. The exact situation of this limit we cannot assign; but it About 45 cannot far exceed the height of 45 miles above the earth’s miles high, surface. Nor are the objections to this determination drawn from meteors of sufficient weight to overturn the force of the arguments just adduced. Dr Halley observed a meteor in the month of May 1719, whose altitude he computed to be between 69 and 73^ English miles, its diameter 2800 yards, and its velocity about 350 miles in a minute. The celebrated meteor which appeared on the 18th August 1783 was not less than 90 miles above the surface of the earth. Its diameter must have been at least equal to that of Dr Halley’s meteor, and its velo¬ city certainly not less than 1000 miles in a minute. We know too little about the nature of these meteors to con¬ nect them with the earth’s atmosphere. Indeed their velocity would lead to the conclusion that they were re¬ volving round the earth like satellites. The light which they emitted, or the state of combustion which they ex¬ hibited, we cannot explain. But the same difficulty oc¬ curs to account for the volcanoes which have been seen in the moon, though we are quite certain that her atmo¬ sphere is far too rare to support combustion. Air a mix- The ancients thought that air constituted one of the ture of twofour elements, from which, in their opinion, all things ori- gases, ginated; and this doctrine continued prevalent till after the year 1774. It was during that year that Dr Priestley first discovered oxygen gas, and showed it to be a consti¬ tuent of air. He determined several of its most remark¬ able properties, and called it dephlogisticated air, from a notion he entertained that it was air deprived of phlogiston. oxygen When azotic gas, the other constituent of air, was disco- ami azotic, vere(j soon after, the difference between its properties and those of oxygen gas could not fail to strike the most careless observer. Bodies burn more rapidly, with much greater splendour, and with the evolution of much greater heat, in oxygen gas than they do in common air; while in azotic gas they cannot be made to burn at all. Ani¬ mals breathe oxygen gas without inconvenience, and they live much longer when confined in a given bulk of it, than when in the same volume of common air; but in azotic gas animals cannot live at all. When plunged into it they die of suffocation, precisely as they would do if plunged under water. Dr Priestley considered oxygen gas as the pure elementary principle of the ancients: common air was oxygen united to a certain quantity of phlogiston, while azotic gas was oxygen saturated with phlogiston. Scheele discovered both oxygen and azotic gas, without any knowledge of what had been done in Britain; and he first drew the proper consequences from his experiments. Air, in his opinion, consists essentially of a mixture of two distinct elastic fluids, namely, oxygen and azote. He determined the properties of each, and made a set of ex¬ periments to ascertain the relative volumes of each con¬ tained in the atmosphere. The result of these experi¬ ments led him to the conclusion that air is a mixture of 27 volumes oxygen gas, 73 volumes azotic gas. 100. Lavoisier drew the same conclusions as Scheele had done; and he assures us that he did so before he knew any thing of the researches and discoveries of the Swed¬ ish chemist; and, v/hat is very remarkable, he deduced the same volumes of each gas, as constituents of the atmo¬ sphere, as Scheele had done. His experiments were made in the same way as Scheele’s, and no doubt the mistakes Atino- of both had the same origin. sphere. It was in 1782 that Mr Cavendish, by a careful ana- lysis of the air in the neighbourhood of London, repeated frequently, and continued for a whole year, determined that the volume of oxygen gas in atmospherical air is a good deal smaller than Scheele and Lavoisier had made it. He found the constituents of air to be— 79*18 volumes of azote, 20*82 volumes of oxygen. 100*00. He found that these proportions never varied, though he analyzed air at different periods of the day, and during all the different seasons of the year. Hence it followed that the conclusions drawn by Dr Ingenhousz and others, that air differs in the proportion of oxygen gas which it contains in different parts of the earth, and that the salu¬ brity of different places is connected with this difference, were erroneous. These experiments of Mr Cavendish were published in the Philosophical Transactions for 1783; but they conti¬ nued for many years unattended to. The determination of Scheele and Lavoisier was universally adopted; and the notion of Dr Ingenhousz, that the proportions between the oxygen and the azote vary in different places, was also adopted. At last, in 1802, Berthollet announced that he had frequently analyzed the air in Egypt, by ab¬ sorbing its oxygen by means of a stick of phosphorus, and that he had always found it a compound of 79 volumes azote, 21 volumes oxygen. 100. Davy about the same time announced that he had tried air from the coast of Africa, from Cornwall, and from the neighbourhood of Bristol, and had uniformly found it com¬ posed of 79 volumes of azotic gas and 21 volumes of oxy¬ gen gas. It was soon after analyzed in Edinburgh, in North America, and in France, with the very same re¬ sults. Gay-Lussac and Humboldt made a set of careful experiments to determine the exact proportions of the two constituents, and confirmed the ratio of 21 volumes of oxygen gas and 79 volumes of azotic gas. This ratio has been generally adopted by chemists. But there is a circumstance which cannot avoid strik-jn the pro- ing an attentive observer; namely, the very near approach portion of of these numbers to 80 volumes azotic and 20 volumes 80 vol. oxygen gas, or four volumes azotic and one volume oxy' gen gas. It has been deduced from a great variety of^ unexceptionable experiments, that a volume of azotic gas ' is equivalent to an atom, while half a volume of oxygen gas is equivalent to an atom. Hence four volumes azotic and one volume oxygen gases are equivalent to four atoms azote and two atoms oxygen, or to two atoms azote and one atom oxygen. If, therefore, we were to admit that air consists of 80 volumes azotic and 20 volumes of oxy¬ gen gases, it would follow that it is a compound of two atoms azote and one atom oxygen. There is no evidence, indeed, that in air the oxygen and azotic gases are che¬ mically combined; the phenomena of air rather lead to the conclusion that the two elastic fluids are merely mixed. And the hypothesis of Dalton, that the particles of elastic fluids only repel particles of their own kind, but that two elastic fluids are not mutually elastic to each other, will enable us to account for their remaining inti¬ mately mixed, though not chemically united. It may seem immaterial, then, whether air be a mix¬ ture of azotic and oxygen gases in the proportion of two atoms of the former to one atom of the latter, or in the pro- ATMOSPHERE. Atmo¬ sphere. portion (as chemists at present think) of 1*975 atom azote and 1*05 atom oxygen ; or, as fractions of atoms can hardly be admitted, of 79 atoms of azote and 42 atoms of oxygen. But certainly the constitution of air must appear much simpler, and therefore much more agreeable to contemplate, when viewed as consisting of the simple ratio of two to one, than in the much more complex ratio of 79 to 42. The writer of this article was induced in consequence to make a set of experiments with all pos¬ sible attention to accuracy, in order to deduce the volume of oxygen gas which it contains. The air was collected in a grass field at some distance from houses and trees; and this spot was selected as likely to furnish air contain¬ ing as great a proportion of oxygen as it ever contains, be¬ cause grass and vegetables in general are supposed to make up the waste of oxygen which the air sustains by the processes of combustion and respiration,1 and because the quantity of carbonic acid which it was likely to contain would be too small to make any sensible alteration in the experiments. Ten measured volumes of this air were placed succes¬ sively in a small glass jar, over mercury, together with a stick of phosphorus. After the oxygen gas had been re¬ moved by the phosphorus, the air was washed, and then measured. The following table exhibits the result of these ten trials. 100 volumes of air consist of Volumes of Volumes of Azotic Gas. Oxygen Gas. 1 80*927 19*073 2 79*246 20*754 3 80*504 19*496 4 79*532 20*468 5 79*851 20*149 6 79*652 20*348 7 79*374 20*626 8 80*770 19*230 9 79*843 20*157 10 80*028 19*972 181 Atmo¬ sphere. Mean, 79*9735, 20*0265 The mean of these ten trials gives us air, a mixture of 79*9735 volumes of azotic and 20*0265 volumes of oxy¬ gen gas. Now, this approaches as near 80 volumes of azotic and 20 volumes of oxygen gas as the mode of ex¬ perimenting permitted, for the measure employed to de¬ termine the volume of the gases was about half an inch in diameter. It was found, also, that when 100 volumes of air were mixed with 42 volumes of hydrogen gas, and an electric spark passed through the mixture, the diminution of bulk by the explosion was precisely 60 volumes; and this in three successive experiments. Now, this diminution is owing to the oxygen of the air uniting with the hydrogen gas and forming water, and water is a compound of two vo¬ lumes hydrogen and one volume oxygen gas. The third part of the diminution, therefore, gives us the quantity of oxygen gas consumed. Now, the third of 60 is 20, which constitutes therefore the volumes of oxygen gas in 100 volumes of air. If we employ less than 42 volumes of hydrogen gas, the whole oxygen of the air is not consumed. Thus, when we employ a mixture of 100 volumes of air and 40 vo¬ lumes of hydrogen gas, the diminution of volume after combustion is only 57 volumes, which would indicate 19 volumes of oxygen instead of 20 in the air; so that one volume of oxygen in this case has escaped combustion. When we mix more hydrogen than 42 volumes with 100 volumes of common air, the diminution of volume is some- what greater than 60, and it goes on increasing slowly till the volume of hydrogen gas is equal to that of the air. 100 volumes of air being mixed with 100 volumes of hydrogen gas, and fired, the diminution amounted to 64 volumes. This would raise the amount of the oxygen in 100 volumes of air to 21^ volumes. It is obvious from these experiments that absolute cer¬ tainty cannot be obtained by firing mixtures of air and hydrogen gas. The reason, doubtless, is, that when the surplus of hydrogen is considerable, a little of it unites with the azotic gas of the air, and forms ammonia, which, being absorbed by the water over which the explosion is made, occasions a greater diminution of bulk than would have proceeded from the simple union of all the oxygen of the air with hydrogen gas. Knowing the composition of air to be 80 volumes azotic Specific and 20 volumes oxygen gas, and knowing the atomic gravity of weight of these bodies to be azote T75 and oxygen 1, these two we can easily deduce the specific gravity of azotic andSases* oxygen gases, reckoning that of air unity, in the follow¬ ing manner:— 100 parts of air by weight must be a compound of oxygen 22*22=a, azote 77*77=5. Let a?=specific gravity of oxygen gas, 3/=specific gravity of azotic gas, a; +4 w —t— = 1 and x — b — \y x : ty : : a :b and x = b Hence 5 — 4«/=—from which we deduce y- 55 5 X 77*77 = 0*9722 4a+ 45 4 X 22*22 + 4 X 77*77 and x—b — 4^=5 — 3*8888=T111 i Thus, the specific gravity of these two gases is as fol¬ lows :— oxygen gas... 1*1111, azotic gas 0*9722. That the specific gravity of these two gases hitherto determined by the most careful experimenters is inaccu¬ rate, is obvious from this, that when we calculate the spe¬ cific gravity of air from them, it never comes out unity, but usually higher than unity. Besides oxygen and azotic gases, air contains likewise Air con- a little carbonic acid gas. Who first made that remark tains car- we do not know; but it could not avoid being inferred!3011^ ackl. as soon as the cause of the difference between caustic and mild alkali came to be known. Chemists at first stated the volume of carbonic acid gas in the atmosphere at 1 per cent., but this determination was not founded on any accurate experiments. Mr Dalton found the quantity much smaller than had been stated by preceding experi- ^nters. He observed, that if a glass vessel, filled with 102,400 grains of rain water, be emptied in the open air, and 125 grains of lime water poured in, and the mouth then closed, by sufficient time and agitation the whole of the lime water is just saturated with the carbonic acid which it finds in the inclosed volume of air; but 125 mea- * 13 ,easy to show, that whether the oxygen thus withdrawn from the air be supplied or not no alteratinn m nmnni-tinns nf meanSestlmati^Tc^go” ^ milli°nth Part Can P0SSibly haVe taken plaCe- 11 would therefore be quite insensible as far as our 182 ATMOSPHERE. Atmo¬ sphere. sures of lime water require 70 measures of carbonic acid gas to saturate them. Hence it follows that 10,000 vo¬ lumes of air contain 6-8 volumes of carbonic acid.1 The- nard ascertained by means of barytes water that 10,000 volumes of air which he examined contained 3*91 volumes of carbonic acid.2 This is little more than half the quan¬ tity found by Mr Dalton. But by far the most complete set of experiments on the volume of carbonic acid gas in the atmosphere was made by M. Saussure. He abstract¬ ed the carbonic acid from given volumes of air by means of barytes water. The carbonic acid was estimated by dissolving the precipitated carbonate of barytes in muria¬ tic acid, and throwing down the barytes in the state of sulphate from the solution. The sulphate of barytes, ig¬ nited and weighed, easily furnished the weight of carbo¬ nic acid; and this weight, together with the known speci¬ fic gravity of carbonic acid gas, furnished the data for de¬ termining its volume. The experiments were continued for two years. Sometimes (indeed most commonly) the air examined was collected at Chambeisy, a meadow about three fourths of a league from Geneva, elevated about 52yj feet above the lake, and distant from it 820 feet. Its elevation above the level of the sea is 1272 feet. It is dry, open, and consists of a clay soil, a little inclined. The mean quantity of carbonic acid gas found in 10,000 volumes of air deduced from 104 observations made dur¬ ing both day and night, and at all seasons, was 4T5 vo¬ lumes. The greatest quantity was 5*74 volumes, and the smallest 3T3 volumes. The quantity of this gas is affected by rainy weather; for when the soil is soaked with water, it has the property of imbibing this gas. Hence in rainy seasons the quantity of carbonic acid gas in the atmosphere is usually rather less than in dry sea¬ sons. On the contrary, it would seem, from the observa¬ tions of Saussure, that a continued frost has a tendency to augment the quantity of carbonic acid in the atmosphere, doubtless because the frozen and dry soil does not pos¬ sess the property of absorbing it. Air taken from the surface of the lake of Geneva, at an elevation of four feet, was found in general to contain less carbonic acid than the air of Chambeisy; but the same kind of variation, depending on the season of the year, was observable in both. Air from the streets of Geneva, on the contrary, was found rather more loaded with car¬ bonic acid than the air above Chambeisy; but the differ¬ ence was not great. The volume of carbonic acid in air from the tops of mountains was found to be rather greater than that of carbonic acid in air from the low country; and this difference is more remarkable in rainy than in dry weather. Wind has rather a tendency to augment the quantity of carbonic acid in the air in low situations, doubtless by mixing together the air on the mountains and in the val¬ leys ; but the difference is so small that it only becomes perceptible by a long series of observations. In general, the air over plains contains a greater pro¬ portion of carbonic acid during the night than during the day; but this difference is not nearly so great in winter as in summer. Indeed during that season of the year the quantity is often as great or even greater during the day than during the night.3 The reason why the quantity of carbonic acid gas in the atmosphere is greater in the superior strata than at the surface of the earth, is, probably, that vegetables have the property of absorbing it and applying it to the pur¬ poses of vegetation. Hence, doubtless, the reason wrhy it does not increase, notwithstanding the prodigious quan¬ tity of it constantly thrown into the atmosphere by the Atmo- breathing of animals and the combustion of fuel. v sphere. ^ If we admit the mean volume of carbonic acid gas in air to be OOQOdlS, then the true component parts of 100t;ty volumes of air will be Azotic gas 79,9668 Oxygen gas 19*9917 Carbonic acid gas 0*0415 100. This, doubtless, will somewhat modify the specific gra¬ vity of oxygen and azotic gases; but the alteration is too insignificant to claim any attention. Besides these three constituents, there is a fourth, name-Air con- ly, the vapour of water, from which air is never altogether tains va- free, and the proportion of which, owing to causes which Pour* cannot at present be fully explained, is continually after- ing. The consequence of this is, that if we weigh air in its natural state ever so often, we shall hardly ever find its weight in any two consecutive experiments altogether the same. It is sufficiently known that water evaporates spontaneously at all temperatures, and mixes with air in the state of an invisible elastic fluid known by the name of vapour or of steam when its elasticity is so great as to balance that of the atmosphere. The elasticity of vapour varies with the temperature. At 32° it is capable of sup¬ porting a column of mercury 0*2 inch high. At 80° it supports a column of 1 inch, at 163° of about 10 inches, at 180° of about 15 inches, and at 212° of about 30 inches. Now, the quantity of it which can exist in the atmosphere at the same time is proportional to this elasticity. Mr Dalton has shown, that if^ = pressure of the atmo-Its volume sphere in inches of mercury, / = elasticity of vapour con-^ternun- tained in the atmosphere, x — volume of dry air in 100 volumes of the given atmospherical air ; then 100 „P.X— = 100; consequently x =■ p P—f — P—f Let air be saturated with moisture at 32°. we have In that case px 30 P—f ~ 29*8 100 =: 1*00671 = 99*333 “ 1*00671 so that the volume of vapour (supposing its specific gra¬ vity 0*625) in 100 volumes of such air will amount to 0*666, which is just y/^th part of the volume of the air. At the temperature of 60°/ — 0*52, we have therefore px 30 a? = 100, and x = 98*267; so that the vo- p—f 29*48 lume of vapour capable of existing in the atmosphere at 17*33 00° is /w— of the atmosphere. 100*000 The highest temperature that the writer of this article has had an opportunity of witnessing in Great Britain was 93°. At that temperature / =: 1*5 px _ 30a; _ 100> and ^ _ 95 . P~f 28*5 so that the volume of vapour capable of existing in the , . 5 1 atmosphere at such a temperature is or —. To determine the volume of vapour in the atmosphere 1 Phil. Mag. (1st series), xxiii. 354. s Traitl Elem. dc Chim. i. 303. * Ann. de Chim. ct de Pkys. xliv. 5. ATMOS Atmo at an|y particular time, various instruments have been con- spnere. trived, called hygrometers, some more and some less exact; —but the simplest and most accurate method of all is that employed by Leroi, and afterwards by Mr Dalton. Take a giass tumbler, as thin as possible, and fill it with water somewhat colder than the temperature of the air at the time. Observe if vapour be condensed on the outside of the tumbler; if not, the water employed is not cold enough for our purpose. Its temperature must be lowered either by putting pieces of ice into it or by dissolving in it some caibonate of soda or sulphate of soda, retaining their wa¬ ter of crystallization, but in powder. If vapour condense on the outside of the tumbler, pour out the water into ano- P H EKE. 183 ther glass and wipe the outside of the tumbler dry. When Atmo- the temperature of the water has had time to be a little sphere, elevated, pour it into the tumbler again, and observe whe- ther moisture condense on the outside of the glass. If it do, pour out the water, wipe the outside of the tumbler again, and repeat the process when the water has become a little warmer. This method of proceeding is to be per¬ severed in till you find the temperature at which the mois¬ ture just ceases to be condensed on the glass. That tem¬ perature, by means of the following table, will enable you to determine the volume of vapour (of the specific gravity 0-625) existing in the atmosphere at the time that your observation is made. Suppose we find that the temperature of the water when moisture ceases to be condensed on the outside of the tumbler is 40°, we look into the above table, and op¬ posite to 40° in it, we find 0*26 inch of mercury. This denotes the force of the vapour contained in the atmo- spheie at the time our experiment was made. Suppose the barometer to be standing at 30 inches, then the volume of vapour in the atmosphere is or nearly ^ of the volume of the atmosphere. Hie absolute quantity of vapour in the atmosphere is usually greatest in summer on account of the temperature being so much higher; but the moisture or dryness of the air does not depend so much upon the absolute quan¬ tity of vapour which it contains, as on its approach to satura¬ tion. Suppose the temperature of the air to be 60°, and that a tumbler filled with water of 60° condenses water on its outside. This would indicate a force of vapour equal to 0-52 inch of mercury. Now, as this is the force of vapour at 60°, it is clear that as much vapour exists in the air as is possible at that temperature. The air is saturated with moisture, evaporation cannot go on in it, and moisture will be deposited upon all bodies the least colder than the air itself. Such a state of things takes place pretty frequently in this country during winter, though rarely during summer. Hence the atmosphere is moister during winter than during summer, though the absolute quantity of vapour which it contains may be much With respect to the quantity of vapour in the atmo- fiphere we have still very few data. Mr Daniel, in his book on Meteorology, has given a table of the force of vapour m the atmosphere at London for three years. The following table gives the mean force of vapour in Glasgow during every fortnight, from May 1823 to February 1824: Force of Vapour Quantity in Inches of Mercury, of vapour 1823. May, 1st fortnight 0-2707 in the air T ?d 0-3494 g^las- , 0-2822 July> ist 0-3526 2d 0-3819 August, 1st 0-4000 0 2d 0-3546 September, 1st 0.3790 _ , 2d 0-3404 October, 1st 0-3233 _T 2d 0-3026 November, 1st 0-2808 ^ 2d 0-3230 December, 1st 0-2449 2d .0-2453 1824. January, 1st ............0-2481 ^ ^ 2d 0-2578 February, 1st..., 0-2468 2d 0-2170 Ihe mean force of vapour in the atmosphere in Glas¬ gow is nearly 0-3 inch, which indicates the quantity of vapour capable of existing in the atmosphere at 45°. Now the mean temperature of Glasgow is 47°-75. It is ob¬ vious nom this that the atmosphere in that part of Scot¬ land is moist. It would be very interesting if we knew the force of 184 ATMOSPHERE. Atmo¬ sphere. vapour at all the different seasons in the torrid zone. The regularity of the weather in these climates, and the little ' alteration in height of the barometer, would make a set of such observations particularly valuable. They would probably throw more light on the theory of rain than has yet been done. The only set of observations which we have seen on the quantity of vapour in countries approach¬ ing the torrid zone, are the following by Dr Heinecker, in which he gives the maximum and minimum dew points at Funchal in Madeira (lat. 32| N.), during the year 1828, which in that part of the world was remarkably dry. Maximum. Minimum. Itain in Inches. Atmo¬ sphere. January 65° 50' February 56 50 March 65 April 63 May 69 June VO July V2 August 73 September...75 October 74 November....72-5 o4i December....67 50 48 45 .51 .54 .61 .63 .69 .56 .4-08 .1-64 .1-68 .3*35 .2-14 .0-21 ..0-10 ..0 .1-39 ..0 ..2-56 ..0-52 17-671 These observations are not sufficient to give us an ac¬ curate notion of the state of the atmosphere at Funcha . The highest dew point is 75°, indicating a force of va¬ pour amounting to 0*8581 inch, so that the vapour at that time in the atmosphere was nearly ^jth of its volume. The lowest dew point is 45°, indicating a force of vapour amounting to 0*3059 inch, so that the vapour at that time in the atmosphere was nearly of its volume. The Why the different remain mixed. ill ~ * * j i U U . , • . mean dew point deduced from the maxima and minima is 61°, indicating a force of vapour of 0*5377 inch, or a quantity of vapour amounting to nearly jjth of the volume of the atmosphere. The mean temperature of Madeira is 66°*3. Now since the mean dew point is 61°, it is obvious that the atmosphere over Madeira is much drier than at Glasgow, though the absolute quantity of vapour which it contains is much greater. Thus the atmosphere is a mixture of at least four dif- . ferent elastic fluids, namely, azotic gas, oxygen gas, car- gases in air bonic aci(1 ^ an(j tbe vap0ur of water. Doubtless all other gaseous bodies and many vapours exist in it also, but in too small quantities to be discovered by the most delicate tests that we have it in our power to apply. These different elastic fluids are mixed equably together; and though there be a considerable difference in their speci¬ fic gravities, that difference has no tendency to cause them to separate. The reason of this equable mixture was first pointed out by Dalton. It depends upon a prin¬ ciple not yet generally recognised, but of the existence of which recent observations leave little doubt. Ibis principle is, that the particles of elastic fluids are not mu¬ tually elastic to each other. The particles of oxygen re¬ pel the particles of oxygen, the particles of azotic gas re¬ pel those of azotic gas ; but a particle of oxygen does not repel a particle of azotic gas. Hence, when a gas issues from an orifice into a space filled by another gas, it rushes precisely as if it were flowing into a vacuum. But the full development of this important principle belongs to the article Pneumatics. A great deal has been written about the salubrity of the atmosphere in different countries. It has been supposed, and Salubrity of the at¬ mosphere. is still believed, that the average length of life in different places depends chiefly upon the state of the atmosphere. It has been generally admitted that the atmosphere is fre- Atpm quently a vehicle by which diseases are communicated; and v __ the prevalence of certain epidemic diseases, as the plague and the yellow fever, in particular places, at particular sea¬ sons, has been accounted for in this way. But no satisfac¬ tory evidence has ever been adduced to satisfy us of the accuracy of these opinions. The constituents of the atmo¬ sphere, azotic and oxygen gases, never undergo any sen¬ sible change in their proportions. Carbonic acid varies somewhat, but its proportion is always so small that it cannot be considered as a source of disease. The propor¬ tion of aqueous vapour is much more variable, and there can be no doubt that it may have an effect upon in¬ dividuals predisposed to certain diseases. Consumptive patients suffer much more when they breathe a very moist than when they breathe a dry atmosphere. There are few places in the habitable globe, if there be any, where the atmosphere is constantly saturated with moisture; and it cannot prove very injurious, even to consumptive patients, except when in this state. Besides, that a very dry atmosphere is not the best adapted for the continu¬ ance of health, is obvious from the sufferings to which those who inhabit the west coast of Africa are liable dur¬ ing the prevalence of the sirocco, a wind so excessively dry that even the wood of the floors shrinks in consequence of its action. Nothing has been more completely ascertained than that marshy countries are subject to intermittent fevers, and that the malignancy of these intermittent fevers in¬ creases with the heat of the climate. These diseases dis¬ appear when the marshes are drained, and therefore are connected with moisture; but that they are not owing to mere moisture, is obvious from this, that they do not appear at the sea-shore or on the banks of rivers, though the moisture be as great as in marshy countries. It is the general opinion that these diseases owe their origin to certain vapours which are given out during the putre¬ faction of vegetable substances; but of the nature of these miasmata nothing is known. In the West Indies marshes are most fatal to the inhabitants just when they are almost (but not quite) dried up by the heat of the weather. It is then that the exhalations are most abundant and most deadly. It is known that smallpox, &c. may be commu¬ nicated by the mixture of a particular matter with the blood. It is possible, though not very probable, that this matter may at times exist in the atmosphere in the state of vapour, or in combination with one or other of the con¬ stituents of air, most probably the aqueous vapour, and the disease may be communicated by breathing such air. It is a conceivable thing that the matter, which, like a ferment, is capable of inducing certain diseases when it enters into the blood, may exist occasionally united to the aqueous vapour in the atmosphere. It has been ascertained, by experiments that seem con¬ clusive, that these noxious states of the atmosphere, how¬ ever they originate, may be destroyed, and the air ren¬ dered healthy, by mixing it with clilorine. This is most easily accomplished by introducing into the chamber to be so purified a quantity of chloride of lime in an open dish and pouring on it sulphuric acid. The chlorine is disengaged and speedily fills the apartment. Then the mixture is withdrawn and the room ventilated. See Cli¬ mate, Meteorology, Pneumatics. (t. t.) ATOM (a, priv., and rquW), a particle of matter, so minute as to admit of no division. Atoms are the minima 1 Brewster’s Journal (new series), i. 34. A T It Atomic naturce, and are conceived to be the first principles or com- Theory ponent parts of all physical magnitude. II ATOMIC Theory. See Chemistry. Atru ) ATOMICAL Philosophy, or the doctrine of atoms, a ^ system which, from the hypothesis that atoms are endued with gravity and motion, accounted for the origin and for¬ mation of all things. This philosophy, first broached by Leucippus, was developed by Democritus, and afterwards cultivated and improved by Epicurus, whence it is deno¬ minated the Epicurean Philosophy. See Epicurean Phi¬ losophy. ATONEMENT. See Theology. ATOOI, one of the larger Sandwich Islands, in the South Pacific Ocean. Towards the north-east and north¬ west the country is rugged and broken, but to the south¬ ward it is more level. The hills rise from the sea with a gentle acclivity, and at a little distance back are covered with wood. The produce of this island is the same with that of the rest of the cluster; but its inhabitants greatly excel their neighbours in the management of their plan¬ tations. It is nearly 30 miles in length, and contains about 10,000 inhabitants. Long. 159. 40. W. Lat. 21. 57. N. ATRATO, a river of New Granada, in South America, which, after a course of 250 miles, falls into the Gulf of Darien. The gold and platinum mines of Choco were on some of its affluents, and its sands are still auriferous. ATREBATII, or Atrebates, a people of Britain, who inhabited part of Berkshire and Wiltshire, next to the Do- buni. This was one of those Belgic colonies which came out of Gaul into Britain. Their capital was Nemetocenna, or Nemetacum, now Arras. They are mentioned by Caesar among the nations which composed the Belgic confederacy against him ; and the quota of troops which they engaged to furnish on the occasion to which he refers was 15,000. Commius of Arras was a king or chieftain among the Atre- batii of Gaul in Caesar’s time ; and he seems to have pos¬ sessed some influence over the Atrebatii of Britain, for he was sent by Caesar to persuade them to submission. This circumstance renders it probable that this colony of the Atre¬ batii had not been settled in Britain very long before that time. The Atrebatii were amongst the British tribes which submitted to Caesar ; nor do we hear of any remarkable re¬ sistance they made against the Romans at their next inva¬ sion under Claudius. It is indeed probable that, before the time of this second invasion, they had been subdued by some of the neighbouring states ; perhaps by the powerful nation of the Cattivellauni; which may also be the reason why they are so little mentioned in history. Calleva Atre- batum, mentioned in the seventh, twelfth, thirteenth, and fourteenth Itinera of Antoninus, and called by Ptolemy Calcula, seems to have been the British capital of the Atre¬ batii. But our antiquaries differ respecting the situation of this ancient city ; some of them placing it at Wallingford, and others at Silchester. ATREUS, in Ancient History, the son of Pelops and Hippodameia, grandson to Tantalus, and the father of Agamemnon and Menelaus, is supposed to have been king of Mycenae and Argos about 1228 years before the Chris¬ tian era. He drove his brother Thyestes from court for having criminal intercourse with ACrope his wife ; but, un¬ derstanding that two children were the fruit of this connec¬ tion, he recalled his brother, and served up their flesh to him at a banquet; at which enormity the sun, it is said, withdrew his light.—Hygin. Fab. ; fEschyl. Agamemnon ; Soph. Ajax. ATRI, or Atria, the ancient Hadria, a town of Naples, in the province of Abruzzo Ulteriore I., situated on a steep mountain 5 miles from the Adriatic, and 18 miles south¬ east of Teramo. It is the see of a bishop, and has a cathe¬ dral, a parish church, several convents and hospitals, and VOL. iy. A T T 185 contains about 6000 inhabitants. In its vicinity are some Atrienses remarkable ancient excavations. [| ATRIENSES, in Antiquity, a kind of servants or offi- Attach- cers in the great families of Rome, who had the care and raent- inspection of the atria and the things lodged therein. ATRIUM, in Roman Architecture. See Architec¬ ture. Atrium:, in Ecclesiastical Antiquity, denotes an open place or court before a church, making part of what was called the narthex or ante-temple. The atrium in the an¬ cient churches was a large area or square plat of ground, surrounded with a portico or cloister, situated between the porch or vestibule of the church and the body of the church. Some have erroneously confounded the atrium with the porch or vestibule, from which it was distinct; others with the narthex, of which it was only a part. The atrium was the mansion of those who were not suffered to enter farther into the church ; and more particularly, it was the place where the first class of penitents stood to solicit the prayers of the faithful as they went into the church. ATROPA, a genus of plants belonging to the natural order of Solenaceae, most of which are active poisons. A. Belladonna (deadly nightshade), and A. Mandragora, are well-known examples. ATROPHY (a, privative, and Tpoc£?7, a nourishment), in Medicine, a disease in which the body does not receive the necessary nutriment from the blood, but wastes and decays incessantly. ATROPOS, in Heathen Mythology, the name of the third of the Parcae or Fates, whose business it was to cut the thread of life. ATTACPIMENT, in English Law, is a process from a court of record, awarded by the justices at their discretion, on a bare suggestion, or on their own knowledge ; and is properly grantable in cases of contempt. It differs from arrest, in that he who arrests a man carries him to a person of higher power to be forthwith disposed of; but he that attaches keeps the party attached, and presents him in court at the day assigned, as appears by the words of the writ. Another difference is, that arrest is only upon the body of a man, whereas an attachment is often upon his goods. It is distinguished from distress in not extending to lands, as the latter does ; nor does a distress touch the body, as an at¬ tachment does. Every court of record has power to fine and imprison for contempt of its authority. The county courts in this respect are regulated by the 9th and 10th Viet. cap. 95, § 113, and the 12th and 13th Viet. cap. 101, § 2. The following are the ordinary instances of contempts:— 1. Contempt of the Queen’s writs, e.g., by witnesses not attending in pursuance of their subpoena on the trial to give evidence, and being unable to show any lawful ground of excuse (such as that of dangerous illness), or by parties proceeding in an inferior court after a prohibition or a cer¬ tiorari. 2. Contempt in the face of the court. 3. Contemptuous words or writings concerning the court. 4. Contempt of the rules or awards of the court, by dis¬ obedience thereto. Under this head may be introduced the mode of punishing a party for the non-performance of an award by attachment. The first instance, it appears, of granting an attachment in such a case was in the reign of Charles II., when Kelynge was chief-justice, in Sir John Humble’s case. The submission must be made a rule of court and be served on the party with an oral demand of performance of the award. An affidavit of the due execu¬ tion of the award by the arbitrator is necessary, and it must be shewn that the award was made within the time limited for that purpose. There is, however, another mode of proceeding where the payment of money or of costs is awarded, by rule under the 1st and 2d Viet. cap. 110, 2 A 186 ATT Attach¬ ment Attainder. § 18, and under which execution will issue. But an attach¬ ment cannot be obtained after proceedings under this statute. 5. Abuse of the process of the court, as suing out exe¬ cution where there is no judgment, or using it in a vexa¬ tious, oppressive, or unjust manner, without colour of serv¬ ing any other end thereby. 6. Forgeries of writs and other deceits tending to impose on the court, by altering the teste or filling them up after being sealed. Attachments also lie against officers of the court for abuses committed by them ; against sheriffs or other officers guilty of corrupt practice in not serving a writ, receiving a bribe in order to prevent the service, making false returns, or for exceeding their power ; against attorneys for injus¬ tice or for delaying suits. Attachments are granted on a rule in the first instance to show cause, which must be personally served before it can be made absolute, except for non-payment ot costs on a master’s allocatui’, and against a sherift for not obeying a rule to return a writ or to bring in the body (See order 168 of Hilary Term, 1853). The offender is then arrested, and when committed will be compelled to answer interrogatories, exhibited against him by the party at whose instance the proceedings have been had; and the examination when taken is referred to the master, who reports thereon, and on the contempt being reported, the court gives judgment ac¬ cording to their discretion, in the same manner as upon a conviction for a misdemeanour at common law. Attachment out of Chancery, is used to enforce answers and obedience to decrees and orders of that court, and is made out without order upon an affidavit of the due service of the process, &c., with whose requirements compliance is sought. A corporation, however, is proceeded against by distringas and not by attachment. Attachment of the Forest, is the proceeding in the courts of attachments, woodmote, or forty days’ courts. These courts have now fallen into absolute desuetude. They were held before the verderors of the royal forests in different parts of the kingdom once in every 40 days, for the purpose of inquiring into all offences against “ vert and venison.” The attachment is by the bodies of the offenders, if taken in the very act of killing venison, or stealing wood, or preparing so to do, or by fresh and immediate pursuit after the act is done; else they must be attached by their goods. These attachments were received by the verderors and enrolled, and certified under their seals to the Court of Justice seat, or sweinmote, which formed the two superior of the forest courts. Attachment, Foreign, a local custom in some parts of England resembling the practice of arrestment in Scotland, is the attachment of money or goods found within a liberty or city, to satisfy some creditor within such liberty or city. But it cannot be obtained where a suit is pending in any of the courts at Westminster, nor can money due to an executor or administrator as such be attached, nor trust money, nor money awarded under a rule of court. By the custom of Lon¬ don, and several other places, a man can attach money or goods in the hands of a stranger, to satisfy himself, (r. m—M.) ATTACOTTI, an ancient people of Britain, mentioned by Ammianus Marcellinus and St Jerome, as well as in the Notitia Imperii. They were allies of the Scots and Piets, and inhabited the west coast of Scotland, but their precise boundaries have not been determined. ATTAINDER, in the Law of England, imports that extinction of civil rights and capacities which takes place whenever a person who has committed treason or felony re¬ ceives sentence of death for his crime, and is the immediate inseparable consequence from the common law upon the sentence of death. When it is clear beyond all dispute that the criminal is no longer fit to live, he is called attaint, at- tinctus, stained or blackened, and could not, before the 6th ATT and 7th Viet. c. 85, § 1, be a witness in any court. This Attainder, attainder takes place after judgment of death, or upon such circumstances as are equivalent to judgment of death, such as judgment of outlawry on a capital crime, pronounced for absconding from justice. A man is attainted by appearance, that is, by confession when he answers guilty upon his indictment, or by verdict, when he pleads not guilty, but is found guilty by the jury ; by process, otherwise called judgment by default or out¬ lawry, when the party fleeth, and is not to be found in the country, and is outlawed on the fifth proclamation upon his default; and by act of parliament. The consequences of attainder are—1st, Forfeiture ; 2d, Corruption of blood. 1st, Of forfeiture: The offender becomes incapable of maintaining a suit in any court of justice, whether civil or criminal, except for the purpose of procuring the reversal of his attainder. In cases of treason or murder, or of abetting, procuring, or counsel¬ ling the same (to which, by the 54th Geo. III. cap. 145, it is limited), all lands and tenements of inheritance, whether fee-simple or fee-tail, and all rights of entry in lands or tene¬ ments at the time of the commission of the offence, or at any time afterwards, and all the profits of all lands and tene¬ ments which the offender had in his own right, for life or years, so long as such interest shall subsist, are forfeited to the crown. He also forfeits all his chattel interests abso¬ lutely, and the profits of all estates of freehold during life; and this forfeiture of goods and chattels accrues in every treason or misprision thereof, felonies of all sorts, self-mur¬ der, or felony-de-se. There is, however, this distinction between the forfeiture of lands, and of goods and chattels : lands are not forfeited before attainder, and the forfeiture has relation back to the time of the commission of the offence, so as to avoid all in¬ termediate sales and incumbrances; goods and chattels are forfeited by conviction, and the forfeiture has no relation backwards. 2d, Of corruption of blood : The ancient law has been much narrowed in its applica¬ tion by recent enactments. Formerly the person attainted was incapable himself of inheriting, or of transmitting his own property by heirship ; and this corruption could not be absolutely removed but by authority of parliament. But now, under the 54th Geo. III. cap. 145, no attainder for felony, except for treason or murder, extends to the disin¬ heriting of any person, nor to the prejudice of the right or title of any person beyond the natural life of the offender; and by the 3d and 4th Will. IV. cap. 106, § 10, when the per¬ son, from whom the descent of any land is to be traced, shall have had any relation who, having been attainted, shall have died before such descent shall have taken place, then such attainder shall not prevent any person from inheriting such land, who would have been capable of inheriting the same by tracing his descent through such relation, if he had not been attainted; and by the 13th and 14th Viet. cap. 60, § 46, no lands, stock, or chose in action, vested in any per¬ son on any trust, or by way of mortgage, or any profits there¬ of, shall be forfeited by reason of attainder or conviction for any offence of such trustee or mortgagee, but the Court of Chancery has power, under the 15th and 16th Viet. cap. 55, § 8, to appoint new trustees in lieu of persons convicted of felony. It is, however, in the power of the Sovereign to restore the forfeited land by grant to the families of the former owner, and the consequences of this forfeiture are, therefore, at the present time frequently remitted. Attainder and conviction must be taken advantage of by plea. Attainders may be reversed or falsified (i.e., proved to be false) by writ of error, or by plea. If by writ of error, it ATT Attalea must he by the Queen’s leave, See.; and when by plea, it II must be by denying the treason, pleading a pardon by act Atterbury. 0f parliament, &c. By a reversal of attainder, all the former proceedings are absolutely set aside, and the party stands as if he had never been accused, and is restored to his credit, his capacity and blood, and his estates,—by a free pardon the person cannot sue on any right accrued before his pardon, although he may for a subsequent right. (u. m—M.) ATTALEA, an important genus of palms, described by Spix and Martins as found in the dense forests of Brazil. The fibres of the leaf-stalks of A. funifera afford the finest cordage for the Brazilian navy. The fruit of A. compta is about the size of the egg of a goose, and contains an escu¬ lent kernel. Its leaves form excellent thatch. A. speciosa affords oily nyts, which are applied to various useful pur¬ poses in Brazil. ATTALEIA (now Adalia), a maritime city of Pam- phylia, near the mouth of the Catarrhactes, visited by Paul and Barnabas, a.d. 45. Extensive ruins attest its former greatness. ATTAR, or Otto of Roses, a well-known perfume of great strength, is an essential oil prepared in several parts of Asia and in Egypt from the Rosa moschata and Rosa Damascena. It is said that 100,000 roses yield but 180 grains of attar. This oil is at first of a palish green colour, which by keeping becomes darker, and presents various tints of green, yellow, and red. ATTENTATES, proceedings in a court of judicature, after an inhibition is decreed. ATTENTION, a due application of the ear or of the mind to anything said or done, in order to acquire a know¬ ledge thereof. The word is compounded of ad, to, and the verbal substantive derived from tendo, I stretch. Attention, in respect of hearing, is the stretching or straining of the membrana lympani, so as to make it more susceptible of sounds, and better prepared to catch even a feeble agitation of the air ; or it is the adjusting of the ten¬ sion of that membrane to the degree of loudness or lowness of the sound to which we are attentive. According to the degree of attention, objects make a stronger or weaker impression. Attention is requisite even to the simple act of seeing: the eye can take in a consider¬ able field at one look, but no object in the field is seen dis¬ tinctly except that singly which fixes the attention : in a profound reverie, which totally occupies the attention, we scarcely see what is directly before us. In a train of per¬ ceptions, no particular object makes such a figure as it would do singly and apart ; for when the attention is divided among many objects, no particular object is entitled to a large share. Hence the stillness of nigbt contributes to terror, there being nothing to divert the attention. Attention is classed by Dugald Stewart as a distinct faculty of the mind; an arrangement from which some other philosophers have dissented. But his admirable illus¬ trations of the effects or results of attention are not at all dependent on the opinion which may be formed on this question.—See Elements of the Philosophy of the Human Mind, ch. ii. ATTENUATION {ad and tenuis), the act of making any fluid thinner and less consistent than it was before, or of enlarging bodies in superficial extent. ATTERBURY, Francis, a man who holds a conspi¬ cuous place in the political, ecclesiastical, and literary his¬ tory of England, was born in the year 1662, at Middleton in Buckinghamshire, a parish of which his father was rector. Francis was educated at Westminster School, and carried thence to Christ Church a stock of learning which, though really scanty, he through life exhibited with such judicious ostentation that superficial observers believed his attain¬ ments to be immense. At Oxford, his parts, his taste, and ATT 187 his bold, contemptuous, and imperious spirit soon made him Atterbury. conspicuous. Here he published, at twenty, his first work, a translation of the noble poem of Absalom and Ahithophel into Latin verse. Neither the style nor the versification of the young scholar was that of the Augustan age. In English composition he succeeded much better. In 1687 he distinguished himself among many able men who wrote in defence of the Church of England, then persecuted by James II., and calumniated by apostates who had for lucre quitted her communion. Among these apostates none was more active or malignant than Obadiah Walker, who was master of University College, and who had setup there, un¬ der the royal patronage, a press for printing tracts against the established religion. In one of these tracts, written ap¬ parently by Walker himself, many aspersions were thrown on Martin Luther. Atterbury undertook to defend the great Saxon reformer, and performed that task in a manner singu¬ larly characteristic. Whoever examines his reply to Walker will be struck by the contrast between the feebleness of those parts which are argumentative and defensive, and the vigour of those parts which are rhetorical and aggressive. The Pa¬ pists were so much galled by the sarcasms and invectives of the young polemic, that they raised a cry of treason, and ac¬ cused him of having, by implication, called King James a Judas. After the Revolution, Atterbury, though bred in the doc¬ trines of non-resistance and passive obedience, readily swore fealty to the new government. In no long time he took holy orders. He occasionally preached in London with an elo¬ quence which raised his reputation, and soon had the honour of being appointed one of the royal chaplains. But he or¬ dinarily resided at Oxford, where he took an active part in academical business, directed the classical studies of the under-graduates of his college, and was the chief adviser and assistant of Dean Aldrich, a divine now chiefly remem¬ bered by his catches, but renowned among his contempor¬ aries as a scholar, a Tory, and a high-churchman. It was the practice, not a very judicious practice, of Aldrich, to employ the most promising youths of his college in editing Greek and Latin-books. Among the studious and well-disposed lads who were, unfortunately for themselves, induced to be¬ come teachers of philology when they should have been con¬ tent to be learners, was Charles Boyle, son of the Earl of Orrery, and nephew of Robert Boyle, the great experimental philosopher. The task assigned to Charles Boyle was to pre¬ pare a new edition of one of the most worthless books in ex¬ istence. It was a fashion among those Greeks and Romans who cultivated rhetoric as an art, to compose epistles and harangues in the names of eminent men. Some of these counterfeits are fabricated with such exquisite taste and skill, that it is the highest achievement of criticism to distinguish them from originals. Others are so feebly and rudely exe¬ cuted that they can hardly impose on an intelligent school¬ boy. The best specimen which has come down to us is per¬ haps the oration for Marcellus, such an imitation of Tully’s eloquence as Tully would himself have read with wonder and delight. The worst specimen is perhaps a collection of letters purporting to have been written by that Phala- ris who governed Agrigentum more than 500 years before the Christian era. The evidence, both internal and exter¬ nal, against the genuineness of these letters is overwhelming. When, in the fifteenth century, they emerged, in company with much that was far more valuable, from their obscurity, they were pronounced spurious by Politian, the greatest scholar of Italy, and by Erasmus, the greatest scholar on our side of the Alps. In truth, it would be as easy to persuade an educated Englishman, that one of Johnson’s Ramblers was the work of William Wallace, as to persuade a man like Eras¬ mus, that a pedantic exercise, composed in the trim and arti¬ ficial Attic of the time of Julian, was a despatch written by a crafty and ferocious Dorian who roasted people alive many 188 A T T E R B U R Y. Atterbury. years before there existed a volume of prose in the Greek S—v-*-'' language. But though Christ Church could boast of many good Latinists, of many good English writers, and of a greater number of clever and fashionable men of the world than be¬ longed to any other academic body, there was not then in the college a single man capable of distinguishing between the infancy and the dotage of Greek literature. So super¬ ficial indeed was the learning of the rulers of this celebrated society, that they were charmed by an essay which Sir William Temple published in praise of the ancient writers. It now seems strange, that even the eminent public services, the deserved popularity, and the graceful style of Temple, should have saved so silly a performance from universal con¬ tempt. Of the books which he most vehemently eulogized his eulogies proved that he knew nothing. In fact, he could not read a line of the language in which they were written. Among many other foolish things, he said that the letters of Phalaris were the oldest letters and also the best in the world. Whatever Temple wrote attracted notice. People who had never heard of the Epistles of Phalaris began to inquire about them. Aldrich, who knew very little Greek, took the word of Temple who knew none, and desired Boyle to prepare a new edition of these admirable compositions which, having long slept in obscurity, had become on a sudden objects of general interest. The edition was prepared with the help of Atterbury, who was Boyle’s tutor, and of some other members of the college. It was an edition such as might be expected from people who would stoop to edite such a book. The notes were worthy of the text; the Latin version worthy of the Greek original. The volume would have been forgotten in a month, had not a misunderstanding about a manuscript arisen between the young editor and the greatest scholar that had appeared in Europe since the revival of letters, Richard Bentley. The manuscript was in Bentley’s keeping. Boyle wished it to be collated. A mischief-making bookseller informed him that Bentley had refused to lend it, which was false, and also that Bentley had spoken contemptuously of the letters attributed to Phalaris, and of the critics who were taken in by such counterfeits, which was perfectly true. Boyle, much pro¬ voked, paid, in his preface, a bitterly ironical compliment to Bentley’s courtesy. Bentley revenged himself by a short dissertation, in which he proved that the epistles were spu¬ rious, and the new edition of them worthless: but he treated Boyle personally with civility as a young gentleman of great hopes, whose love of learning was highly commendable, and who deserved to have had better instructors. Few things in literary history are more extraordinary than the storm which this little dissertation raised. Bentley had treated Boyle with forbearance ; but he had treated Christ Church with contempt; and the Christ-Churchmen, where- ever dispersed, were as much attached to their college as a Scotchman to his country, or a Jesuit to his order. Their influence was great. They were dominant at Oxford, powerful in the Inns of Court and in the College of Physi¬ cians, conspicuous in parliament and in the literary and fashionable circles of London. Their unanimous cry was, that the honour of the college must be vindicated, that the insolent Cambridge pedant must be put down. Poor Boyle was unequal to the task, and disinclined to it. It was, there¬ fore, assigned to his tutor Atterbury. The answer to Bentley, which bears the name of Boyle, but which was, in truth, no more the work of Boyle than the letters to which the controversy related were the work of Phalaris, is now read only by the curious, and will in all pro¬ bability never be reprinted again. But it had its day of noisy popularity. It was to be found not only in the studies of men of letters, but on the tables of the most brilliant drawing-rooms of Soho Square and Covent Garden. Even the beaus and coquettes of that age, the Wildairs and the Lady Lurewells, the Mirabels, and the Millamants, congra¬ tulated each other on the way in which the gay young gen- Atterbury. tleman, whose erudition sate so easily upon him, and who wrote with so much pleasantry and good breeding about the Attic dialect and the anapaestic measure, Sicilian talents and Thericlean cups, had bantered the queer prig of a doctor. Nor was the applause of the multitude undeserved. The book is, indeed, Atterbury’s masterpiece, and gives a higher notion of his powers than any of those works to which he put his name. That he was altogether in the wrong on the main question, and on all the collateral questions springing out of it, that his knowledge of the language, the literature, and the history of Greece, was not equal to what many freshmen now bring up every year to Cambridge and Oxford, and that some of his blunders seem rather to deserve a flogging than a refutation, is true; and therefore it is that his perfor¬ mance is, in the highest degree, interesting and valuable to a judicious reader. It is good by reason of its exceeding badness. It is the most extraordinai’y instance that exists of the art of making much show with little substance. There is no difficulty, says the steward of Moliere’s miser, in giving a fine dinner with plenty of money : the really great cook is he who can set out a banquet with no money at all. That Bentley should have written excellently on ancient chronology and geography, on the development of the Greek language, and the origin of the Greek drama, is not strange. But that Atterbury should, during some years, have been thought to have treated these subjects much better than Bentley, is strange indeed. It is true that the champion of Christ Church had all the help which the most celebrated members of that society could give him. Smalridge contri¬ buted some very good wit; Friend and others some very bad archaeology and philology. But the greater part of the volume was entirely Atterbury’s : what was not his own was revised and retouched by him; and the whole bears the mark of his mind, a mind inexhaustibly rich in all the resources of controversy, and familiar with all the artifices which make falsehood look like truth, and ignorance like knowledge. He had little gold; but he beat that little out to the very thin¬ nest leaf, and spread it over so vast a surface, that to those who judged by a glance, and who did not resort to balances and tests, the glittering heap of worthless matter which he produced seemed to be an inestimable treasure of massy bullion. Such arguments as he had he placed in the clearest light. Where he had no arguments, he resorted to person¬ alities, sometimes serious, generally ludicrous, always clever and cutting. But, whether he was grave or merry, whether he reasoned or sneered, his style was always pure, polished, and easy. Party-spirit then ran high ; yet, though Bentley ranked among Whigs, and Christ Church was a stronghold of Tory¬ ism, Whigs joined with Tories in applauding Atterbury’s volume. Garth insulted Bentley, and extolled Boyle in lines which are now never quoted except to be laughed at. Swift, in his Battle of the Books, introduced with much pleasantry Boyle, clad in armour, the gift of all the gods, and directed by Apollo in the form of a human friend, for whose name a blank is left which may easily be filled up. The youth, so accoutred and so assisted, gains an easy victory over his uncourteous and boastful antagonist. Bentley, meanwhile, was supported by the consciousness of an im¬ measurable superiority, and encouraged by the voices of the few who were really competent to judge the combat. “ No man,” he said, justly and nobly, “ was ever written down but by himself.” He spent two years in preparing a reply, which will never cease to be read and prized while the lite¬ rature of ancient Greece is studied in any part of the world. This reply proved not only that the letters ascribed to Phalaris were spurious, but that Atterbury, with all his wit, his eloquence, his skill in controversial fence, was the most audacious pretender that ever wrote about what he did not understand. But to Atterbury this exposure was matter of ATTERBURY. Atterbury. indifference. He was now engaged in a dispute about mat- ters far more important and exciting than the laws of Za- leucus and the laws of Charondas. The rage of religious factions was extreme. High church and low church divided the nation. The great majority of the clergy were on the high church side ; the majority of King William’s bishops were inclined to latitudinarianism. A dispute arose be¬ tween the two parties touching the extent of the powers of the Lower House of Convocation. Atterbury thrust him¬ self eagerly into the front rank of the high-churchmen. Those who take a comprehensive and impartial view of his whole career, will not be disposed to give him credit for religious zeal. But it was his nature to be vehement and pugnacious in the cause of every fraternity of which he was a member. He had defended the genuineness of a spurious book simply because Christ Church had put forth an edition of that book ; he now stood up for the clergy against the civil power simply because he was a clergyman, and for the priests against the episcopal order, simply because he was as yet only a priest. He asserted the pretensions of the class to which he belonged in several treatises written with much wit, ingenuity, audacity, and acrimony. In this, as in his first controversy, he was opposed to antagonists whose knowledge of the subject in dispute was far superior to his ; but in this, as in his first controversy, he imposed on the multitude by bold assertion, by sarcasm, by declamation, and, above all, by his peculiar knack of exhibiting a little erudition in such a manner as to make it look like a great deal. Having passed himself off on the world as a greater master of classical learning than Bentley, he now passed himself off as a greater master of ecclesiastical learning than Wake or Gibson. By the great body of the clergy he was regarded as the ablest and most intrepid tribune that had ever defended their rights against the oligarchy of prelates. The Lower House of Convocation voted him thanks for his services ; the University of Oxford created him a doctor of divinity ; and soon after the accession of Anne, while the Tories still had the chief weight in the government, he was promoted to the deanery of Carlisle. Soon after he had obtained this preferment, the Whig party rose to ascendancy in the state. From that party he could expect no favour. Six years elapsed before a change of for¬ tune took place. At length, in the year 1710, the prosecu¬ tion of Sacheverell produced a formidable explosion of high- church fanaticism. At such a moment Atterbury could not fail to be conspicuous. His inordinate zeal for the body to which he belonged, his turbulent and aspiring temper, his rare talents for agitation and for controversy were again sig¬ nally displayed. He bore a chief part in framing that art¬ ful and eloquent speech which the accused divine pronounced at the bar of the Lords, and which presents a singular con¬ trast to the absurd and scurrilous sermon which had very unwisely been honoured with impeachment. During the troubled and anxious months which followed the trial, At¬ terbury was among the most active of those pamphleteers who inflamed the nation against the Whig ministry and the Whig parliament. When the ministry had been changed and the parliament dissolved, rewards were showered upon him. The Lower House of Convocation elected him pro¬ locutor. The Queen appointed him Dean of Christ Church on the death of his old friend and patron Aldrich. The col¬ lege would have preferred a gentler ruler. Nevertheless, the new head was received with every mark of honour. A congratulatory oration in Latin was addressed to him in the magnificent vestibule of the hall; and he in reply professed the warmest attachment to the venerable house in which he had been educated, and paid many gracious compliments to those over whom he was to preside. But it was not in his nature to be a mild or an equitable governor. He had left the chapter of Carlisle distracted by quarrels. He found Christ Church at peace ; but in three months his despotic 189 and contentious temper did at Christ Church what it had Atterbury done at Carlisle. He was succeeded in both his deaneries's— by the humane and accomplished Smalridge, who gently complained of the state in which both had been left. “ At¬ terbury goes before, and sets everything on fire. I come after him with a bucket of water.” It was said by Atter- bury’s enemies that he was made a bishop because he was so bad a dean. Under his administration Christ Church was in confusion, scandalous altercations took place, oppro¬ brious words were exchanged ; and there was reason to fear that the great Tory college would be ruined by the tyranny of the great Tory doctor. He was soon removed to the bishopric of Rochester, which was then always united with the deanery of Westminster. Still higher dignities seemed to be before him. For, though there were many able men on the episcopal bench, there was none who equalled or approached him in parliamentary talents. Had his party continued in power, it is not improbable that he would have been raised to the archbishopric of Canterbury. The more splendid his prospects, the more reason he had to dread the accession of a family which was well known to be partial to the Whigs. There is every reason to believe that he was one of those politicians who hoped that they might be able, during the life of Anne, to prepare matters in such a way that at her decease there might be little difficulty in setting aside the Act of Settlement and placing the Pretender on the throne. Her sudden death confounded the projects of these conspirators. Atterbury, who wanted no kind of courage, implored his confederates to proclaim James III., and offered to accompany the heralds in lawn sleeves. But he found even the bravest soldiers of his party irre¬ solute, and exclaimed, not, it is said, without interjections which ill became the mouth of a father of the church, that the best of all causes and the most precious of all mo¬ ments had been pusillanimously thrown away. He acqui¬ esced in what he could not prevent, took the oaths to the House of Hanover, and at the coronation officiated with the outward show of zeal, and did his best to ingratiate him¬ self with the royal family. But his servility was requited with cold contempt. No creature is so revengeful as a proud man who has humbled himself in vain. Atterbury became the most factious and pertinacious of all the oppo¬ nents of the government. In the House of Lords his oratory, lucid, pointed, lively, and set off with every grace of pro¬ nunciation and of gesture, extorted the attention and ad¬ miration even of a hostile majority. Some of the most re¬ markable protests which appear in the journals of the peers were drawn up by him ; and, in some of the bitterest of those pamphlets which called on the English to stand up for their country against the aliens who had come from be¬ yond the seas to oppress and plunder her, critics easily de¬ tected his style. When the rebellion of 1715 broke out, he refused to sign the paper in which the bishops of the pro¬ vince of Canterbury declared their attachment to the Pro¬ testant succession. He busied himself in electioneering, especially at Westminster, where as dean he possessed great influence; and was, indeed, strongly suspected of having once set on a riotous mob to prevent his Whig fellow-citi¬ zens from polling. After having been long in indirect communication with the exiled family, he, in 1717, began to correspond directly with the Pretender. The first letter of the correspondence is extant. In that letter Atterbury boasts of having, during many years past, neglected no opportunity of serving the Jacobite cause. “My daily prayer,” he says, “is that you may have success. May I live to see that day, and live no longer than I do what is in my power to forward it.” It is to be remembered that he who wrote thus was a man bound to set to the church of which he was overseer an example of strict probity ; that he had repeatedly sworn allegiance to the House of Brunswick; that he had assisted in placing ATTEKBORY. 190 Atterbury. the crown on the head of George L, and that he had abjured James III., “without equivocation or mental reservation, on the true faith of a Christian.” It is agreeable to turn from his public to his private life. His turbulent spirit, wearied with faction and treason, now and then required repose, and found it in domestic endear¬ ments, and in the society of the most illustrious of the living and of the dead. Of his wife little is known : but between him and his daughter there was an affection singularly close and tender. The gentleness of his manners when he was in the company of a few friends was such as seemed hardly credible to those who knew him only by his writings and speeches. The charm of his “ softer hour” has been com¬ memorated by one of those friends in imperishable verse. Though Atterbury’s classical attainments were not great, his taste in English literature was excellent; and his ad¬ miration of genius was so strong that it overpowered even his political and religious antipathies. His fondness for Mil- ton, the mortal enemy of the Stuarts and of the church, was such as to many Tories seemed a crime. On the sad night on which Addison was laid in the chapel of Henry VII., the Westminster boys remarked that Atterbury read the funeral service with a peculiar tenderness and solemnity. The favourite companions, however, of the great Tory pre¬ late were, as might have been expected, men whose poli¬ tics had at least a tinge of Toryism. He lived on friendly terms with Swift, Arbuthnot, and Gay. With Prior he had a close intimacy, which some misunderstanding about public affairs at last dissolved. Pope found in Atterbury not only a warm admirer, but a most faithful, fearless, and judicious adviser. The poet was a frequent guest at the episcopal palace among the elms of Bromley, and enter¬ tained not the slightest suspicion that his host, now declin¬ ing in years, confined to an easy chair by gout, and appa¬ rently devoted to literature, was deeply concerned in crimi¬ nal and perilous designs against the government. The spirit of the Jacobites had been cowed by the events of 1715. It revived in 1721. The failure of the South Sea project, the panic in the money market, the downfall of great commercial houses, the distress from which no part of the kingdom was exempt, had produced general discontent. It seemed not improbable that at such a moment an insurrec¬ tion might be successful. An insurrection was planned. The streets of London were to be barricaded ; the Tower and the Bank were to be surprised; King George, his family, and his chief captains and councillors were to be arrested, and King James was to be proclaimed. The design became known to the Duke of Orleans, regent of France, who was on terms of friendship with the House of Hanover. He put the English government on its guard. Some of the chief malcontents were committed to prison; and among them was Atterbury. No bishop of the Church of England had been taken into custody since that memorable day when the applauses and prayers of all London had followed the seven bishops to the gate of the Tower. The Opposition enter¬ tained some hope that it might be possible to excite among the people an enthusiasm resembling that of their fathers, who rushed into the waters of the Thames to implore the blessing of Sancroft. Pictures of the heroic confessor in his cell were exhibited at the shop windows. Verses in his praise were sung about the streets. The restraints by which he was prevented from communicating with his accomplices were represented as cruelties worthy of the dungeons of the Inquisition. Strong appeals were made to the priesthood. Would they tamely permit so gross an insult to be offered to their cloth ? Would they suffer the ablest, the most elo¬ quent member of their profession, the man who had so often stood up for their rights against the civil power, to be treated like the vilest of mankind ? There was considerable excite¬ ment ; but it was allayed by a temperate and artful letter to the clergy, the work, in all probability, of Bishop Gibson, who stood high in the favour of Walpole, and shortly after Atterbury. became minister for ecclesiastical affairs. Atterbury remained in close confinement during some months. He had carried on his correspondence with the exiled family so cautiously that the circumstantial proofs of his guilt, though sufficient to produce entire moral convic¬ tion, were not sufficient to justify legal conviction. He could be reached only by a bill of pains and penalties. Such a bill the Whig party, then decidedly predominant in both houses, was quite prepared to support. Many hotheaded members of that party were eager to follow the precedent which had been set in the case of Sir John Fenwick, and to pass an act for cutting off the bishop’s head. Cadogan, who commanded the army, a brave soldier, but a headstrong politician, is said to have exclaimed with great vehemence: “ Fling him to the lions in the Tower.” But the wiser and more humane Walpole was always unwilling to shed blood; and his influence prevailed. When parliament met, the evidence against the bishop was laid before committees of both houses. Those committees reported that his guilt was proved. In the Commons a resolution, pronouncing him a traitor, was carried by nearly twm to one. A bill was then introduced which provided that he should be deprived of his spiritual dignities, that he should be banished for life, and that no British subject should hold any intercourse with him except by the royal permission. This bill passed the Commons with little difficulty. For the bishop, though invited to defend himself, chose to re¬ serve his defence for the assembly of which he was a mem¬ ber. In the Lords the contest was sharp. The young Duke of Wharton, distinguished by his parts, his dissoluteness, and his versatility, spoke for Atterbury with great effect; and Atterbury’s own voice was heard for the last time by that unfriendly audience which had so often listened to him with mingled aversion and delight. He produced few wit¬ nesses, nor did those witnesses say much that could be of service to him. Among them was Pope. He was called to prove that, while he was an inmate of the palace at Brom¬ ley, the bishop’s time was completely occupied by literary and domestic matters, and that no leisure was left for plotting. But Pope, who was quite unaccustomed to speak in public, lost his head, and, as he afterwards owned, though he had only ten words to say, made two or three blunders. The bill finally passed the Lords by eighty-three votes to forty-three. The bishops, with a single exception, were in the majority. Their conduct drew on them a sharp taunt from Lord Bathurst, a warm friend of Atterbury and a zeal¬ ous Tory. “ The wild Indians,” he said, “ give no quarter, because they believe that they shall inherit the skill and prowess of every adversary whom they destroy. Perhaps the animosity of the right reverend prelates to their brother may be explained in the same way.” Atterbury took leave of those whom he loved with a dig¬ nity and tenderness worthy of a better man. Three fine lines of his favourite poet were often in his mouth:— “ Some natural tears he dropped, but wiped them soon : The world was all before him, where to chuse His place of rest, and providence his guide.” At parting he presented Pope with a Bible, and said with a disingenuousness of which no man who had studied the Bible to much purpose would have been guilty: “If ever you learn that 1 have any dealings with the Pretender, I give you leave to say that my punishment is just.” Pope at this time really believed the bishop to be an injured man. Ar¬ buthnot seems to have been of the same opinion. Swift, a few months later, ridiculed with great bitterness, in the Voyage to Lapute, the evidence which had satisfied the two houses of parliament. Soon, however, the most partial friends of the banished prelate ceased to assert his innocence, and con¬ tented themselves with lamenting and excusing what they could not defend. After a short stay at Brussels, he had A T T ATT 191 Atterbury taken up his abode at Paris, and had become the leading li man among the Jacobite refugees who were assembled there. Attica. jje was invited to Rome by the Pretender, who then held his mock court under the immediate protection of the Pope. But Atterbury felt that a bishop of the Church of England would be strangely out of place at the Vatican, and declined the invitation. During some months, however, he might flatter himself that he stood high in the good graces of James. The correspondence between the master and the servant was constant, Attei'bury’s merits were warmly acknowledged, his advice was respectfully received, and he was, as Boling- broke had been before him, the prime minister of a king without a kingdom. But the new favourite found, as Boling- broke had found before him, that it was quite as hard to keep the shadow of power under a vagrant and mendicant prince as to keep the reality of power at Westminster. Though James had neither territories nor revenues, neither army nor navy, there was more faction and more intrigue among his courtiers than among those of his successful rival. At¬ terbury soon perceived that his counsels were disregarded, if not distrusted. His proud spirit was deeply wounded. He quitted Paris, fixed his residence at Montpelier, gave up politics, and devoted himself entirely to letters. In the sixth year of his exile he had so severe an illness that his daughter, herself in very delicate health, determined to run all risks that she might see him once more. Having ob¬ tained a license from the English Government, she went by sea to Bordeaux, but landed there in such a state that she could travel only by boat or in a litter. Her father, in spite of his infirmities, set out from Montpelier to meet her ; and she, with the impatience which is often the sign of approach¬ ing death, hastened towards him. Those who were about her in vain implored her to travel slowly. She said that every hour was precious, that she only wished to see her papa and to die. She met him at Toulouse, embraced him, received from his hand the sacred bread and wine, and thanked God that they had passed one day in each other’s society be¬ fore they parted for ever. She died that night. It was some time before even the strong mind of Atterbury recovered from this cruel blow. As soon as he was himself again he became eager for action and conflict: for grief, which disposes gentle natures to retirement, to inaction, and to meditation, only makes restless spirits more restless. The Pretender, dull and bigoted as he was, had found out that he had not acted wisely in parting with one who, though a heretic, was, in abilities and accomplishments, the foremost Atterbury man of the Jacobite party. The bishop was courted back, Ij and was without much difficulty induced to return to Paris Attica, and to become once more the phantom minister of a phantom monarchy. But his long and troubled life was drawing to a close. To the last, however, his intellect retained all its keenness and vigour. He learned, in the ninth year of his banishment, that he had been accused by Oldmixon, as dis¬ honest and malignant a scribbler as any that has been saved from oblivion by the Dunciad, of having, in concert with other Christ Churchmen, garbled Clarendon’s History of the Rebellion. The charge, as respected Atterbury, had not the slightest foundation: for he was not one of the editors of the History, and never saw it till it was printed. He pub¬ lished a short vindication of himself, which is a model in its kind, luminous, temperate, and dignified. A copy of this little work he sent to the Pretender, with a letter singularly eloquent and graceful. It was impossible, the old man said, that he should write anything on such a subject without being reminded of the resemblance between his own fate and that of Clarendon. They were the only two English subjects that had ever been banished from their country and debarred from all communication with their friends by act of parliament. But here the resemblance ended. One of the exiles had been so happy to bear a chief part in the re¬ storation of the Royal house. All that the other could now do was to die asserting the rights of that house to the last. A few weeks after this letter was written Atterbury died. He had just completed his seventieth year. His body wras brought to England, and laid, with great privacy, under the nave of Westminster Abbey. Only three mourners followed the coffin. No inscription marks the grave. That the epitaph with which Pope honoured the memory of his friend does not appear on the walls of the great national cemetery is no subject of regret: for nothing worse was ever written by Colley Cibber. Those who wish for more complete information about Atterbury may easily collect it from his sermons and his controversial writings, from the report of the parliamentary proceedings against him, which will be found in the State Trials ; from the five volumes of his correspondence, edited by Mr Nichols, and from the first volume of the Stuart papers, edited by Mr Glover. A very indulgent but a very in¬ teresting account of the Bishop’s political career will be found in Lord Mahon’s valuable History of England, (t. b. m.) A T T I C A, Bound¬ aries and extent. Soil and climate. An ancient kingdom of Greece, situated between the Strait of Euripus or Negropont on the north-east, and the Gulf of Saron or Angina on the south-west. It may be considered as forming a triangle, the base of which constituted the conterminous boundery with Boeotia, while the two other sides, washed by the sea, had their vertex at the promon¬ tory of Sunium or Cape Colonna. The prolongation of the south-western side northward till it reached the extremity of the base at the foot of Mount Cithaeron served as the line of demarcation between the Athenian territory and that belonging to the small state of Megara. Hence Attica may be described generally as bounded on the north-east by the channel of Negropont; on the south-west by the Gulf of yEgina and part of Megara; and on the north-west by the territory which formed the ancient Boeotia ; including, within these limits an area or superficies of about 750 square miles. The soil of Attica was not so unsuited to the purposes of agriculture as has commonly been supposed. It was, indeed, stony and uneven in many places; a considerable part consisted of bare rock, on which little or nothing could be grown ; but even the less fertile portion produced barley and wheat—the latter, it is true, with difficulty; and the mildness of the climate allowed all the more valuable pro¬ ducts of the earth to ripen the earliest and go out of season the latest. Every kind of plant and animal throve notwith¬ standing the poverty of the soil; and the advantages which nature had denied were, in a great measure, compensated by the effects of skill and industry. It seldom happens that the richest countries are the most productive, or that the bounty of nature, where it has been profusely lavished, is improved by corresponding exertions on the part of man. Repugnant to labour where labour can be dispensed with, it is necessity alone that compels him to earn his bread with the sweat of his brow, and to torture the ungrateful soil for its scanty products. But habits of exertion being once formed, a variety of causes gradually contribute to stimu¬ late his activity and extend his resources. He naturally aspires to improve his condition and circumstances by all the means in his power. Experience soon teaches him bet¬ ter modes of exerting his industry ;—as society advances, the natural reward of labour and skill is increased ;—and if 192 ATTICA. Attica. Chief cities. Ogyges. the public policy of the state be wisely directed to accele¬ rate the operation of natural causes, the most striking re¬ sults may be produced, and countries originally barren covered with well-cultivated fields, teeming with abundant harvests. Such seems to have been the progression of im¬ provement in Attica ; which, though one ot the least fertile of the Grecian provinces, was, by the industry and skill of its inhabitants, rendered ultimately one of the most produc¬ tive in proportion to its extent, and the portion of its sur¬ face which was susceptible of cultivation. The chief cities in the ancient kingdom of Attica wei e Athens, the capital, of which a full description has been given under that head (see article Athens) ; Eleusis, situ¬ ated on the gulf of the same name, at an equal distance from Megara and the Peiraeus, where the greater mysteries of Demeter were quadrennially celebrated; and, lastly, Rhamnus, famous for the temple of Amphiaraus, and a sta¬ tue of the goddess Nemesis, executed by Phidias. The history of Attica, like that of nearly every state of Greece, is almost entirely mythical down to the begin¬ ning of the Olympiads—that is, down to the year b.c. 676. All that is related concerning the period previous to that era, consists partly of fictions and partly of traditions, which no doubt have a certain historical foundation, but have been so much modified and embellished by poets and late writers that it is now impossible to say what is historical and what is not. As regards chronology in particular, it is useless to attempt to fix the exact date of any event before the com¬ mencement of the Olympiads. As, however, the legends of early Attic history are frequently alluded to by poets and other authors, they cannot be altogether passed over in any account of the history of Attica. Ogyges had the reputation of being the first king of Attica; and ancient chronologers even undertook to fix the date of his reign, which has been variously set down at ] 50 and 200 years before the arrival of Cecrops. But we have no assurance that even the name of Ogyges was known to the older Grecian authors ; and if anything can be ga¬ thered from the traditions concerning this fabulous person¬ age, reported by later writers, it is, that at some very remote period, a flood, having desolated the rich fields of Bceotia, over which he reigned, drove many of the inhabitants to establish themselves in the adjoining district of Attica, which, though hilly, rocky, and little fruitful, was yet judged preferable to a plain country, surrounded on all sides by mountainous tracts, and consequently exposed to a re¬ currence of the calamity by which so many of them had been overwhelmed. We may therefore safely consign this legendary monarch to that primitive obscurity in which his existence, his origin, and his achievements, are equally in¬ volved. There was a time when it was generally believed that Attica, and Greece in general, had received the first ele¬ ments of civilization from Egypt. This belief was founded upon the tradition, that about 150 years after the time of Ogyges, Cecrops came from Egypt to Attica, and not only gave his name to the land, but founded the city of Athens, on the rock which, down to the latest times, was often called the Cecropian rock, or the Cecropian city. He is said to have introduced among the savage natives of Attica a new and simple religion, and the institution of marriage, so that, in fact, the elements of civilized life were traced to this Egyptian immigrant. But his Egyptian origin, to say the least, is extremely doubtful; for the early Greek poets and historians appear to have known nothing about him; and when at a later period Cecrops began to be spoken of, he is frequently described as a native of the Attic soil (avro- X&ojv)- After the time of Cecrops, two other Egyptian settlers, Erechtheus and Peteus, are said to have arrived in Attica. But the fact is that all these personages are utterly fictitious, and that the traditions about them belong entirely ^ to a home-sprung Attic fable. But although we must reject these stories about Cecrops and Erechtheus as fabulous, we are not on that account obliged to reject the tradition of an Egyptian settlement in Attica. Even if we admit that at some time or another a band of Egyptians settled among the ancient inhabitants of Greece, it is not easy to conceive how they could have affected the national character of those among whom they established themselves. The Greek lan¬ guage, at least, bears no trace of any such influence ; and the question how far the religion and the arts were derived from Egypt, is one which cannot be satisfactorily answered until the religion of both the Greeks and Egyptians shall be much better known and understood than they are at present. The resemblance between the early works of art among the Greeks and those of Egypt can prove nothing, for the rude beginnings of the arts are more or less the same among all nations. The list of the successors of Cecrops down to Theseus is a mere compilation, in which some of the names appear to have been invented merely to fill up a gap; others are purely mythical, and not one can safely be pronounced historical. In the reign of Erechtheus, the Athenians are said to have been involved in a war with the Thracian Eumolpus, who had established himself as sovereign at Eleusis. Erechtheus fell in battle, whereupon Eleusis concluded a treaty, in which it acknowledged the supremacy of Athens. Erechtheus was succeeded by a second Cecrops, who left his throne to his son Pandion. This last king was expelled from Attica, but found a place of refuge in Megara, where he married the king’s daughter, and succeeded him on the throne. He there became the father of four sons, the eldest of whom, TEgeus, on his father’s death, entered Attica at the head of an army, and recovered his patrimony. For a long time he remained childless, until some mysterious oracle led him to Troezen, where he became, by fEthra, the father of Theseus, the greatest hero in Athenian story. Theseus spent the first years of his life at Troezen, and then repaired to Athens to claim TEgeus for his father, who recognized him by cer¬ tain tokens, and by his valour. This Theseus, whom some writers regard as the real founder of the Athenian state, is to Athens what Hercules is to Greece in general. All the deeds and exploits which are ascribed to him cannot have been accomplished by one man, but are probably represen¬ tations of what was done in the course of several genera¬ tions, or even centuries. But the life of Theseus may be regarded as composed of three main acts—his journey from Troezen to Athens, his victory over the Minotaur, and the political reforms which he is said to have effected in Attica. On his way to Athens from Troezen, he cleared the wild roads which were infested by monsters and savage men, who by their robberies had almost broken oft all com¬ munication between Attica and Troezen. Amid the greatest difficulties he forced his way to his father. After being re¬ cognized by him, and purified from all his bloodshed, he went to Crete to deliver Athens from a disgraceful tribute of boys and maidens, who had to be sent annually to Minos, king of Crete, and were devoured by a monster called Mi¬ notaur. On his return to Athens, his father TEgeus died. Passing over a variety of other legends, we shall proceed to consider the political institutions ascribed to Theseus. At¬ tica is said originally to have been divided into a number of small independent states, which, under Cecrops, formed a confederacy among themselves against the inroads of foreign enemies. On that occasion, Attica is reported to have been divided into twelve districts, and Athens, under the name of Cecropia, was probably at the head of this league. Be¬ sides this division into twelve districts, another is mentioned, Attica. 1 Thirlwall, Hist, of Greece, vol. i. p. 148. ATTICA. Attica, according to which the whole country was divided into four tribes, which at different times had different names. The latest of these are ascribed to Ion, the reported founder of the Ionian race, who is said to have called the four tribes after his four sons, Teleontes (Geleontes, Gedeontes), Ho- pletes, zEgicores, and Argades. Some of these names are desci iptive of occupations, while others are of uncertain im¬ port. These four tribes seem to have been so many dis¬ tinct communities, separated by descent, situation, pursuits, and religion, yet still connected by affinities of blood and lan¬ guage, and the occasional need of mutual assistance. Their ultimate union with Athens, as their natural head and centre, is generally described as the work of Theseus, who is thus regarded as the founder of the national unity, and of the future greatness of Athens. The legend represents him as having thus for ever put an end to the discord and hostility which had until then prevented the inhabitants of Attica from considering themselves as one people. On that occa¬ sion the greater part of the nobles probably removed to Athens, which had become the seat of government, and they there occupied the same position and rank which they had formerly held in their respective districts. The union was cemented by religion, and by the institution of national so¬ lemnities which were periodically celebrated, such as the Syncecia and the Panathena;a, in honour of the tutelary di¬ vinity Athena. The city of Athens, which until then had occupied little more than the Cecropian rock, was enlarged by the formation of new habitations at the foot and around the rock. The constitution which Theseus is said to have given to his country remained for many centuries after him rigidly aristocratical; and he is said to have promised all the nobles an equal share in the government, reserving for himself only the command in war and the administration of justice. Al¬ though the later Greeks were fond of describing Theseus as the founder of their democratic institutions, it is quite clear that his object was to institute a gradation of ranks, and a proportionate distribution of power. Accordingly, he distributed the people into three classes, the nobles (Ewa- TplScu), husbandmen (yew/xopot), and artisans (Sg/uovpyol); the first of which possessed all the political power and influence, and the right of interpreting the laws, both human and di¬ vine. The king himself was only the first among his equals, and the four kings of the ancient tribes were his perpetual assessors or colleagues. The people of Athens, that is the S'ijp.os, had, no doubt, the right of meeting, but they do not appear to have exercised any political influence; and the first internal struggles of which we hear at Athens were not be¬ tween the king and the people, but between the king and the nobles. I heseus himself is said to have been compelled by a conspiracy of the nobles to go into exile with his family, and to leave the throne to Menestheus, a descendant of the ancient kings. 1 heseus is said to have died in the island of Scyros. Menesthe- Menestheus reigned twenty-four years. He lost his life us, Dmo- at the siege of Troy, and was succeeded by Demophon, P on, c. one of the sons of Theseus by Phaedra, who was likewise present at the siege, but had the good fortune to return in safety. Demophon was succeeded by his son or brother Oxyntes, who again was succeeded by his son Aphydes ; and this last was murdered by a natural brother of the name of ft hymoetes. But the bastard usurper discovered many base qualities unworthy of the station he had assumed, and was at last deposed by his subjects on account of the flagrant cowardice he had displayed on a critical occasion, elunthtis, Thymcetes was appropriately succeeded by a foreign ad¬ venturer called Melanthus, who, after a long reign of thirty- 193 seven years, left the kingdom to his son Codrus. The lat- Attica, ter reigned twenty-one years, during which period the Do- rians and Heracleidae had regained all Peloponnesus, and were upon the point of invading Attica. Codrus, being in¬ formed that the oracle had promised them victory provided they did not kill the king of the Athenians, immediately came to the resolution to die for his country. Disguising himself, therefore, as a peasant, he went into the enemy’s camp, and having quarrelled with some of the common sol¬ diers, was killed in a brawl. On the morrow the Athenians, knowing what had happened, sent to demand the body of their king, at which the invaders were so terrified that they decamped without striking a blow. Upon the death of Codrus, a dispute among his sons con- Aristo- cerning the succession furnished the nobles with a pretence cracy- for ridding themselves of their kings, and changing the monarchical into a republican form of government. It was highly improbable, they said, that they should ever again have so good a king as Codrus; and, to prevent their having a worse, they resolved to have none. That they might not, however, appear ungrateful to the family of Codrus, they made his son Medon their supreme magistrate, with the title of archon; an office which was afterwards rendered decen¬ nial, but nevertheless continued in the family of Codrus. But the extinction of the Medontidae having at last left the nobles without restraint, they not only made this office an¬ nual, but at the same time created nine archons. By the latter expedient they provided against the exorbitant power of a single person, as by the former they took away all ap¬ prehension of the archons having time to establish them¬ selves, so as to be able to change the constitution. In a word, they now attained what they had long sought after, namely, rendering the supreme magistracy accessible to all the nobles. rf he name of the first of these nine annual archons (apx<*>v eTiwvjaos) was, like that of the consuls at Rome, used to mark the year in which any event happened. The second bore the title of king (ap^wv /3acnAevs), and represented the former kings in their capacity of high priest of the nation.1 I here has been handed down to us an enumeration of Archons; these archons for upwards of six centuries, beginning with Draco. Creon, who lived in 682 b.c., and coming down to Herodes, who lived only sixty years prior to the Christian era. The first archon of whom we hear anything really worthy of notice was Draco. He governed Athens in the year 624 b.c., when he promulgated his written laws; but although his name is very frequently mentioned in history, no connected account can be found either of the lawgiver or of his insti¬ tutions. We only know generally that his laws were exces¬ sively severe, awarding the punishment of death for the smallest offences no less than for the most heinous crimes; and that, as Demades remarked of them, they seemed to have been written with blood. For this extraordinary and undiscriminating severity he gave no other reason, than that the smallest faults appeared to him to be worthy of death, and that he could find no higher punishment for the greatest. He was far advanced in years when he legislated for Athens; and he appears to have endeavoured to act as a mediator between the people and the oppressive nobles. His laws were called sanctions (OeagoC). The Athenians, however, soon grew weary both of the sanctions and their author; upon which Draco was obliged to retire to Aigina, where he was received in the most flattering manner. But the favour of the inhabitants of this place proved more fatal to him than the hatred of the Athenians; for coming one day into the theatre, the audience, to evince their regard for the exiled legislator, are said to have thrown their cloaks upon him, and faiily stifled the old man to death with their kindness. the abolition ^ Domansuperstition should have agreed so exactly in the extraordinary circumstance that, after yet eauallv thetnwL ^ m 0 ’ , , Very namf k}nS abhorred as a title of civil magistracy or military command, yet equally the title and the office were scrupulously retained for the administration of religious ceremonies J VOL. IV. & 2 B ATTICA. Mityle- nian war. Cylon’s conspiracy War with Megara. Solon. Not long after the expulsion of Draco, we find the re¬ public engaged in a tvar with the Mitylenians about the city Sigeum, situated near the mouth of the river Scamander. The Athenian army was commanded by Phrynon, and that of the Mitylenians by Pittacus, one of the seven sages of Greece ; but the generals, thinking the honour of their re¬ spective countries concerned, and being at the same time desirous to spare the effusion of blood, agreed to settle the dispute by single combat. They met accordingly; but die sage, trusting more to cunning than to courage, concealed behind his shield a net, wherewith he suddenly entangled his antagonist, and easily slew him. Phis, however, not putting an end to the war, Periander of Corinth interposed ; and both parties having submitted to his arbitration, he de¬ creed that Sigeum should belong to the Athenians. About seven years after the Mitylenian war, 612 B.C., a conspiracy was entered into by Cylon, son-in-law of Thea- genes, prince of Megara, for the purpose of seizing on the sovereignty of Athens. The people would have readily sub¬ mitted to his rule to escape from the oppression of the many nobles. But having consulted the Delphic oracle as to the most proper time, and received directions to make the at¬ tempt while the citizens of Athens were engaged in cele¬ brating the great festival of Zeus, Cylon and his associates made themselves masters of the citadel by a coup-de-main, at the time when the greater part of the citizens had re¬ paired to Elis to witness the celebration of the Olympic games. But being instantly besieged by Megacles, who was at that time archon, and soon reduced to great distress from want of water, the chief conspirator and his brother contrived to effect their escape; upon which the remainder fled for safety to the temple of Athena, where they were barbarously massacred by order of Megacles, in virtue of one of those sophistical quibbles by means of which men sometimes re¬ concile their minds to the perpetration of the foulest and bloodiest deeds. At this period of confusion the Megarians attacked and took both Nisaea and Salamis. The former was a place of little or no importance to any, the latter one of the very greatest in every view; but so completely were the Athe¬ nians routed in every attempt to retake it, that a law was at last passed, declaring it capital for any one to propose the recovery of Salamis. About tne same time the city was dis¬ turbed by reports of frightful appearances, and filled with superstitious fears, for it was believed that the crime of Me¬ gacles was the cause of all disasters. 1 he oracle at Delphi was therefore consulted, and an answer returned that the city must be purified by certain expiatory rites. T his was accordingly done under the superintendence of one Epi- menides, a Cretan, who prescribed the sacrifice of white and black sheep, and also caused many temples and chapels to be erected, including one dedicated to Contumely, and an¬ other to Impudence ! This man, after looking wistfully for a long time to the port of Munychia, spoke as follows to those that were near him: “ How blind is man to the future! For, did the Athenians know what mischief will one day be derived to them from this place, they would eat it with their teeth.” This prediction was thought to have been accom¬ plished 270 years after, when Antipater constrained the Athenians to admit a Macedonian garrison into that place. About 604 years b.c., Solon, the famed Athenian legisla¬ tor, began to show himself to his countrymen. He is said to have been lineally descended from Codrus, but left by his father in circumstances rather necessitous, which obliged him to apply himself to merchandise. From the first he appeared in the character of a patriot. The shameful de¬ cree, that none under pain of death should propose the re¬ covery of Salamis, grieved him so much, that having com¬ posed an elegy such as he thought calculated to inflame the minds of the people, he ran into the market-place as if he had been insane, repeating his verses. A crowd soon col- Attica. lected around the pretended madman ; his kinsman Peisi- stratus mingled with the people, and observing them moved with Solon’s words, agreed to second the patriotic poet with all the eloquence he was master of; and at length they prevailed so far as to have the law rescinded, war declared against the people of Megara, and an expedition immediately fitted out for the recovery of Salamis ; which was ultimately effected by a stratagem more creditable to the ingenuity than the bravery of the Athenians. The success of this enterprise at once established the re¬ putation of Solon ; who, on his return to Athens, was greatly honoured by the people, and soon afforded them another oc¬ casion of admiring that wisdom for which they had already given him credit. The inhabitants of Cirrha, a town situ¬ ated in the Bay of Corinth, having repeatedly committed acts of extortion and violence against pilgrims proceeding to Delphi, at last besieged the capital itself, with a view of mak¬ ing themselves masters of the treasures contained in the tem¬ ple of Apollo. Advice of this intended sacrilege having been sent to the Amphictyons, Solon advised that the matter should be universally resented, and that all the states should join in punishing the Cirrhaeans, and in saving the Delphic oracle. This suggestion was adopted, and a general war against Cirrha declared, B.c. 594. Cleisthenes, prince of Sicyon, commanded in chief, and the Athenian contingent was under the orders of Alcmaeon. Solon accompanied the expedition as assistant or counsellor to Cleisthenes, and under his direc¬ tion the war was conducted to a prosperous issue. Accord¬ ing to Pausanias, the city was reduced by a singular strata¬ gem, said to have been invented by Solon. He caused the river Pleistus, which flowed through Cirrha, to be turned into another channel, hoping thereby to distress the inhabitants for want of water; but finding they had many wells within the city, and were not to be reduced by tfiat means,, he caused a vast quantity of roots of hellebore to be thrown into the river, which was “then suffered to return into its former bed. The inhabitants, overjoyed at the sight of running water, came in troops to drink of it; the consequence of which was, that an epidemic flux ensued, and the citizens being no longer able to defend the walls, the town was easily captured. This, as far as we know, is the only instance on record of a town taken by physic. On his return to Athens after the hellebore achievement, Athens m Solon found things again in the utmost confusion. The g^on' remnant of Cylon’s faction gave out that all sorts of misfbr- tunes had befallen the republic on account of the impiety of Megacles and his followers ; and this clamour was heightened by the retaking of Salamis about the same time by the Me¬ garians. Solon interposed, and persuading those who were styled “ execrable” to abide a trial, three hundred persons were chosen to judge them. I he issue was, that the whole of Megacles’ partv who were alive were sent into perpetual exile, and the bones of such as had died were dug up and sent beyond the limits of their country. But although this decision restored tranquillity for the time, the people w ere still divided into three factions, contending about the proper form of government. These were called the Diacrii, Pe- disei, and Parali; the first of whom, consisting of the inha¬ bitants of the hilly country, declared for democracy; the second, dwelling in the low country, and far more opulent than the former, were in favour of an oligarchy, wishing, to keep the government in their own hands; whilst the third party, who inhabited the sea-coast, were people of moderate principles, and therefore friendly to a mixed government. V. .A • rPcHivhnnrpK nf a much more But besides these agitations, disturbances of a much more serious character arose, in consequence of the lamentable condition to which the people or Demos had been reduced, in consequence of the severity of the law of debt. Ac¬ cording to Plutarch, the poor having become indebted to the rich, either tilled their grounds and paid them the sixth part of the produce, or impignorated their persons for their ATTICA. Attica. debts, so that many were made slaves at home, and not a few sold as such into foreign countries; while some were even obliged to sell their children to pay their debts, and others in despair quitted Attica altogether. The greater part, however, were for throwing off the yoke, and began to look about for a leader, openly declaring that they intended to change the form ot government, to introduce a more equit¬ able distribution of power, and to modify the law of debt. Solon Cho- In this extremity the eyes of all were turned to Solon, and sen arcnon some were for offering him the sovereignty at once ; but, per¬ ceiving the intentions of these misjudging persons, he re¬ fused the sovereignty tendered to him, and preferring the substance to the shadow, quietly took upon himself, without any pomp or pageantry, the unqualified exercise of the su¬ preme authority of the state, in all its branches, and wielded it with an absolutism which would have been intolerable, had it not been conferred upon him by the unanimous consent of the people. He was chosen archon (594, b.c.) without hav¬ ing recourse to the ballot, an anomaly of which there is no other example ; and, after his election, he proved the wisdom of the choice by disappointing the interested expectations of all parties. It was a fundamental maxim with Solon, that those laws will be best observed which power and justice equally support. Hence, wherever he found the old consti¬ tution in any measure consonant to justice, he refused to make any alteration at all, and was at extraordinary pains to show the reason of such changes as were actually introduced. In a word, being a consummate judge of mankind generally, and, above all, thoroughly conversant with the character of his countrymen, he sought to rule only by showing the people that it was their interest to obey, and contented himself with givingthem such institutions as they were prepared to receive, instead of forcing upon them those which might be esteemed theoretically the most perfect. Hence, to one who inquired whether he had given the Athenians the best laws in his power, he replied, “ I have established the best which they could receive.” With reference to the main cause of discontent, namely, the oppressed state of the meaner class, Solon removed it by a scheme which he called seisachtheia, or discharge. Ancient authors, however, are not agreed as to the precise nature of this contrivance. Some say that he cancelled all debts then in existence, and prohibited the seizure of any man’s person in default of payment of a debt for the future ; whilst others affirm that the poor were relieved, not by cancelling the debts, but by lowering the interest, and increasing the value of money, so that a mina, which before was equal to seventy- three drachmas only, was by him made equal to a hundred. Ihe more probable opinion is, that the seisachtheia was a general disburdening ordinance, which relieved the debtor partly by a reduction of the rate of interest, and partly by lowering the standard of the coinage, whereby a debtor saved more than 25 per cent, in every payment. He also released the mortgaged lands from their encumbrances, and restored them to their owners. He th&n abolished the cruel law, by which a creditor might enslave his debtor, and restored to freedom those who were pining in bondage. These may seem measures of extreme violence; but it must be borne in mind that the whole people had conferred upon him un¬ limited power, on the understanding that they would ac¬ quiesce in his legislative regulations. But in the midst of all the glory which Solon acquired by these measures, an accident occurred which for a time clouded his reputation, and almost entirely ruined his schemes. Having, it seems, consulted Conon, Clinias, and Hipponicus, three of his friends, on an oration he had pre¬ pared with a view to engage the people’s consent to the seisachtheia, these worthies, thus apprized of the contem¬ plated measure, availed themselves of their knowledge to borrow large sums of money before the law was promulgated, with the intention to take advantage of its provisions, and Seisach¬ theia. refuse to repay the lenders. We cannot wonder that Solon himself was at first believed to have been cognizant of the scheme, and a partner in this fraudulent adventure. But happily for his credit, these suspicions were obliterated when it was discovered that the lawgiver was a creditor to a large extent, and likely to become a considerable loser by the operation of his own law. His friends, however, never re¬ covered their credit, but were ever afterwards stigmatized with the opprobrious appellation of chrciocopidce or debt-sinkers. Solon now set himself to the arduous task of compiling a body of laws for the people of Attica; and having at last completed his task in the best manner he could, or at least in the best manner that the character of the people would admit, he caused them to be duly ratified, and declared to be in force for a century from the date of their publication. Those which related to private actions were preserved on parallelograms of wood, with cases which reached from the ground, and turned upon a pin like a wheel, whence the appellation of axones; and were placed, first in the Acro¬ polis, and afterwards in the Prytaneium, that all the subjects of the state might have access to consult them whenever they chose. Such as concerned public institutions and sa¬ crifices were inscribed on triangular tablets of stone called cyrbeis. The Athenian magistrates were sworn to observe both. With regard to the axones, or jus privatum of Solon, our information is exceedingly imperfect; but if it be true that the decemviral constitutions at Rome were principally borrowed from this portion of his code, the fragments which remain of these celebrated laws are certainly calculated to give us no mean idea of his fitness for the task which circum¬ stances as well as inclination had induced him to undertake. Nor will our opinion of the legislator be lowered by attending to his system of public law; concerning which more exact details have been preserved, and some account will be given when we come to speak of the Athenian government. We may, however, here remark in general, that Solon had abo¬ lished the ancient aristocratic government, in which all rights and privileges had been determined by birth, and that he substituted a timocracy, that is, a form of government in which a man’s property forms the standard by which his rights and duties are determined. After the promulgation of his code, Solon found himself obliged to leave Athens, to avoid being continually teased for explanations and emendations of his laws. He therefore pretended an inclination to merchandise, and obtained leave to withdraw himself for ten years, in the hope that during his absence his laws would grow familiar to the people. From Athens he accordingly travelled into Egypt, where he is said to have conversed with Psamenophis of Heliopolis and Sesonchis of Sais, the most learned priests of that age, from whom he learned the situation of the island Atlantis, and wrote an account of it in verse, which Plato afterwards con¬ tinued. Leaving Egypt, he is reported to have visited Cy¬ prus, where he was well received by one of the petty kings, and assisted in the foundation of a new city, the site of which he had pointed out, and which, out of gratitude to the Athe¬ nian legislator, was called Soli. But while Solon was thus travelling in quest of wisdom, his countrymen were again divided into three factions. Ly- curgus was at the head of what may be called the country party; Megacles the son of Alcmmon swayed those who lived on the sea-coast; and Peisistratus appeared as the champion ot the demos, under the pretence of protecting them from tyranny, but in reality with the view of seizing on the sovereignty for himself. In the midst of all this con- liision the legislator returned about 562 b.c. Each of the factions affected to receive him with the deepest reverence and respect, beseeching him to resume his authority, and compose the disorders to which they themselves had given birth. But Solon declined this hollow invitation, on the ground that his age rendered him unable to speak and act 195 Attica. Compila¬ tion of code. 196 ATTICA. Attica. Peisistra- tus. as formerly for the good of his country ; he sent however for the chiefs of each party, and entreated them in the most pathetic manner not to ruin their common paYent, but to prefer the public good to their own private interest; sound advice, doubtless, but entirely thrown away on those to whom it was administered. Peisistratus, who of all the chiefs had unquestionably the least intention of following Solon’s advice, appeared to be the most affected with his discourses; but perceiving that he affected popularity by all possible methods, Solon easily penetrated into his design of assuming the sovereign power. This he spoke of privately to Peisistratus himselt; but as he saw that his admonitions had no effect, he unveiled the designs of this ambitious chief, that the public might be on their guard against him and his artful machinations. But all the wise discourses of Solon were lost upon the Atheni- Peisistratus had got the lower class entirely at his Attica. devotion, and therefore resolved to cheat them out of the liberty which they were incapable of appreciating. AY ith this view he wounded himself, then drove into the maiket- place, and there showed his bleeding body, imploring the protection of the people against those whom his kindness to them had rendered his implacable enemies. It was for being their declared friend, he said, that he had thus suffered. 1 hey saw it was no longer safe for a man to be a friend to the people; they saw it was no longer safe for a man to live in Attica, unless they would take him under that protection which he implored. A crowd being instantly collected, Solon came amongst the rest, and, suspecting the deceit, openly taxed Peisistratus with his perfidious conduct; but to no purpose. A general assembly of the people was sum¬ moned, wherein it was moved that Peisistratus should have a guard. Solon alone had resolution enough to oppose this measure; the richer Athenians remaining silent through fear of the multitude, which implicitly followed Peisistratus, and applauded everything he said. A guard of 400 men was then unanimously decreed to Peisistratus ; and with this inconsiderable body he managed, partly by stratagem and partly by force, to possess himself of the supreme power B.c. 560. Solon inveighed bitterly against the meanness of his countrymen, in thus tamely surrendering their liber¬ ties, and attempted to rouse them to take up arms in de¬ fence of the constitution and the laws; but finding his efforts unavailing, he withdrew, remarking that he had done his utmost for his country. He submitted to the tyranny of Peisistratus merely because he had no choice between a tyranny and anarchy. uruvems Peisistratus, having thus obtained the sovereignty, did with great not overturn the laws of Solon, but on the contrary used modera- his power with the greatest moderation, and even courted the friendship and asked the advice of Solon. ' It was not in the nature of things, however, that the Athenians could long remain satisfied with this form of government. On the usurpation of Peisistratus, Megacles and his family had re¬ tired from Athens, ostensibly in order to save their own lives ; but having entered into a treaty with Lycurgus, whom they brought, along with his party, into a scheme for de¬ posing the usurper, they concerted matters so skilfully, that Peisistratus was soon after obliged to withdraw from the city; and, on his departure, the Athenians ordered his goods to be confiscated. But Megacles had no sooner succeeded in his project against Peisistratus, than, finding his ally Ly¬ curgus intraetible, he changed sides, and began to plot the return of the very man whom he had just succeeded in ex¬ pelling as a tyrant and usurper. This counter project was at length effected by means of a trick worthy of the parties engaged in this little political drama. Having found out a woman of the name of Phya, of a mean family and fortune, but of great stature and very handsome person, they dressed her in armour, placed her in a chariot, and having disposed things so as to make her appear to the utmost advantage, Governs tion. they conducted her towards the city, sending heralds be¬ fore, with orders to address the people in the following terms: “ Give a kind reception, O Athenians, to Peisi¬ stratus, who is so much honoured above all other men by Athena that she herself condescends to bring him back to the citadel.” The report being universally spread that Athena was bringing back Peisistratus, and’ the ignorant multitude believing this woman to be the goddess, addressed their prayers to her, and received Peisistratus with the ut¬ most joy. When he had recovered the sovereignty, Peisi¬ stratus married the daughter of Megacles, in fulfilment of a stipulation made between them to that effect, and also gave the mock goddess as a wife to his son Hipparchus. This last statement renders the whole story, which in itself is extremely childish, altogether improbable. Peisistratus did not long enjoy the authority to which he had been thus restored. He had indeed married the daugh- ter of Megacles according to treaty ; but having children by a former marriage, and remembering that the whole family of Megacles were execrated by the Athenians, he thought it expedient to suffer his new spouse to remain in a state of perpetual widowhood. This the lady bore patiently for some time ; but at last acquainting her mother with the state in which she was compelled to live, the affront was highly re¬ sented; and Megacles immediately entered into a treaty with the malcontents. Peisistratus, apprised of this step on the part of his father-in-law, and perceiving that a new storm was gathering, voluntarily quitted Athens and retired to Eretria ; where, having consulted with his sons, he resolved to reduce Athens, and repossess himself of power by force of arms. With this view he applied to several of the Greek states, including that of Thebes, which furnished him with the troops he desired; and at the head of a considerable force he returned to Attica,—reduced Marathon, the inhabitants of which had taken no measures for their defence,—sur¬ prised and routed the republican forces, which had marched out of Athens to attack him,—and finally, after an absence of about ten years, re-established himself in power, by using victory with his accustomed moderation. Peisistratus being thus reinstated once more in the sove- Return, reignty, took a method of securing himself in power directly opposite to that which Theseus had adopted. For, instead of collecting the inhabitants from the country into towns, as his predecessor had done, Peisistratus, made them letire from the towns into the country, in order to apply them¬ selves to agriculture ; and thus prevented their meeting to¬ gether in bodies and caballing against him as they had hither¬ to been accustomed to do. By this means also the territory of Athens was greatly ameliorated, and extensive planta¬ tions of olives were reared over all Attica, which had hitherto been not only destitute of corn, but also naked and bleak in appearance from the total want of trees. And had he stopped here it would have been well. But actuated by that par¬ tiality for sumptuary laws which seems to have been the foible of nearly all the ancient legislators, he commanded his subjects in the city to wear a kind of sheepskin frock reaching to the knees, and appears to have set great store by this absurd enactment, which was doubtless intended to restore the simplicity of ancient manners. The Athenians, however, vehemently resented this interference with their habits ; and so odious did the sheepskin garment become, that in succeeding times the frock or jacket of Peisistratus was a sort of by-word for the badge or garb of slavery. Experience shows that it is comparatively an easy matter to rob men of their liberty, and trample both on their poli¬ tical and civil rights ; but an interference with their private habits or the adornment of their persons is almost always dangerous. As prince of Athens, Peisistratus exacted for the service of the state the tenth part of every man’s reve¬ nue, and even of the fruits of the earth; a heavy tax, un¬ doubtedly, and one which might well justify a little grum- ATTIC A. 197 Attica, bling on the part of those who had to pay it; nor could all the magnificence with which the public revenue was ex¬ pended reconcile the Athenians to the heavy burdens they were called upon to bear. Indeed they not unnaturally fancied themselves oppressed by tyranny, and indulged in perpetual complaints from the time Peisistratus first ascended the throne to the day of his death ; which happened in 527 b.c., about thirty-three years after he had first assumed the sove¬ reignty, of which period, according to Aristotle, he reigned about seventeen years.1 In taking a retrospect, however, of the government and character of this celebrated man, it is impossible to doubt that the one was enlightened and the other humane. The ancient writers are all agreed that he made no change of any consequence in the Athenian constitution. All the laws continued in force; the general assembly, the council of state, the courts of justice, and the magistracies, respectively retained their constitutional powers; and it is known that the usurper himself obeyed a citation from the Areiopagus upon a charge of murder. His hand, it is true, lay heavy on the purses of the people in the matter of taxation. But the sums which he raised were religiously expended in the decoration and improvement of the capital, or in works of public utility; and it cannot be questioned that, although he resorted to iniquitous or contemptible expedients to ob¬ tain power, he never abused it, either for the gratification of selfishness or revenge. “ Take away only his ambition,” said Solon; “ cure him of the lust of reigning, and there is not a man more naturally disposed to every virtue, nor a better citizen than Peisistratus.” Pie embellished the city with a great variety of edifices ; he improved and strength¬ ened its defences ; he enlarged and ameliorated its harbours; and by various acts of taste and magnificence, not less than by his attention to the cultivation of the public mind, he may be said to have fixed the muses at Athens. In a word, if he was ambitious he was also enlightened and humane ; and although no one can justify the modes which he took to possess himself of power, his use of it was characterized by a moderation and patriotism which have never as yet been exemplified by any other usurper, ancient or modern ; inso¬ much that, reviewing his character and conduct, we are al¬ most tempted to subscribe to the sentiment expressed by the poet Claudian, Nunquam gratior extat libertas, quam sub rege pio. Hippar- Peisistratus left behind him three sons, Hipparchus, Hip- jIjUS P'as; and Thessalus, all men of abilities, who shared the go- ‘PP13,8’ vernment among them, and behaved for a time with lenity and moderation. But though, by the mildness of their go¬ vernment, the family of the Peisistratida; seemed to be fully established on the throne of Athens, a conspiracy was unex¬ pectedly formed against the brothers, by which Hipparchus was slain, and Hippias narrowly escaped death. There were at that time living in Athens two young men, called Harmodius and Aristogeiton. The former being remark¬ able for his personal beauty, was, on that account, it is said, unnaturally beloved by the other, and also by Hipparchus, who, if we may believe Thucydides, actually forced him. This was vehemently resented by Aristogeiton, who, in consequence, determined on revenge, which another cir¬ cumstance contributed to accelerate. Hipparchus, finding that Harmodius endeavoured on all occasions to shun him, publicly affronted the youth, by refusing permission to his sister to carry the offering of Athena, as if she had been a person unworthy of that distinction. The two young men, Attica, not daring to show any public signs of resentment, consulted ' privately with their friends, amongst whom it was resolved, that at the approaching festival of the great Panathenaea, when the citizens were allowed to appear in arms, they should attempt to restore Athens to its former liberty ; and in this they imagined they would be seconded by the whole body of the people. But when the appointed day arrived, they perceived one of their number talking familiarly with Hippias; wherefore, dreading a discovery, they imme¬ diately fell upon Hipparchus, and despatched him with many wounds, 514 b.c. In this exploit, however, the people were so far from aiding the conspirators, that they suffered Harmodius to be killed by the guards of Hipparchus ; and seizing Aristogeiton, delivered him up to the vengeance of Hippias. But they soon had reason to change their opinion, and some time afterwards paid the most extravagant honours to the memory of these conspirators ; causing their praises to be sung at the great Panathenaea, forbidding any citizen to call a slave by either of their names, and ei'ecting brazen statues to them in the agora or market-place. Several im¬ munities and privileges were also granted to the descend¬ ants of these (so-called) patriots, and all possible mean? were taken to render their memory respected and reverec by posterity. Hippias being now sole master of Athens, and burning Cruelty of to revenge the murder of his brother, began by torturing Hippias. Aristogeiton, in order to force him to disclose his accom¬ plices. But this proved fatal to his own friends ; for Aris¬ togeiton impeaching such only as he knew to be best affected to the government of Hippias, the latter were in¬ stantly put to death without further inquiry ; and when he had exhausted his list, he at last told Hippias, that he now knew of none who deserved to suffer death except the ty¬ rant himself. Hippias next vented his rage on a woman named Leaina, who had been kept by Aristogeiton, and who was put to the torture ; which, however, she had the courage to endure without making any confession. After the conspiracy was thought to be crushed, Hippias set about strengthening his government by every means he could think of. With this view he contracted alliances with foreign princes ; he increased his revenues by different expedients; married his only daughter, Archedice, to /Eantides, son of Hippocles, tyrant of Lampsacus ; and endeavoured, by af¬ fecting various arts of popularity, to conciliate that pub¬ lic opinion which his excessive severities had so rudely shocked. But all these precautions proved fruitless. The lenity of the government of Peisistratus had alone supported it; and although Hippias had fewer difficulties to contend with than his father, the vehemence of his resentment on account of his brother’s murder betrayed him into courses repugnant alike to sound policy and to the interests of his family, and at last proved the cause of his expulsion from power in rather less than four years after the death of Hip¬ parchus, 510 b.c. This revolution was principally brought about by the party of the Alcmaeonidse, or adherents of Megacles. Hippias retired to Sigeum, an appanage of his family, where he contrived by every means in his power to recover his lost position at Athens, and in the end, seeing that his plans could not succeed, even assisted the Persians in the war against his native city.2 After the expulsion of the Peisistratidse, the Athenians state of did not long enjoy the tranquillity which they had promised Athens. 1 The government of Peisistratus, as we have seen, resolves itself into three distinct periods, interrupted by two exiles. Aristotle and Herodotus both agree in this. Larcher, Clavier, and Du Presnoy, rightly give the two exiles at 5+ 11 16 years; but they differ materially in the duration of the first and last tyranny ; nor on this point is it easy to decide between them. (Clinton’s Fasti Hellenici, Appendix, No. ii. p. 180; Oxford, 1824, 4to.) J The Peisistratidae were expelled before the fourth year of Hippias was completed, eighteen years after the death of Peisistratus, twenty years before the battle of Marathon, and a hundred years before the constitution of the Four Hundred. (Herodotus, v. 55; Thucydides, vi. 59, and viii. 68; Plato, Hipparch. p. 229; Schol. Lysistrat. 619 ; Fasti Hellenici, 16.) ATTICA. 198 Attica, themselves. They became divided into two factions ; one of which was headed by Cleisthenes, chief of the Alcmseon- idae; and the other by Isagoras, a man of quality, and highly in favour with the Athenian eupatrids or nobility. Cleisthenes cultivated the people, and endeavoured to gain their affection by increasing as much as possible their powei, whilst Isagoras perceiving that the popular arts of his lival would secure him an ascendancy, applied to the Lacedae¬ monians for assistance; at the same time reviving the old story of M-egacles’s sacrilege, and insisting that Cleisthenes ought to be banished as being of that person’s family. Cleo- menes king of Sparta readily entered into his schemes, and suddenly Cleisthenes, probably dreading the old outcry against his family, withdrew from Athens ; and when Cleo- menes had entered Athens at the head of an army, the people, being without a leader, were so dismayed, that they * allowed the Spartan king to act as if he were absolute mas¬ ter. On aiTiving at Athens, he condemned to banishment seven hundred families, in addition to those previously sent into exile. And, not content with this, he would have dis¬ solved the senate, and vested the government in the heads of the faction of Isagoras ; but happily the Athenians were not yet degraded enough to submit to such humiliation. Taking up arms, they drove the Spartan troops into the citadel, where, after sustaining a short siege, Cleomenes surrendered, on condition that Isagoras should depart un¬ molested with Cleomenes and the Lacedaemonian troops ; but their adherents were left to the mercy of the people, and put to death. Cleisthenes and the <00 exiled families then retiirned to Athens in triumph, dhis happened in 508 B*c- , , The Spartan king, however, had no sooner withdrawn from Athens, than he formed a strong combination in fa¬ vour of Isagdras; having engaged the Boeotians to attack Attica on the one side, and the Chalcidians on the othei, whilst he at the head of a powerful Spartan army entered the territory of Eleusis. But this powerful confederacy was quickly dissolved. The Corinthians, who had joined Cleo¬ menes, doubting the justice of their cause, returned home . the rest of his allies likewise began to waver ; and his col¬ league Demaratus, the other king of Sparta, differing in opinion with Cleomenes, the latter was obliged to abandon the enterprise. The Spartans and their allies having with¬ drawn, the Athenians quickly routed the Boeotians and Chalcidians, and carried off a great number of prisoners, who were afterwards set at liberty on paying a ransom of two minse a head. The Boeotians, on the other hand, im¬ mediately vowed revenge, and engaging on their side the people of iEgina, who had a hereditary hatred to the Athe¬ nians, the Aiginetans landed a considerable army, and ravaged the coasts of Attica while the Athenians were oc¬ cupied with the Boeotian war. Attempt In the meanwhile Cleomenes, exasperated by his unsuc- to restore cessful expedition against Attica, and anxious for an oppor- Ilippias. tunity of effacing the remembrance of his defeat, produced at Sparta certain pretended oracles which he alleged he had found in the citadel of Athens while he was besieged therein, the purport of which was, that Athens would soon become a rival of Sparta. At the same time it was dis¬ covered that Cleisthenes had bribed the priestess of Apollo to cause the Lacedaemonians to expel the Peisistratidae from Athens; which was sacrificing their best friends to those whom interest necessarily rendered their enemies. This pitiful jugglery had such an effect, that the Spartans, re¬ penting their folly in expelling Hippias, sent for him from Sigeum, in order to restore him to his principality ; but the other states refusing to countenance the projected restora¬ tion, the Spartans were forced to abandon the enterprise, Attica, and Hippias returned to Sigeum to digest his disappointment. About this period Aristagoras the Milesian, having stirred Persian up a revolt in Ionia against the Persian king, applied to the war. Spartans for assistance ; but the Spartan king either felt no sympathy with the Greeks in Asia, who had been subjected by the Persians, or because the bribes offei'ed by Arista¬ goras were not large enough, declined to have anything to do with the matter. Aristagoras then proceeded to Athens, where he found willing hearers. The Athenians regarding it as a religious duty to assist their kinsmen and colonists, passed a decree to send a squadron of twenty ships to sup¬ port them, under the command of Melanthus, a nobleman universally esteemed.1 T. his rash action cost the Greeks very dear ; for no sooner did the king of Persia hear of the assistance sent from Athens to his rebellious subjects, than he declared himself the sworn enemy of that city, and so¬ lemnly besought the deity that he might one day have it in his power to be revenged on them. But besides the dis¬ pleasure which Darius had conceived against the Athenians on account of the assistance they had afforded the lonians, he was further encouraged, by the intrigues of the ex-tyrant Hippias, to undertake an expedition against Greece. Im¬ mediately on his return from Lacedaemon, as above related, Hippias passed over into Asia; proceeded to Artaphernes, governor of the adjacent provinces belonging to the Persian king; and excited him to make war upon his country, pro¬ mising to do homage to the Persian monarch provided he was restored to the principality of Athens. Apprised of this step on the part of their late tyrant, the Athenians sent am¬ bassadors to Artaphernes, desiring permission to enjoy their liberty in peace. But the Persians returned for answer, that if they would have peace with the Great King, they must immediately consent to receive Hippias ; and as the Athenians were by no means disposed to purchase the for¬ bearance of the Persian monarch at the price of compliance, they resolved to assist his enemies by every means in their power. This resolution being made known to Darius, he commissioned Mardonius to avenge him of the insults which he thought the Greeks had offered him; but that com¬ mander having met with a storm at sea and other accidents, which rendered him unable to do anything, Datis and Ar¬ taphernes (the son of the Artaphernes above mentioned) were commissioned to chastise Grecian insolence and pre¬ sumption. . War being thus declared, the Persian commanders, fearing Persians ao-ain to attempt doubling the promontory of Athos, where invade their fleet had formerly suffered, drew their forces into the Greece, plains of Cilicia, and passing thence, through the Cyclades to Euboea, directed their course towards Athens. Their instructions were to destroy both Eretria and Athens, and to bring away the people. The first attempt was made on Eretria; and on the approach of the Persian fleet the in¬ habitants sent to Athens to apply for assistance. Nor did they sue in vain. With a magnanimity almost unparalleled, considering the crisis, the Athenians sent 4000 men to their aid; but unhappily the Eretrians were so greatly divided in opinion, that, though the danger was urgent, nothing could be resolved on. One party was for receiving the Athe¬ nian succours into the city ; another declared for abandon- inf’- the city and retiring into the mountains of Eubcea; whilst a third was base enough to seek to betray their country to the Persians. Matters being in this hopeless state, the Athe¬ nian commanders Withdrew the auxiliary force, and ictiring by Oropus, escaped the destruction with which they were threatened ; whilst Eretria, betrayed into the hands of the Persians, was pillaged and burned, and its inhabitants sold 1 Herodotus, v. 37, 38, 75, 97, 98, 99. slain in Thrace, B.C. 497. Charon Lampsaconns apnd Plutarch. Mor. p. 861; F«,ii H'llenid, p. 20. Aristagoras waa ATTICA. Attica, for slaves; a fate which their cowardice and treachery richly merited. Battle of On the tidings of this disaster the Athenians immediately Marathon, drew together such forces as they could muster, amounting in all to about 10,000 men ; and'these, with 1000 Platacans who afterwards joined them, were commanded by ten gene¬ ral officers, with equal power, amongst whom were the illustrious names of Miltiades, Aristides, and Themisto- cles, men distinguished alike for their valour, their con¬ duct, their patriotism, and their virtue. But it being generally thought that so small a body of troops would be unable to resist the formidable power of the Persians, a messenger was despatched to Sparta to entreat the imme¬ diate assistance of that state. He communicated his busi¬ ness to the senate in the following terms :—“ Men of Lace¬ daemon,” said he, “ the Athenians desire you to assist them, and not to suffer the most ancient of all the Grecian cities to be enslaved by the barbarians. Eretria is already de¬ stroyed, and Greece consequently weakened by the loss of so considerable a place.” The assistance was readily granted; but the promised succours arrived too late for the occasion which required them ; and, happily for their own glory, the Athenians were obliged to fight without waiting for their arrival. In the memorable engagement on the plains of Marathon, whither Hippias had conducted the Persian host, the latter were defeated with great loss by the Athenian in¬ fantry, under the command of Miltiades, and driven to their ships, 490 b.c.1 They then endeavoured to double Cape Sunium (Colonna), in order to surprise Athens before the army could return. But in this they were prevented by Miltiades, w ho, leaving Aristides with 1000 men to guard the prisoners, returned so expeditiously with the main body, that he reached the temple of Hercules before the barba¬ rians had time to commence a serious attack on the city. In the meanwhile the virtuous Aristides discharged the trust reposed in him with the strictest integrity. Though there was much gold and silver in the Persian camp, and the tents and ships they had taken were filled with all manner of riches, he not only forbore taking anything for his own use, but exerted himself to the utmost in order to prevent others from appropriating the spoils of the enemy, which w ere re¬ ligiously reserved fpr the public service of the state. After the victory of Marathon, the inhabitants of Plataea were declared free citizens of Athens, and Miltiades, The- mistocles, and Aristides were treated with all possible marks of admiration and respect. Miltiades having now reached the highest pitch of power, demanded of the Athenians a fleet of seventy ships, with which he promised to increase their empire, and the people granted his request without even knowing what expedition he wished to undertake. He first attacked Paros, where he had to avenge some private wrong, but being thwarted by the Persians, and having re¬ ceived a dangerous wound in his knee, he returned to Athens without having accomplished the object for which he had in¬ duced the people to fit out the fleet. The ill-feeling thus created led some person of high standing to bring an ac¬ cusation against him for having deceived the people. He was sentenced to pay a fine of 50 talents, and being unable to pay, he was thrown into prison, in which he soon after died of his wounds. This termination of the career of Mil¬ tiades has often been referred to as a proof of the ingratitude 199 of the Athenians. But it must not be forgotten that he had Attica, really deceived the people by demanding of them a fleet for the pm-pose of accomplishing some private object, while he made them believe that he meant to employ it in their ser¬ vice. He appears, in fact, to have attempted to set himself above the law's, and to continue in the free state of Athens the same mode of life which he had led as dynast in the Cherso¬ nese. Under these circumstances we may indeed pity him, but cannot admit that he fell an innocent victim to the abuse of popular liberty. His colleague Aristides, by his regulation of the affairs of the Athenian allies, and by the reforms he introduced in the constitution during the period subsequent to the battle of Marathon, gained the highest esteem and respect among his fellow-citizens. Although he was descended from an ancient and noble family, and had been in positions in which he might have acquired great wealth, yet he seems to have lived almost in indigence. Such virtue was at all times extremely uncommon at Athens, and procured for him the honourable surname of the Just. This circumstance, however, made him an object of envy with many, and Themistocles, his most powerful opponent, induced the people to send him into honourable exile by ostracism, an institution by which the Athenians were en¬ abled to rid themselves, for a time, of any man whose influ¬ ence seemed to endanger the safety of their republican con¬ stitution. Such an exile, however, was not connected either with confiscation of property or with disgrace.2 * * At his trial Aristides is said to have assisted an illiterate rustic in writ¬ ing his own name on one of the shells that condemned him. After his removal, Themistocles was in the undivided possession of the popular favour, and exerted all his powers to make Athens a maritime state. About three years after the banishment of Aristides, Xerxes Xerxes king of Persia sent to demand of the Greeks earth Jnvades and water as tokens of submission and homage. But The- reece‘ mistocles, desirous to widen the breach with that monarch, put to death the interpreter for publishing the decree of the king of Persia in the language of the Greeks ; and having prevailed with the several states to lay aside their animosi¬ ties and provide for their common safety, he got himself elected general of the Athenian army. When the news arrived that the Persians were advancing to invade Greece by the Straits of Thermopylae, and that with this view they were transporting their forces by sea, Themistocles advised his countrymen to abandon the city, embark on board their galleys, and encounter their enemies while yet at a distance. But this advice being disregarded, fhemistocles put himself at the head of the army, and hav- ing joined the Lacedaemonians, marched towards Tempe. But intelligence was received that the Straits of Thermo¬ pylae had been forced, and that Bceotia and Thessaly had submitted to the Persians ; and the army in consequence re¬ turned without attempting anything. In this extremity the oracle at Delphi was consulted by the Athenians, and at first retui’ned a very alarming response, threatening them with total destruction ; but after much humiliation, a more fa¬ vourable answer was obtained, in which, probably by the direction of 1 hemistocles, they were promised safety in ivulls of wood. I his being interpreted as a command to abandon Athens, and place all their hopes of safety in their fleet, the greater part began to prepare for embarkation, and money 1 For an account of the memorable battle of Marathon, with military details of the Greek armies, including the Athenian see th article Army. “ The Athenians who fought at Marathon,” says Herodotus, “ were the first among the Greeks known to have used run mng for the purpose of coming at once to close fight; and they were the first who withstood (in the field) even the sight of the Media] dress and of the men who wear it; for hitherto the very name of Medes and Persians had been a terror to the Greeks.” This hones confession seems to have given great olfence to Plutarch, but it is confirmed by Plato {in Menexen. p. 240) and other writers of th« highest authority. I Th® ostracism of Aristides took place B.C. 483, since he was recalled In, eirruXias i/Uuvov™*. (Plutarch, Aristid c-S?me> however, think that it took place the following year; and, in fact, he seems to have been in exile at the time of the batth of iSalamis. But ten months afterwards he commanded the Athenian forces at the battle of Plataea; so that his recal must have taker place between those two actions. (Herodotus, ix. 28.) 200 Attica. Capture of Athens. City re¬ built and fortified. ATTICA. was distributed among them by the council of the Areiopa- gus, to the amount of eight drachmas a head; but this not proving sufficient, Themistocles publicly gave out that some¬ body had stolen the shield of Athena, and, under pretence of searching for the lost aegis, he seized on all the money he could find. Some, however, still refused to embark, and, understanding the oracle in its literal sense, raised fortifica¬ tions of wood, resolving to wait the arrival of the Persians, and defend themselves to the last. The Persians having advanced to Athens soon after the inhabitants had deserted it, met with no opposition except from the few who had resolved to remain ; and as they would listen to no terms of accommodation, they were put to the sword, and the city utterly destroyed. Xerxes, however, being defeated in a great naval engagement at Salamis, 480 b.c., was forced to fly with prodigious loss. 1 hemistocles was for pursuing him and breaking down the bridge of boats which he had thrown over the Hellespont; but this advice being overruled, the crafty Athenian sent a trusty messenger to the king, acquainting him that the Greeks intended break¬ ing down his bridge, and at the same time suggesting the propriety of his making all haste in order to prevent his re¬ treat being cut off. This advice, though misinterpreted by some, was certainly a prudent one ; as Xerxes, although he had sustained a defeat, was still at the head of an army cap¬ able of destroying all Greece; and had he been driven to despair by finding himself shut up or even too hotly pursued, it is impossible to say what might have been the event. “ Make a bridge of gold for a flying enemy,” is a rule which the experience of war in all ages has sanctioned. The defeat of Xerxes at Salamis disposed Mardonius, who had been left to carry on the war by land, rather to treat with the Athenians than to fight them; and with this view he sent Alexander, king of Macedon, to Athens to propose an alliance with the republic, exclusively of the other Gre¬ cian states. But this proposal was rejected ; in consequence of which Athens was a second time destroyed,1 and the Athenians were forced to retire to Salamis. But they were soon freed from the apprehension of final subjugation by the total defeat and death of Mardonius at Plataea, where Aris¬ tides and the Athenian troops under his command particu¬ larly distinguished themselves. And, by a singular coinci¬ dence, on the same day that the battle of Plataa was fought, another division of the Persians was defeated at Mycale in Ionia, where the Athenians also behaved with more signal gallantry than any of the other Greeks. The Persians being thus disposed of, the troops who had fought at Mycale crossed over to the Chersonesus, and laid siege to Sestos, which they at length captured after an obstinate defence by the garrison ; a circumstance which appears to have irritated them so much that they put both the commanders to death in the most barbarous manner. One of them, Oibazus, was sacrificed to a Thracian god ; whilst the other, Artayctes, was impaled alive, and his son stoned to death before his face, on the ab¬ surd pretence that he had rifled the sepulchre of Protesilaus. After the victories of Plataea and Mycale, in 479 b.c., the Athenians, freed from all apprehension respecting the Per¬ sians, began to rebuild their city in a more magnificent man¬ ner than ever. Throughout the Persian war, the Athenians had been most forward in opposing the barbarians ; and their generals, Aristides and Cimon, displayed qualities which formed such a strong contrast with the domineering conduct of the Spartan Pausanias and the Spartan harmosts, that, with the exception of the Peloponnesians, nearly all the Greeks were desirous to place themselves under the protec¬ tion of Athens, which thus acquired the supremacy in Greece. The relations of the allies, and their annual tri¬ bute, which was deposited in the temple of Apollo at Delos, was the work of Aristides, in whom all had the fullest con¬ fidence. Athens, in return, undertook the duty of protect- Attica, ing her allies against Persia. The constitution of Athens v«— also underwent some changes at this time, which are ascribed to Aristides. He is said to have removed the barrier which had hitherto separated the highest from the lower classes, by throwing open the archonship and the Areiopagus to all the citizens, without any distinction of birth or wealth. This change had been prepared by the circumstances of the time; and the noble exertions of the Athenian citizens had well en¬ titled them to be thus raised to the full enjoyment of the ad¬ vantages which the state could afford. About the same time Themistocles suggested the necessity of immediately forti¬ fying the city, so as to prevent its being again destroyed whenever the Persians might deem it expedient to invade Greece. The Lacedaemonians disrelished this project ex¬ ceedingly, and remonstrated against it, upon the hollow ground, that were Athens to be strongly fortified, and the Persians to become possessed of it, it might be impossible ever to dislodge them. The Athenians were not imposed on by this shallow pretence, which was soon changed into a peremptory command not to raise their walls higher; but, considering the great power of Sparta at that time, Themis¬ tocles advised the Athenians to temporize, and to assure the Spartan envoys that the work should not be proceeded with until by a special embassy satisfaction had been given to their allies. Being, at his own desire, named ambassador in conjunction with some other Athenians, Themistocles set out alone. Arrived at Sparta, he put off from time to time receiving an audience, on the pretence that his colleagues had not yet joined him; but in the meanwhile the walls of Athens were being built with the utmost expedition, neither houses nor sepulchres being spared for materials, and men, women, children, strangers, citizens, and servants, labouring at the work without intermission. The truth, however, hav¬ ing at length oozed out, Themistocles and his colleagues, who had by this time arrived, were summoned before the ephori, who immediately began to exclaim against the Athe¬ nians on account of their breach of compact. But Themis¬ tocles stoutly denied the charge; his colleagues, he said, assured him of the contrary ; at all events, it did not become a great state to give heed to vague rumours of this descrip¬ tion ; and if they had any doubts about the truth of his state¬ ment, the proper course would be to send deputies to inquire into the fact of the matter, whilst he should himself remain as a hostage to be answerable for the event. This plausible suggestion being agreed to, Themistocles engaged his as¬ sociates to advise the Athenians to commit the Spartan am¬ bassadors to safe custody until he should be released. Soon after Aristides and one other Athenian envoy arrived, in¬ forming Themistocles that the walls were high enough to stand a siege. Themistocles, accordingly, now dropped the mask, and bade the Spartans in future tf> treat the Athe¬ nians as reasonable men, who knew what they owed to them¬ selves as well as to their countrymen. The Spartans with their wonted skill dissembled their vexation, left the Athe¬ nians to act as they saw fit, and sent Themistocles back to Athens in safety. The following year, 478 b.c., Themistocles, observing the inconvenience of the port of Phalerum, formed the resolu¬ tion of improving the Peirams, and rendering it the princi¬ pal harbour of Athens. All the three ports, Phalerum, Mu- nychia, and Peirseus, were fortified by a double range of wall, one on the landside, and the other following the wind¬ ings of the coast. This wall was 60 feet in height, and of such breadth as to allow two waggons to pass each other. Peirseus now became a town of great importance, being the residence of merchants, sailors, and foreigners, who esta¬ blished themselves in it for purposes of trade and com¬ merce. By these wise and prudent measures, undertaken 1 Athens was occupied by Mardonius ten months after its occupation by Xerxes the preceding year, B.c. 480. ATT Attica, and carried through with equal energy and address, the naval power of Athens was fixed on a sure basis, and the ascen¬ dency in Grecian politics transferred from the Spartans to the Athenians.1 Themis- 1 he victory of Salamis and his prudent management of tocles the affairs of Athens had raised Themistocles to a giddy banished, height, which made him proud, indiscreet, and rapacious, and drew upon him the charge of perfidy, avarice, and cruelty. His acts of selfishness made many persons his enemies, and the Spartans never forgiving him the manner in which he had thwarted their schemes, were ever active in rousing the jealousy and fears of his countrymen. In addition to all this, younger men were rising and taking his place in popular favour. The people accordingly were easily persuaded to consider him a dangerous person, and condemned him to a temporary exile by ostracism. He went to Argos, w here he was still residing, 471 b.c., when the condemnation of the Spartan Pausanias for high treason brought ruin upon the head of Themistocles also. The Spartans charging him with being an accomplice of Pausanias, demanded of the Athe¬ nians to put him to death. His enemies at Athens rejoiced at this opportunity of crushing him, and officers were sent out to arrest him. But he fled and reached Ephesus in safety. Thence he proceeded to the court of Persia, where, by his prudence and cunning, he soon became a general favourite. King Artaxerxes at length sent him to Western Asia, where he was enabled by the king’s munificence to maintain a sort of princely rank. At length, however, he is said to have made away with himself, because he felt unable to fulfil the pro¬ mises he had made to the king. Exploits But the war with Persia was not yet discontinued, and about ofCimon. the end of the 77th Olympiad, the Athenians equipped a fleet to relieve certain Greek cities in Asia, subject to the Persians, and gave the command of it to Cimon, the son of Miltiades by a daughter of the king of Thrace. Cimon had already tasted the temper of his countrymen, having been thrown into prison for his father’s fine, from which he was released by Callias, whom his sister Elpinice had mar¬ ried on account of his great wealth, procured, it is said, by no very honourable means. But he nevertheless accepted of the command, and gained such immense booty in this ex¬ pedition, that the Athenians were thereby enabled to lay the foundation of that longimural inclosure which united the port to the city ; as also to adorn the Agora with palm-trees, and beautify the Academy with delightful walks and fountains. Soon after this expedition, the Persians having invaded the Chersonesus, and made themselves masters of it, with the assistance of the Thracians, Cimon was hastily sent against both. He had only four ships under his command; but with these he captured thirteen of the Persian galleys, and re¬ duced the whole of the Chersonesus; after which he attacked the Thracians, who had made themselves masters of the gold mines situated between the rivers Nessus and Strymon, and speedily obliged them to yield. But Cimon was as wise and politic as he was brave. Many of the Greek states, in vir¬ tue of the general tax established by Aristides with the view of providing a fund for the common defence, were bound to furnish men and galleys, as well as to pay for their support. But when they saw themselves exposed to danger from the Persians, most of them evinced an unwillingness to furnish their contingent of men. This exasperated the Athenian generals, who, finding them obstinate in their refusal, were for having immediate recourse to force ; but Cimon over¬ ruled this proposal, permitted such as were desirous of stay¬ ing at home to remain, and accepted a sum of money instead of a galley completely manned ; by which means he inured the Athenians, whom he took on board his galleys, to hard¬ ship and discipline, whilst the allies, who remained at home, I C A. 201 became enervated through idleness, and, from being con- Attica, federates, dwindled into tributaries or subjects. ^ Cimon had gained great wealth both to the state and to Cimon himself; but in his public character he had acted with un- banished, impeached integrity, and as a private citizen he had dedi¬ cated his wealth to the most laudable purposes. He had de¬ molished the inclosures about his grounds and gardens, per¬ mitting every one to enter and take what fruits they pleased ; and he had kept open table, where both rich and poor were plentifully entertained. If he met a citizen in a tattered suit of clothes, he made some of his attendants exchange with him ; or if the quality of the person rendered such a kind¬ ness unsuitable, he caused a sum of money to be privately given him. All this excessive liberality, however, was as degrading to the benefactor as to the benefited, and was no¬ thing but the means by which he endeavoured to win popu¬ larity among the people. The nobles, to whose order Cimon belonged, had lost the power of oppressing the people, and now found it expedient to court them in every possible way for the purpose of securing to themselves all the power that yet remained to them. Pericles, his great rival, unable to cope with Cimon’s profusion, became the author of a series of measures, all of which tended to provide for the subsis¬ tence and gratification of the poorer classes at the public ex¬ pense. The apparent neglect of Cimon in not conquering a district in the north of the Aegean was the cause of an ac¬ cusation against him, in which Pericles was requested to take the lead ; but he honourably declined doing so, because in his eyes the charge was unfounded. The result of this trial is not certain ; for according to some Cimon was acquitted, while according to others he was sentenced to pay a fine of 50 talents. Soon afterwards, however, the aristocratic party, of which Cimon was the leader, became involved in a serious struggle with the democratic party, led by Pericles: the latter having succeeded in reducing the power of the Areio- pagus, the last stronghold of the aristocracy, it was thought advisable, for the public safety, to remove Cimon for a time from Athens by ostracism. The Athenian power had now risen to such a height that War with all the states of Peloponnesus looked upon the republic with Sparta, a jealous eye, and were continually watching for opportuni¬ ties of making war upon it when engaged in troublesome affairs, or hard pressed by other enemies. These attempts, however, so far from lessening, generally contributed to in¬ crease the power of the Athenians. But in the year b.c. 458, the republic entered into a war with Sparta, which eventually proved nearly as fatal to the state as to the city. The Spartans had sent a considerable army to assist the Do¬ rians against the Phocians; and on their return commenced intriguing with the aristocratic party at Athens. This led the Athenians to the determination not to wait till it was too late. Having therefore engaged the Argives and Thessa¬ lians as confederates, they posted themselves on the isthmus, so that the Spartan army could not return without encoun¬ tering them. The Athenians and their confederates amount¬ ed to 14,000, and the Spartans to 11,500 men. The Lace¬ daemonian general, however, unwilling to hazard a battle, turned aside to Tanagra, a city of Boeotia, where some of the Athenians who were favourable to aristocracy entered into a correspondence with him. But before their designs were ripe for execution, the Athenian army marched with great expedition to Tanagra, and instantly made arrangements for the attack. They were however defeated with great loss, in consequence of the perfidy of the Thessalians, who in the midst of the battle went over to the enemy. Another en¬ gagement soon followed, in which both armies suffered so much that they were glad to conclude a short truce, that each might have time to recruit their shattered forces. But the 1 For an account of the fortifications of the capital of Attica, the Long Walls, and the defences of Peirseus, Phalerum, and Munychia, see article Athens. VOL. IV. 2 C 202 ATTIC A. Attica. Death of Cimon. scale of fortune soon turned in favour of the Athenians. The Thebans, who had been deprived of the command of Boeotia on account of their having sided with Xerxes, were now re¬ stored to it by the Lacedaemonians. At this the Athenians were so greatly displeased that they sent an army under Myronides the son of Callias into Bceotia to overturn all that had been done. That general was encountered by the 1 he- bans and their allies, who composed a numerous and well- disciplined army ; but although the Athenian army was but a handful in comparison to that of their enemies, Myronides gained a victory over the allies, which, in a purely military point of view, may perhaps be considered as more glorious than either that of Marathon or of Plataea. In these battles they had fought against the effeminate and ill-disciplined troops of Persia ; but now they encountered and defeated a superior army composed of the bravest Greeks. After this victory Myronides marched to Tanagra, which he took by storm, and afterwards razed to the ground. He then plun¬ dered Bceotia ; defeated another army which the Boeotians had drawn together to oppose him ; next fell upon the Lo- crians; and having penetrated into Thessaly, chastised the inhabitants of that country for having revolted from the Athe¬ nians ; after which he returned to Athens laden alike with riches and with glory. About this time, 457 b.c., Cimon was recalled from ban¬ ishment by the will of the people, and soon after fell to his old employment of w'arring against the Persians ; having no¬ thing less in view, according to Plutarch, than the conquest and subjugation of the whole Persian empire. But, how¬ ever this may be, the Great King, finding he could have no rest whilst he continued in a state of hostility with the Athe¬ nians, sent instructions to his generals, Artabazus and Me- gabizus, to conclude, if possible, a treaty of peace ; which, after much discussion, was at length effected upon the fol¬ lowing conditions : 1. That the Greek cities in Asia should be free, and governed by their own laws. 2. That the Per¬ sians should send no army within three days’ journey of the sea. 3. That no Persian ship of war should sail between Phaselis in Pamphylia and the Chelidonian islands off the coast of Lycia. Whilst this treaty was pending, Cimon died b.c. 449, but whether of sickness or of a wound which he had received in battle remains unknown. This so-called peace of Cimon is probably a mere fable, which arose out of the recollection of the glorious exploits of that general. All the subsequent history shows that such a state of things as the terms of this peace imply never existed. The story does not appear to have assumed a distinct form until the time of the rhetorician Isocrates. Truce with One thing, however, is certain, that after the death of Sparta. this remarkable personage, the Athenian affairs began to fall into confusion. It was now the misfortune of the republic to be alike hated by her enemies and by her allies ; and hence the latter missed no opportunity of throwing off their alle¬ giance when they thought they could do so with impunity. The Megarians, for instance, who had long been under the protection of Athens, thought proper to disclaim all depen¬ dence on their ancient protectrix, and to have recourse to Sparta, with which they entered into a strict alliance offen¬ sive and defensive. Exasperated at this proceeding, and determined to punish the ingratitude of their former allies, the Athenians ravaged the country of the Megarians—a step which soon brought on a renewal of the Lacedaemonian war, which had been suspended rather than terminated. But Pericles procured the return of the first Lacedaemonian army without bloodshed, by bribing Cleandridas, the young king of Sparta’s tutor; and the Lacedaemonians, finding it was not for their interest to carry on the war, concluded a truce or pacification with the Athenians for the period of Attica, thirty years,1 445 b.c. Six years after the conclusion of the peace between Athens Reduction and Sparta, a war broke out between the Samians and Mi- of Samos, lesians, about an insignificant town situated under Mount Mycale, in Ionia. In this war the Athenians took part, their protection having been solicited by the Milesians ; and the island of Samos was reduced by Pericles, who esta¬ blished there a democracy, and left an Athenian garrison. He was no sooner gone, however, than the aristocratic party rose in arms and expelled the garrison ; but Pericles quickly returning, besieged and took their city, demolished their walls, and fined them in the whole expense of the war, part of which he obliged them to pay down, and took hostages for the remainder.2 This happened in 444 b.c. This insignificant contest was almost immediately fol- Corcyraean lowed by a war between the Corcyraeans and Corinthians, war- which arose out of the following circumstances. An intes¬ tine broil breaking out in the little territory of Epidamnus, a town of Illyricum, founded by the Corcyrseans, one party applied for aid to the Illyrians, and the other to the Corcy- raeans. But the latter having neglected the matter, Corinth was appealed to, as the Corcyrscans were originally a colony from that place ; and the Corinthians, partly out of pity for the Epidamnians, partly from dislike to the Corcyraeans, despatched a considerable fleet to the assistance of the for¬ mer, by which means the party which had appealed to Co¬ rinth gained the ascendency. This being resented by the Corcyraeans, they sent a fleet to Epidamnus to support the exiles ; but although this fleet began to act offensively on its entering the port, the chief commanders had instruc¬ tions to propose terms of accommodation. T. o these, how¬ ever, the Corinthians refused to accede ; and next year the Corcyraeans defeated the Corinthians and their allies at sea, took Epidamnus by storm, and wasted the territories of the' allies of the Corinthians, 434 B.c. The latter, therefore, began to make great preparations for carrying on the war, and pressed their allies to imitate their example, that they might be in a condition to retrieve the honour they had lost, and to humble the ungrateful colony which had thus in¬ sulted the metropolitan city. When the Corcyraeans became acquainted with these pro¬ ceedings, they desjiatched envoys to Athens to sue for aid; and these were quickly followed by others from Corinth on the same errand. At first the Athenians inclined to favour the Corinthians, but the next day they resolved to support the Corcyraeans; contenting themselves, however, with entering into a defensive alliance with that little state, and furnishing the Corcyraeans with ten galleys under the command of La- cedaemonius, the son of Cimon. But this determination did not retard the preparations of the Corinthians, who, as soon as the season permitted, sailed for the coast of Corcyra with a fleet of 150 ships, under the command of Xenoclides, as¬ sisted by four other Corinthian admirals ; each squadron of their allies being commanded by an admiral of its own. The Corcyraean and Athenian fleet amounted to 120 sail; but the Athenians had orders to give as little assistance as possible. A brisk action ensued, in which the Corcyraean right wing broke the left of the Corinthian fleet, and drove some of the ships on shore; whilst the Corinthian ships in the right wing defeated the Corcyraean ships opposed to them. Next day preparations were made on both sides for renew¬ ing the battle ; but twenty ships arriving opportunely from Athens to the assistance of the Corcyraeans, turned the scale against the Corinthians, who therefore declined the combat, 432 b.c. As soon as the Corcyraean war broke out, the Athenians 1 On the subject of the thirty years’ truce, concluded B.C. 445, the reader may consult and compare Andocid. de Pace, p. 14, 24, JEschin. Pals. Leg. p. 23, 51. It was about this time that Pericles began to assume the sole direction of affairs. 2 Thucydides, i. 117. ATTICA. Attica, sent orders to the citizens of Potidsea to demolish part of their wall, to send back the magistrates they had received from Corinth, and to give hostages for their own behaviour. The Potidaeans, however, refused to comply with this de¬ mand; upon which the Athenians despatched a considerable fleet against them under the command of Callias, a man celebrated for his courage; whilst the Corinthians, on the other hand, sent one Aristeus, with a considerable body of troops, to the assistance ot the city. An engagement en¬ sued, in which the Athenians were victorious, but their brave general fell in the action. Phormio, who succeeded to the command on the death of Callias, then invested the city in form, and blockaded its harbour with his fleet; but the Potidaeans, dreading the vengeance of the Athenians, made a most obstinate defence, at the same time warmly soliciting the Corinthians to perform their promises, and to engage the rest of the states of Peloponnesus to take part in their quarrel. Reparation Meanwhile the Lacedaemonians having heard the corn- demanded. piaints 0f tile Corinthians and other small states of Greece, against the Athenians, sent ambassadors to Athens, to de¬ mand reparation for the injuries done to these states, and, in the event of refusal, to denounce war. The terms de¬ manded were, first, that all Athenians who were allied to the family of Megacles should be expelled from Attica ; se¬ condly, that the siege of Potidaea should be raised; thirdly, that the inhabitants of iEgina should be left free ; and lastly, that a decree prohibiting the Megarians from resorting to the ports and markets of Athens should be revoked, and all the Grecian states under the dominion of Athens set at liberty. Refused. ]3y the persuasion of Pericles, however, these degrading terms were rejected ; and while the right arbitrarily claimed by the commonwealth of Sparta to interfere in the concerns of the other Greek states, in the character of a lord-para- mount, was peremptorily denied, an accommodation was proposed upon the fair principles of equality and reciprocity. In recommending the measure which he suggested for the adoption of his countrymen, this celebrated statesman argued that, whatever the Lacedaemonians might pretend as to the complaints of the allies, the true ground of their resentment was the prosperity of the Athenian republic, which they had always hated, and now sought an opportunity of humbling; and that it must be owing to the Athenians themselves if this design succeeded, because, for many reasons, Athens was better able to engage in a long and expensive war than the Peloponnesians. He then laid before the people an exact account of their circumstances, reminding them that the treasure brought from Delos amounted to no less than 10,000 talents; that although 4000 of these had been ex¬ pended on the magnificence of their citadel, 6000 still re¬ mained in their coffers ; that they were also entitled to the subsidies payable by the confederate states; that the sta¬ tues of their gods, the spoils of the Persians, and other va¬ luable property, were worth immense sums ; that many pri¬ vate individuals had amassed vast fortunes ; that consider¬ ing the extent of their trade and commerce, they might calculate upon a certain annual increase of wealth ; that they had on foot an army consisting of 12,000 men, besides 17,000 in their colonies and garrisons ; that their fleet amounted to 300 sail; and finally, that the Peloponnesians, with whom they might be called to contend, had none of these advantages, and, as compared with the Athenians, were nearly destitute of all those resources which constitute the sinews of war. For these reasons he proposed, as at once the most consistent and most equitable satisfaction that could be given, to reverse the decree against Megara, pro¬ vided the Lacedaemonians agreed to accede to the principle of reciprocity in favour of the Athenians and their allies ; to consent to leave all those states free which were acknow¬ ledged as such at the conclusion of the last peace with 203 Sparta, provided the latter state also agreed to give freedom Attica, to all the states which were under their dominion ; and, v/-—^ finally, to submit to arbitration all disputes which might in future arise between the parties to this arrangement. He concluded by advising them to hazard a war in case these terms were rejected ; telling them that they should not think they ran that hazard for a trifle, or retain a scruple in their minds as if a small consideration moved them to it, because on this matter depended their safety, and the repu¬ tation of their constancy and resolution. If they yielded in this, the next demand of the Lacedaemonians would be still more extravagant; for having once discovered that the Athenians were to be acted upon by fear, they would thence conclude that nothing could be denied them, whereas a stout resistance in the present case would teach them to treat Athens in future upon terms of reciprocity. The firm attitude which Athens assumed on this occasion, Pelopon- under the guidance of her most illustrious statesman, may nesian be considered as the origin of the Peloponnesian war, which war- makes so prominent a figure in ancient history. The im¬ mediate preliminary to general hostilities, however, was an attempt of the Thebans to surprise Plataea in 431 b.c. With this view they in the depth of night sent 300 men to assist those of the Plataeans whom they had drawn over to their interest, in making themselves masters of the place. But although the design succeeded very well at first,— the Plataeans, who had promised to open the gates, keep¬ ing their words exactly, so that they instantly obtained possession of the city,—yet the other party, perceiving the smallness of the number they had to contend with, unani¬ mously rose upon them, killed a great many, and forced the remainder to surrender themselves prisoners of war. The Thebans sent a reinforcement to assist their countrymen, but it arrived too late to be of any service, and the whole were ultimately obliged to withdraw. As soon as the Athe¬ nians were apprised of this attempt, they immediately de¬ spatched a considerable convoy of provisions to Plataea, to¬ gether with a numerous body of troops for the purpose of escorting the wives and children of the inhabitants to Athens. This attempt leaving no doubt that all hopes of accommo¬ dation were at an end, both parties began to prepare in good earnest for war. Most of the Grecian states inclined to favour the Spartans, partly because the latter assumed the character of deliverers of Greece, and partly also because many of the states either had been, or feared they would be, oppressed by the Athenians. Accordingly, the whole of the Peloponnesians except the Argives and part of the Achaeans made common cause with the Spartans ; whilst, on the continent of Greece, the Megarians, Phocians, Lo- crians, Boeotians, Ambraciots, Leucadians, and Anactorians, declared for the Athenians; as also did the Chians, Les¬ bians, Plataeans, Messenians, Acarnanians, Corcyraeans, Zacynthians, Carians, Dorians, Thracians, and all the Cy¬ clades, excepting Melos and Thera, together with Euboea and Samos. The Peloponnesian war commenced in the year b.c. 431. First year. 1 he Lacedaemonian army, consisting of no less than 60,000 men, assembled on the isthmus, and, after a vain attempt at negotiation, the campaign opened. The Lacedaemonian army was commanded by Archidamus, king of Sparta ; that of the Athenians by Pericles, with nine generals under him. Soon after the opening of the campaign, the Spartan force entered Attica and committed horrible ravages; Pericles having no force capable of opposing it, and steadily refusing to engage on disadvantageous terms, although prodigious clamours were in consequence raised against him by his countrymen. The invaders, however, had no great reason to boast ot the advantages they had gained; for an Athenian fleet ravaged the coasts of Peloponnesus, whilst another in¬ fested the Locrians, expelled the inhabitants of /Egina. and repeopled the island from Athens and Attica. Cephalonia, 204 ATTICA. Attica, and some towns in Acarnania and Leucas which had de- clared for the Lacedaemonians, were also reduced; and in the autumn, when the Peloponnesians had retired, Pericles entered the Megarian territory, which he laid waste with fire and sword, in revenge for the devastation committed in Attica. Second But the spring of the second year proved signally disas- year. trous to Athens; for a dreadful plague carried off great numbers of the citizens, whilst the Peloponnesians, imder Archidamus, wasted every thing abroad. In the midst of all these calamities, however, the firmness of Pericles re¬ mained unshaken ; and he would suffer none of his country¬ men to stir from the city, either to escape the plague, which committed horrible ravages within the walls, or to assail the enemy, who desolated the country without.1 He meditated a deeper game, namely, an inroad into the enemy’s territory, which in fact had been left completely uncovered by the at¬ tack upon Attica. W ith this view he caused a large fleet to be equipped, on board which he embarked 4000 foot and .300 horse, and immediately set sail for Epidaurus. Ibis diversion produced the desired effect, in compelling the enemv to withdraw from Attica; but in other respects the expedition failed on account of the plague, which committed so great havoc among his men, that Pericles brought back to Athens only loOO of the 4300 composing the expedition. By this disaster the Athenians were thrown into utter de¬ spair, and immediately sued for peace; but the Spartans refusing to accede to any terms of accommodation, their despair gave place to fury against their great statesman and commander, whom they dismissed from their service, and amerced in a heavy fine. And, as if this had not been enough, at the same time that Pericles experienced the in¬ gratitude of his country, the plague carried off his children and nearly the whole of his kindred, leaving him almost alone in the world, childless and forsaken. This accumu¬ lation of misfortunes preyed deeply on his spirits and over¬ whelmed him with melancholy, in consequence of which he secluded himself for a time entirely from public view. But through the persuasion of Alcibiades and other friends, he was at length induced to show himself to the people ; who, ever inconstant, and generally more prompt to pardon than to condemn, received him with acclamations of joy. The first use Pericles made of his recovered popularity was to procure the repeal of the law which he had himself caused to be enacted, whereby all Athenians of half blood were dis¬ franchised of their natural liberty, and reduced to the state of aliens ; a measure which was not altogether disinterested on his part, as he was thereby enabled to enrol in the list of citizens his only remaining sor by a Milesian mother, whom the operation of the law in question had of course bastard¬ ized. But this was destined to be one of the last public acts of the great Athenian statesman and patriot. Third The third year of the Peloponnesian war was chiefly re- vear. markable for the death of Pericles, who at length fell a vic¬ tim to the plague, which had already desolated his house, but who left behind him a name that will never die.2 Pla- tEea was also besieged by Archidamus, but without success ; for although the greater part of it had been set on fire, the Platseans resolved to submit to every extremity rather than abandon the Athenian cause. In the end, therefore, the king of Sparta was obliged to convert the siege into a block- Attica, ade, and to return to Peloponnesus. In the following summer the Peloponnesians under Archi- Fourth damus again invaded Attica, wasting everything with fire year, and sword ; and at the same time the whole island of Les¬ bos, except the district of Methymna, revolted against the Athenians. In the meanwhile Plataea was strictly blockaded, and its inhabitants being reduced to the greatest extremity from want of provisions, the garrison came to the resolution of forcing a passage through the enemy’s lines. When the moment arrived, however, for carrying this design into exe¬ cution, many of them became intimidated ; but the greater number persisted in their resolution, succeeded in their gal¬ lant attempt, and above 200 reached Athens in safety. In the beginning of the fifth year the Peloponnesians sentFlfth year- forty ships to the relief of Mitylene, which the Athenians had invested after the revolt of LesboS; but this effort proved unavailing, since the place had surrendered before the fleet could come to its assistance. Paches, the Athenian com¬ mander, then drove off the Peloponnesian fleet; and re¬ turning to Lesbos, sent the Lacedaemonian agent, whom he found in Mitylene, together with a deputation, to Athens. On their arrival the Lacedaemonian was immediately put to death; and in a general assembly of the people, it was re¬ solved, on the proposal of Cleon, that all the Mitylenians who had attained to manhood should also be put to death, and the women and children sold as slaves. But the next day this cruel decree was revoked, and a galley despatched to countermand the sanguinary order. It arrived just in time to save Mitylene. Only about a thousand of the principal insurgents were put to death ; the walls of the city were however demolished, their ships taken away, and their lands divided among the Athenians, who let them again to their former proprietors at a nominal rent. About this time also the Plataeans who had failed in the attempt to break through the enemy’s lines surrendered at discretion, and were cruelly put to death by the Lacedaemonians, who sold their women as slaves. The city was soon after razed by the Thebans, who left only an inn to show where it stood ; but the fame of Plataea induced Alexander the Great afterwards to re¬ build it on a more extensive scale. In this year also happened the famous sedition of Corcyra, Sedition of proverbial for the horrors with which it was accompanied. Corcyra. We have already seen that the dispute between the Corcy- raeans and Corinthians was mainly instrumental in bringing on the Peloponnesian war, one of the most protracted and sanguinary contests of ancient times. At the commence¬ ment of this struggle a great number of Corcyraeans were carried as prisoners to Corinth, where the chief of them were well treated, and the remainder sold as slaves. The motive of this conduct on the part of the Corinthians was a design they had formed of engaging these Corcyraeans to influence their countrymen to join the Corinthians and their allies. With this view the latter treated them with all ima¬ ginable lenity and tenderness, endeavouring to instil into their minds a hatred of democratic government; after which they were informed that they might obtain their liberty upon condition of exerting their influence at home in favour of the allies, and to the prejudice of Athens. This the Corcy- raeans readily promised and endeavoured to perform; and i In this campaign the Peloponnesians remained forty days in Attica, burning and destroying without, while the pestilence was raging within the city and while the Athenians seemed abandoned to utter despair. For an account of this memorable plague see Thucydides, ii 47 whose description has been often imitated, but never equalled, far less surpassed. That which approaches nearest to it in horrible truth and picturesqueness of delineation is the description of the plague in Egypt, and also in the prison of the Seraglio at Constanti¬ nople, contained in the novel entitled Anastasius, Qr Memoirs of a Modern Greek, a work which displays greater talents and gives a more vivid and faithful picture of society and manners in the countries of the Levant, than all the hooks which have yet een wn ‘''‘^RutaichrPeWcZ. c. 16) says that Pericles was engaged in public affairs forty years, and performed certain functions during fifteen; hut the fifteen are evidently included in the forty. Accordingly, Cicero (Orat. iii. 34) says, “ Quadraginta annos praefuit t enis, an frwn other Authorities wo learn that ho began to appear in pSbi’ic affairs about «h. year B.c 469 and to have the sole direction about the year B.c. 444 ; so that he could not have exceeded fourscore at the time of his death, which took place in B.C. 42y. ATT Attica, at first the partisans of aristocracy so far prevailed, that, as- sisted by a Peloponnesian fleet, they murdered such of the opposite party as fell into their hands. But the Athenians having despatched first one fleet and then another to the as¬ sistance of their friends, the Peloponnesians were forced to withdraw, leaving the aristocrats at the mercy of the demo¬ cratic party ; who, having thus gained the ascendency, liter¬ ally exterminated their antagonists with circumstances of horrible atrocity. Nor was this all. For, the example once set, the several states of Greece in their turn experienced similar commotions, which were invariably fermented by agents of Sparta or of Athens; the former endeavouring to establish an aristocratic and the latter a democratic form of government, wherever their influence happened to pre¬ vail. Sicilian While the Athenians were thus engaged in a contest in war. which they were already overmatched, they foolishly rushed into a new one, which in the end proved more disastrous than any in which they had yet embarked. The inhabitants of Sicily were, it seems, divided into two factions; the one called the Doric, at the head of which was Syracuse; the other the Ionic, at the head of which was Leontini. But the Ionic faction finding itself too weak to contend with its rival without foreign aid, sent Gorgias of Leontini, a celebrated orator, sophist, and rhetorician, to Athens to apply for as¬ sistance ; and he by his fine speeches so captivated the mul¬ titude, the Meya ©pefifia, or Great Beast (as the populace were sometimes contemptuously styled in private, by those who did not scruple to pander to their worst passions in pub¬ lic), that they rushed headlong into a war which they were unable to maintain while engaged in a death-struggle with nearly all the states of the Peloponnesus. Accordingly, bewrayed by the wily sophist,1 and probably enticed by the hope of effecting the conquest of Sicily, they despatched a fleet to the assistance of the Leontines, under the command of Laches and Chabrias; and this had no sooner sailed than another destined for the same service was begun to be fitted out. In the mean time the plague continued its ravages to such an extent that in the course of this year four thou¬ sand citizens, and a much larger number of the lower class of people, fell victims to its fury. Sixth and The sixth year of the Peloponnesian war was not remark- seventh able for any great exploit. Agis, the son of Archidamus, king of Sparta, assembled an army in order to invade At¬ tica; but was prevented from doing so by earthquakes, which shook almost every part of Greece, and produced general consternation. The next year, however, he entered Attica with his army; whilst the Athenians, on their part, sent a fleet, under the command of Demosthenes, to infest the coasts of Peloponnesus. As this fleet passed the coast of Laconia, the commander observed that the promontory of Pylos, which was joined to the continent by a narrow neck of land, had before it an island about two miles in circum¬ ference, which, though barren in itself, nevertheless con¬ tained an excellent harbour, sheltered from all winds either by the headland or isle, and capable of admitting the most numerous fleets; circumstances which led him to conclude that a garrison left here would alarm the Peloponnesians, and induce them to think rather of protecting their own country than of invading that of their neighbours. Accord¬ ingly, having raised a strong fortification, he established himself in the post, reserving five ships of war for its de¬ fence ; and ordered the rest of the fleet to proceed to its in¬ tended destination. On the news of this event the Pelo¬ ponnesian army immediately returned to besiege Pylos, and I c A. 205 soon made themselves masters of the harbour, as well as of Attica, the island of Sphacteria, which was taken by a chosen body ^ of Spartans. They then made a vigorous attack upon the fort, hoping to carry it before succours could arrive; but Demosthenes and his garrison made an obstinate defence ; and an Athenian fleet arriving in the interval, relieved the besieged from all apprehensions on account of the superior force of the enemy. Battle was immediately offered; but as the Peloponnesian fleet declined the challenge, the Athe¬ nians sailed boldly into the harbour, and sunk or destroyed most of the enemy’s ships, after which they besieged the Spartans in Sphacteria. Alarmed at finding the war car¬ ried into their own territory, the Peloponnesians now began to treat with their enemies; and whilst the negotiations were carrying on at Athens, a cessation of hostilities was agreed to, upon the condition that the Peloponnesians should in the mean time deliver up all their ships, but that in the event of the treaty not taking effect, these should be immediately restored. In as far as regards the negotiations, the Athe¬ nians, having heard the propositions of the Spartan pleni¬ potentiaries, were at first strongly inclined to put an end to this ruinous and destructive war, all the evils of which had been so greatly aggravated by the dreadful pestilence which at the same time ravaged the city of Athens and part of the territory of Attica. But the demagogue Cleon, a fiery and headstrong man, persuaded his countrymen to insist on the most unreasonable terms; and as the confe¬ derates were by no means so far reduced as to suffer the Athenians pacts imponere morem, to dictate terms of peace, the plenipotentiaries withdrew, and by doing so, of course put an end to the armistice. The Peloponnesians then de¬ manded the restoration of their vessels, conformably to the stipulation above mentioned; but the Athenians refused to deliver them up, on pretence that the former had violated the truce. Hostilities, therefore, were immediately recom¬ menced on both sides; and the Lacedaemonians attacked the Athenians at Pylos, while the latter attacked the Spar¬ tans at Sphacteria. But the Lacedaemonians, though only a handful of men, and under every imaginable discourage¬ ment, defended themselves with so much bravery that the siege proceeded very slowly ; and the people of Athens be¬ coming uneasy at its duration, began to wish they had em¬ braced the offers of the Spartans, and to rail vehemently against Cleon, who had been primarily instrumental in oc¬ casioning their rejection. To excuse himself, however, Cleon affirmed it would be an easy matter for the general of the forces which they were then sending to attack the Spartans in the isle, and reduce them at once. Nicias, who had just been appointed to the command, replied that if Cleon believed he could perform such wonders, he would do well to repair to the scene of action in person. Cleon, com¬ pelled to sustain his part, rejoined without hesitation that he was ready to go with all his heart; upon which Nicias caught him at his word, and declared that he had relin¬ quished his command. Startled at this renunciation, the speech-maker protested that he was no general; but Nicias tauntingly assured him that he might some day become one ; and the people amused with the controversy, held Cleon to his word. He then advancing, told them he was so little afraid of the enemy, that, with a very inconsiderable force, he would undertake, in conjunction with that already at Pylos, to bring to Athens in twenty days the Spartans who had given them so much trouble. The people laughed at this apparent gasconade ; but having furnished him with the troops he desired, he, to the infinite surprise of every one, 1 Diodorus, xii. 53. See also Pausanias, vi. 17, 5, and Philostratus in Vit. Qorg. This celebrated artist in the dangerous craft of making the worse appear the better reason, would seem to have been a singular specimen of “health and longevity for, according to Philostratus, Xtyircu o Vaayla; i; Ixrw no.) 'ixurov IXa/roii ’irri •, but the sounder opinion seems to be, that he was born about B.C. 485, and died soon after b.c. 380, at the age of 105 or 106. He was in reputation as a sophist and rhetorician for nearly fourscore years. (Fasti Hellenici, p. 63.) 206 ATT Attica, brought the Spartans prisoners to Athens -vrithin the time V'—he had specified.1 Eighth In the eighth year of the war Nicias reduced the island year. of Cythera on the coast of Laconia, and Thyrsca, a frontier territory, which had been given to the iEginetans when ex¬ pelled from their own country by the Athenians. In Sicily, Hermocrates of Syracuse, having persuaded the inhabitants of the island to adjust their differences without foreign in¬ terference, the Athenian generals returned home; a step which so greatly displeased their countrymen, that two of them were banished, and the third was sentenced to pay a heavy fine. The Athenians, under the conduct ot Hippo¬ crates and Demosthenes, next laid siege to Megara; but Brasidas, a Spartan general, coming to its relief, a battle en¬ sued, which, though indecisive in its result, gave the Lace¬ daemonian faction an ascendency in Megara, and forced many who had favoured the Athenians to withdraw. In Bceotia some commotions were raised in favour of the Athenians ; but their generals Hippocrates and Demosthenes being de¬ feated by the Lacedaemonian party, all hopes ceased of the Athenian power being established in this district of Greece.2 Ninth In the ninth year the Spartans made new proposals of year. peace, which the Athenians were now more inclined to ac¬ cept than formerly; and finding their affairs much unsettled by the loss of Amphipolis, which had been reduced by Bra¬ sidas, a truce for a year was agreed on, while negotiations were immediately opened for restoring a general peace. But this pacific scheme was soon overthrown by a misun¬ derstanding, arising out of an occurrence purely accidental, and the war was in consequence renewed. Nician The following year commenced with an attempt by Bra- pacifiea- sidas upon Potidaea; but this having failed, the Athenians uon. began to recover some courage ; and the truce expiring on the day of the Pythian games, Cleon advised the Athenians to send an army under his own command into Thrace. They agreed to this proposal, and immediately fitted out a force, consisting of 1200 foot and 300 horse, all Athenian citizens, embarked on board thirty galleys, of which the de¬ magogue took the command. Brasidas was inferior in num¬ bers to his opponent; but, observing that the Athenian commander was careless, and neglectful of discipline, the Spartan suddenly attacked him, and routed his army w ith the loss of half its numbers, wdiile that of the assailants amounted to only seven killed and a few wounded. In this encounter, which appears to have been a complete surprise, the commanders on both sides were slain ; and although the Athenians might well spare their general, whom impudence and accident had invested with a military command, the death of their brave leader was a serious loss to the Spar¬ tans, who, in fact, lamented him more than the Athenians did the loss of the battle. In consequence of this event, however, the latter were now much more disposed than formerly to listen to terms of accommodation. Amongst the Spartans, too, there was a party, at the head of whom was Plistoanax, their king, who earnestly wished lor peace ; and as Nicias laboured no less assiduously at Athens to bring about this desirable event, a peace was at last, 421 b.c., con¬ cluded between the two nations for the period of 50 years.3 The conditions w7ere, a restitution of places and prisoners on both sides, with the exception of Nisaea, which was to remain in the hands of the Athenians, who had taken it from the Megarians, and of Plataca, which was to continue in possession of the Thebans, who could not possibly give it up without uncovering the whole of their territory. The Boeotians, Corinthians, and Megarians, refused to be included in this peace ; but the rest of the allies acquiesced; and being accordingly ratified, it received the name of the Nician paci- I C A. fication, from that of the general who had been mainly in- Attica, strumental in restoring the blessing of peace to his country. v>—/ But although peace was nominally established, tranquil- Jfew m;g_ lity was far from being restored. Dissatisfied with the under¬ treaty on various grounds, several states of the Peloponne- standings, sus, headed by Argos, immediately commenced organizing a new confederacy ; even the Lacedaemonians found it im¬ possible to fulfil exactly the stipulations of the agreement; and the town of Amphipolis in particular peremptorily refused to return under the government of Athens ; for which rea¬ son the Athenians also refused to evacuate Pylos. In the course of the winter fresh negotiations were opened, but nothing definite was agreed upon, and the time passed in mutual complaints and recriminations. At Athens, in par¬ ticular, the flame of discontent was artfully fanned by Al- cibiades, who now began to rival Nicias in public favour, and who, perceiving that the Lacedaemonians paid their court principally to his rival, took every opportunity of incensing his countrymen against that nation. On the other hand, Nicias, whose reputation was concerned in maintain¬ ing the treaty inviolate, used his utmost endeavours to bring about a i*econciliation, and even undertook a journey to Sparta, in the hope of effecting an accommodation; but, most unhappily, the artifices of Alcibiades, added to the turbulent and haughty disposition of both nations, rendered all his efforts unavailing, and at length satisfied him that a renewal of the war was inevitable. If the intrigues of that remarkable man, however, were mainly instrumental in bringing about a rupture, it cannot be denied that he took the most prudent methods for insuring the safety of his country. With this view he entered into a league with the Argives for the long term of a hundred years; he then marched into the territories of that state at the head of a considerable force; and he exerted all his influence, both at Argos and at Patrae, to persuade the people to connect their cities with the sea by means of walls, in order to facili¬ tate the landing of succour, when it might be necessary, by the Athenians. But, though vigorous preparations were now made for a renewal of the war, nothing of any consequence was undertaken this year; if we except an attempt by the Argives to make themselves masters of Epidaurus, which was, however, defeated by the Lacedaemonians throwing a strong garrison into the place. The next being the fourteenth year of the Peloponnesian Renewal of war, a Spartan army, under the command of Agis, entered the war> the territory of Argos ; but just as battle was on the eve of commencing, a truce was suddenly concluded between two of the Argive generals and the king of Sparta. But it so happened that neither party felt satisfied with this proceed¬ ing, and both the king and the generals were very ill re¬ ceived by their respective fellow-citizens. Accordingly, on the arrival of some fresh troops from Athens, the Argives immediately broke the truce ; and a battle ensuing soon afterwards, the allied army was defeated with great slaughter by Agis, who thus achieved a victory on the very spot which was afterwards destined to acquire additional celebrity as the scene of one of the most disastrous defeats which the Spartan arms ever experienced. In the winter a strong party in Argos joined the Lacedaemonians ; in consequence of which that city renounced her alliance with Athens, and concluded peace with Sparta for the period of half a cen¬ tury. Further, in compliment to their new allies, the Ar¬ gives abolished democracy in their city, substituting an aristocracy in its stead; and also assisted the Lacedaemo¬ nians in forcing the Sicyonians to adopt a similar form of government. Notwithstanding all this, however, the Ar¬ gives, with a levity natural to the Greeks, renounced their 1 Thucydides, iv. 39. 3 Alcibiades seems to have already begun to take part in public affairs. See a passage in the Wasps of Aristophanes, 44, where his manner of speaking is ridiculed. At this time he was about twenty-four years of age. 3 Thucydides, v. 18, 19, 20. A T T I C A. Attica. Loss of the Athenian army in Sicily. Intrigues of Alcibi- ades. Abolition of demo¬ cracy. alliance with Sparta the following year ; abolished aristo¬ cracy, diove the Lacedaemonians out of the city, and re¬ newed their league with Athens. On the other hand the Athenians, convinced of the bad faith of Perdiccas, king of Macedonia, abjured his alliance and declared war against him ; preferring, as they said, an open enemy to a treach¬ erous friend. ^ And as Argos was still distracted by adverse factions, Alcibiades in the course of the ensuing year ter¬ minated all disputes between them by the expulsion of the Spartan party. He then sailed for the island of Melos, which had shown the greatest inveteracy against his coun- trymen, in order to punish the inhabitants for repeated acts of wanton hostility ; but perceiving that the reduction of the island w7ould be a work of time, he left a considerable body of forces there, and returned to Athens. In his absence, however, the capital of Melos surrendered at discretion, and the inhabitants were treated with the utmost severity; all the men capable of bearing arms being slaughtered, and the women and children carried into captivity. In the beginning of the seventeenth year, Nicias was ap¬ pointed commander-in-chief of an expedition destined to act against the Syracusans, with Alcibiades and Lamachus as colleagues. But whilst the necessary preparations were being made, Athens was thrown into terrible confusion by the defacing of the Hermae or statues of Hermes, of which there was a great number in the city; an outrage equally wanton in itself, and appalling to the people of Athens, who revered these statues both as monuments of art and as sym¬ bols of religion. Great efforts were in consequence made to discover the perpetrators of this sacrilege ; but although ample rewards were offered, no disclosure was then made. At last, from some cause unexplained, suspicion fell upon Alcibiades, who in consequence received orders to return im¬ mediately from Sicily in order to take his trial for this al¬ leged crime. But he knew the temper of his countrymen too well to trust himself to their mercy ; and, instead of re¬ turning to Athens, he fled to Sparta, where he met with a gracious reception; whilst the Athenians were severely punished by the loss of their army, generals, and fleet, in Sicily ; a disaster which the superior abilities of Alcibiades would in all probability have prevented. 1 he nineteenth and twentieth years of the war were spent by the Athenians in equipping a new fleet in order to repair their losses; but Alcibiades hurt their interests greatly by persuading 1 issaphernes the Persian to league with the Spartans against them, and at the same time stirring up several of the Ionian states to revolt against what he de¬ scribed as the mob government of Athens. Equally rest¬ less and profligate, however, this celebrated Athenian had scarcely established himself amongst his new allies when he contrived, by means of a handsome person and an insinuat¬ ing address, to debauch the wife of Agis the Lacedaemo¬ nian commander; and as the latter strongly resented the affront which had been put upon him, the Athenian seducer was obliged to quit Sparta and pass over into Persia. Here, however, he met with a favourable reception from Tissa- phernes, who profited much by his advice, which, in fact, was equally shrewd and insidious. “ Let the Greeks,” said he to the Persian general, “ exhaust themselves by their mutual wars; foment discord among them, which you will always find comparatively an easy task; take care never to let one state be totally destroyed, but always to support the weaker party against the more powerful;—follow this policy for a time, and the Greeks will themselves spare you the trouble of conquering them. By their incessant contests they will so weaken themselves that their country will be¬ come the prey of the first invader.” As may easily be supposed, Tissaphernes readily ac¬ quiesced in these counsels; upon which Alcibiades wrote privately to some of the officers in the Athenian army at Samos, informing them that he had been treating with the 207 Persians in behalf of his countrymen, but that he did not Attica, choose to return till the democracy should be abolished ; . adding, that the Persian king disliked a democracy, but would immediately assist them if that was abolished, and an oligarchy established in its stead. On the arrival of Pisan- der and other deputies from the army with the proposals of Alcibiades, the oligarchial party succeeded in overturning the democratic constitution; in consequence of which Pisan- der and the deputies received directions to return to Alci¬ biades, in order to ascertain precisely on what terms the king of Persia was disposed to enter into an alliance with them. But perceiving that Tissaphernes was by no means inclined to assist the Athenians, on account of their recent successes, Alcibiades artfully set up such extravagant de¬ mands in the king of Persia’s name, that the Athenians of themselves broke off' the treaty, and thus enabled him to outwit both parties without offending either. But notwith¬ standing the failure of the negotiations with Tissaphernes, the democratical form of government was abolished, first in the cities subject to Athens, and afterwards in the capital itself; whilst, according to the scheme substituted in its stead, it was provided that the old form of government should be entirely dissolved;—that five Prytanes should be elected;— that these five should choose a hundred others, and each of the hundred choose three more;—that the Four Hundred thus elected should become a senate with full power, but should nevertheless consult occasionally with Five Thou¬ sand of the wealthiest citizens, who alone were henceforth to be accounted The People ;—and that no authority what¬ ever should remain in the hands of the lower class of citi¬ zens. Such was the scheme proposed by Pisander; and al¬ though the people were opposed to this change, those who conducted it, being men of great parts, found means to esta¬ blish it by one of those unceremonious acts of audacity which commonly distinguish revolutions in popular governments. In the meanwhile the Athenian army having changed The army their mind, declared for a democracy ; and recalling Alci-declares biades, they invested him with full power, and insisted on^01, a de- his immediate return to Athens for the purpose of restoring m°cracy. the ancient government. But he peremptorily refused to comply with their wishes; persuaded them to stay w here they were in order to save Ionia ; and further prevailed on them to allow some deputies, who had been sent by the new governors of Athens, to deliver the message with which they were charged. When the deputies had done so, Alcibiades enjoined them in reply to return immediately to Athens, and acquaint the Four Hundred that they were commanded instantly to resign their authority and restore the senate; adding, that the Five Thousand might retain their powder for the present, provided they used it with moderation. By this answer the city wras thrown into the utmost confusion; but the party of the new government prevailing, ambassa¬ dors were despatched to Sparta with orders to conclude peace upon any terms. I his, however, was not so easy a matter as some had hastily imagined ; for the Spartans proved in¬ tractable ; and Phrynichus, the chief of the embassy, was murdered on his return. W hen the news of his death arrived, 1 heramenes, the head of the democratical party, seized the leaders of the Four Hundred; upon which a tumult ensued that had almost proved fatal to the city itself; but the people being at last dispersed, the Four Hundred immediately assembled, and sent deputies to the people, pro¬ mising to comply with all their reasonable demands. A day w as accordingly appointed for convoking a general assembly, and settling the form of government; but when it arrived, intelligence was brought that the Lacedaemonian fleet was in sight, and steering directly for Salamis. Thus all was again thrown into confusion; and the people, instead of de¬ liberating on the subject proposed, ran in crowds down to the port, whence a fleet of 36 ships was immediately de¬ spatched, under the command of Timochares, to engage the 208 Attica. Alcibiades triumph¬ ant and disgraced. ATTICA. enemy, who were perceived to be making for Euboea. But this fleet was utterly defeated, 22 ships being taken, and the remainder either sunk or disabled; and this disaster was followed by the revolt of all Euboea, except the small dis¬ trict of Oreus. When the dismal tidings reached Athens, everything was given up for lost; and had the Lacedaemo¬ nians taken this opportunity of attacking the city, they would undoubtedly have succeeded in the attempt, and thus put an end to the war by the subjugation of Athens. But being at all times slow, especially in naval affairs, they allowed the Athenians time to equip another fleet, and to retrieve their affairs ; while Alcibiades, by his intrigues, so effectually em¬ broiled the Persians and Peloponnesians that neither party knew whom to trust, and mutual distrust at length rose to such a pitch as almost to involve them in open hostility; and several advantages gained by the Athenians at sea tended to revive their hopes and restore their confidence. During the succeeding years of this celebi’ated war the Athenians were also in the first instance very successfid. Thrasybulus obtained a signal advantage at sea; and in the same day Alcibiades gained two victories, one by land and another by sea, capturing the whole Peloponnesian fleet, besides an immense spoil. The Spartans, humbled by these reverses, were reduced in their turn to the necessity of suing for peace. But the Athenians, intoxicated with success, sent back the envoys without vouchsafing an answer to their proposals ; and the Spartans, justly incensed at this insolent and contemptuous conduct, renewed the war with the ut¬ most vigour, and soon after made themselves masters of Pylos. Nor was this the only misfortune of the Athenians. The Megarians surprised Nisaea, and put the garrison to death; an act which so exasperated the Athenians, that they immediately sent an army against that people,—defeated them with great slaughter,—and committed horrid devasta¬ tions, in revenge for the affair of Nisaea. But these mis¬ fortunes were still in some measure counterbalanced by the great actions of Alcibiades, Thrasybulus, and Theramenes. When Alcibiades returned in triumph to Athens, 408 B.C., he brought with him a fleet of 200 ships, together with such a load of spoils as had never been seen in the capi¬ tal since the conclusion of the Persian war. The people crowded to the port to behold the hero as he landed ; old and young blessed him as he passed; and next day, when he had delivered a harangue to the assembly, they directed the record of his banishment to be thrown into the sea, ab¬ solved him from the curses he lay under on account of the alleged sacrilege, and created him generalissimo of their forces. But this enthusiasm was too violent to be lasting; and in point of fact a casual reverse which Alcibiades sus¬ tained soon after this obliterated all remembrance of his for¬ mer services, and involved him in disgrace. Having sailed to the Hellespont with part of his fleet, he left the remainder under the command of Antiochus his pilot, with strict orders to attempt nothing in his absence. But the pilot chose to disobey his instructions, and having provoked Lysander, the Lacedaemonian admiral, to an engagement, he paid for his temerity by a total defeat, with the loss of fifteen ships, and that of his own life into the bargain. On receiving intelli¬ gence of this disaster, Alcibiades returned, and endeavoured to induce the Lacedaemonian commander to hazard a second battle; but Lysander was too prudent to incur such a risk^ and in the meanwhile the Athenians deprived Alcibiades of his command, and named ten new generals in his stead. By this proceeding their ruin was sealed. Conon, who suc¬ ceeded to the command, was beaten by Callicratidas, Lysan- der’s successor; but being afterwards strongly reinforced, he retrieved this disgrace by defeating the Lacedaemonians with the loss of no less than 77 ships. Such a victory might have been supposed to inspire the Athenians with some gra¬ titude towards the generals who had gained it; but instead of this eight of them were recalled, on pretence of their not Attica. having assisted the wounded during the engagement: two ^ ^ were prudent enough not to return ; and the six who trusted to the justice of their country were all put to death with¬ out mercy. . The following year Lysander, appointed commander of Athenians the Peloponnesian fleet, succeeded in capturing both Tha- at sus and Lampsacus. Conon was immediately despatched i against him with 180 ships; a force so superior to that under Lysander, that the Lacedaemonian declined accepting battle, and was consequently blocked up in the river Algos. Wlnle the Athenians lay there observing him, they grew quite idle and careless, insomuch that Alcibiades, who had built a habi¬ tation for himself in the neighbourhood, entreated them to be more watchful, as he well knew Lysander s great abilities, and dreaded that they might have reason to repent their se¬ curity if they disregarded his advice. They replied by ex¬ pressing their wonder at the assurance of one who was an exile and a vagabond, in pretending to offer advice to them; adding, that if he gave them any further trouble, they would seize and send him a prisoner to Athens. The consequences of such conduct may easily be imagined. Lysander fell unexpectedly upon them, and gained a complete victory; Conon, with only nine galleys, escaping to Evagoras at Cy¬ prus : after which the Lacedaemonian commander returned to Lampsacus, where he put to death Philocles with 3000 of his soldiers, and the whole ot the officers except Adiman- tus. He then reduced all the cities subject to Athens, and artfully sent home their garrisons, that the city, ovei- stocked with inhabitants, might thus be rendered incapable of holding out for any length of time when he came to besiege it. Nor was any time lost in undertaking this decisive opera- Capture of tion. Lysander appeared before the harbours with a fleet; ■ while Agis, at the head of a powerful army, invested it on the land side. For a considerable time the Athenians re¬ sisted both attacks ; but they were at last forced to send depu- ties to Agis, who referred them to Sparta; and when they i e- paired thither they were told that no terms could be granted unless they consented to demolish their walls. They next applied to Lysander, but he also referred them to Sparta; to which Theramenes, with other deputies, was immediately despatched. On their arrival they found assembled the coun¬ cil of the confederates, who all except the Spartans gave their votes for the utter destruction ot Athens ; but the lat¬ ter would on no account consent to the ruin of a city which had deserved so well of Greece. I he Athenian envoys did all in their power to mitigate the severity of the terms, but without effect; and finally peace was concluded, on condi¬ tion that the long walls and the fortifications of the port should be demolished, and that the Athenians should deliver up all their ships excepting twelve, receive back such as had been banished for political offences, and consent to follow the fortune of the Lacedaemonians. And these severe terms were punctually executed. Lysander caused the walls and fortifications to be pulled down; established an oligarchy expressly against the will of the people ; and thus completed the ruin of Athens in the twenty-seventh year of the 1 elo- nonnesian war, and the 404th b.c. As soon as the Lacedaemonian had demolished the long The Thir ) walls and the fortifications of the Peiraeus, he constituted a }ian *• council of thirty, with power, as was pretended, to make laws, but in truth to subjugate the state. These were the persons so famous in history under the title ot Hie Innty Tyrants. They were all the creatures of Lysander; and as they derived their power from conquest and the law of the sword, they exercised it in a manner worthy of its origin. Instead of making laws, they governed without them ; they appointed a senate and magistrates at their will; and, lastly, they applied for a garrison from Lacedaemon, that, under the protection of a foreign military force, they might give a freer and bolder scope to the licentiousness of tyranny. ATTICA. Attica. Ciitias and Theramenes, two men of the greatest power W, ' and abilities in Athens, were at the head of this odious oli- Critias and garchy. The former was ambitious and cruel beyond mea- Therame- sure ; but the latter was of a more merciful and humane dis- ne8' position. The one pushed on all the bloody schemes framed by his confederates, and carried into execution many of his own ; the other always opposed them, at first with modera¬ tion, at last with vehemence. In the course of his expostu¬ lations he said, that power was given them to rule and not to despoil the commonwealth; that it became them to act like shepherds, not like wolves ; and that they ought to be¬ ware of rendering themselves at once odious and ridiculous, by attempting to domineer over all, being a mere handful of men, whom the slightest resistance would crush. This hint was not thrown away; for the remaining oligarchs imme¬ diately chose three thousand persons, whom they constituted the representatives of the people, and on whom they granted the notable privilege of not being liable to be put to death except by judgment of the senate; thereby assuming by implication a power of sacrificing the other Athenian citizens at their pleasure. Nor were they slow in practically con- nrming the justice of this interpretation ; for as many as they conjectured to be unfriendly to the government in general, or to any of themselves in particular, they put to death, with¬ out cause and without mercy. Theramenes stoutly resisted this wantonness of cruelty ; and absolutely refusing to con¬ cur in such measures, Critias accused him to the senate as a man of unsteady principles, sometimes for the people, some¬ times against them, and favourable to nothing except inno¬ vation and revolution. The accused admitted that he had sometimes changed his measures, but alleged that he had al¬ ways done so for the benefit of the people. It was solely with tins view that he made peace with Sparta, and accepted of ofhce as one of the Thirty; nor had he ever opposed their measures while they cut off the wicked; but when they began to destroy men of fortune and family, solely for the purpose of confiscating their property, then he owned he had differed with them, which he conceived to be no crime against the state. • Whil.st Theramenes was speaking, Critias, perceiving the to death. ™Pression made upon the senate by his words, withdrew abiuptly; but he soon returned with a guard, crying out that he had struck the name of Theramenes out of the list of the three thousand; that the senate had therefore no longer cognizance of the cause; and that the Thirty had already judged and condemned him to death. Theramenes, seeing that they intended to seize him, fled to the altar in the midst o the senate-house, and laying his hands thereon, said, “ I do not seek refuge here because I expect to escape death, or desire it; but that, tearing me from the altar, the impious authors of my murder may interest the gods in bringing them to speedy judgment, and thereby restore freedom to my country. The guards then dragged him from the altar, and carrying him to the place of execution, he drank the poison with undaunted courage ; reminding the people, with his last breath, that the same tyrants who had arbitrarily struck his name out of the list of the three thousand, might a so strike out any of theirs, and that none could say whose turn it might next be to drink the fatal cup which he had just drained. The death of this heroic man was followed by a train of murders such as are to be found recorded only in t e annals of republican oligarchies or aristocratical repub- ics. Almost every citizen of any eminence either died a violent death or was driven into exile.1 At length Thrasybulus, and such as like him had taken 2.19 shelter in the Theban territory, resolved to hazard every Attica, thing rather than remain in a state of perpetual exile from their country ; and although he had no more than thirty men Tyranny on whom he could depend, yet, inspired by the remembrance over- of the victories he had heretofore obtained in the cause thrown- of his country, he boldly made an irruption into Attica, and seizing on Phyle, a castle at a short distance from Athens, numbers flocked to his standard, and he soon found himself at the head of seven hundred men, maddened by cruelty and oppression, and prepared to devote themselves for their country. The tyrants of course had the disposal of the Spar¬ tan garrison, which they employed to reduce Thrasybulus and his party; yet he prevailed in various skirmishes, and at last obliged them to decamp from Phyle, which they had intended to blockade. The Thirty and their partisans conceiving it expedient to obtain possession of Eleusis, marched thither; and having persuaded the people to go un¬ armed out of their city, on the pretence of numbering them, the monsters instantly commenced an indiscriminate mas¬ sacre. But the forces of Thrasybulus increasing daily, he seized on the Peiraeus, which he fortified in the best manner he could; and although the tyrants came down against him with the utmost force they could raise, he defended himself with so much obstinacy, that in the end they were forced to retreat, having lost before the place not only a great number of their men, but Critias, the president of the Thirty, and other members of this sanguinary oligarchy. By this gallant resistance the fate of the oligarchy was sealed. The people indeed differed among themselves; and the sanguinary monsters, who during their short administration had destroyed more men than had fallen during half the Peloponnesian war, had still a considerable party in Athens. But happily the cause of humanity prevailed ; the tyrants were expelled, and withdrew to Eleusis. But although the citizens had changed the government, Spartans they had made no agreement with those in the Peirams ;2 attempt whilst the tyrants, who had retired to Eleusis, sent depu- to reduce ties to Lacedaemon to announce the revolt of the Athenians Atheils a and request assistance to reduce them. Nor did their ap- t6001^ plication prove fruitless. Besides remitting them a large ime sum of money to aid their intrigues, the Lacedaemonians ap¬ pointed Lysander commander-in-chief, and his brother ad¬ miral ; resolving to send both a fleet and an army, in order to reduce Athens a second time, and, as most of the Greek states then strongly suspected, to add it to their other do¬ minions. Nor is it improbable that this design would have taken effect, had not Pausanias, the rival and enemy of Lysander, resolved to obstruct it by every means in his power. W ith this view he caused another army to be raised, of which he took the command, and immediately marched for the ostensible purpose of besieging the Peiraeus. But while he lay before the place, and pretended to attack it, he entered into a private correspondence with Thrasybulus, instructing him what propositions to make in order to induce the La¬ cedaemonians, who were suspected by their allies, to abandon the contest, and conclude peace upon equitable terms. These intrigues had all the success that could be desired. The Ephori who were with Pausanias in the camp concurred in ns. measures; and in a short time a treaty was concluded, by which, amongst other things, it was provided that all the citizens of Athens should be restored to their homes and privileges, with the exception of the Thirty, the Eleven who had acted as their ministers, and the Ten who during the time of the oligarchy had been constituted governors of the Peiraeus; that all should remain quiet for the future in * ^1.cibladef died during the tyranny of the Thirty. He was then in the forty-fourth vear of his ao-e ha i n gaged in public affairs for about twenty years. He was a bold and able, but bad man • of ureat nerson’al anH d 'T? "T6 °r 1688 en* utteriy devmd of principle, and addicted to the most shameless profligacy; prompt, skilfu^braveenteriri^. o Cndo”ts’ but fond of intrigue and finesse in all things; an enemy to liberty, under the mask of ultra-democracy • and Z ’ T8’ ?et which was opposed to the gratification of his pride, vanity, ambition, sensuality, revenge and W of nerrSuarhusHT6^! T Ttl011 J O; ev n£,s*,s,, that is, Thrasybulus and his party J cage, ana love of perpetual bustle and turmoil. VOL. IV. J 2 D 210 ATTICA. Attica. lus the city; and that, if any persons were afraid to trust to this v'—v'—^ agreement, they should have permission to retire unmolested to Eleusis. Pausanias then marched away with the Spartan army; and Thrasybulus at the head of his forces entered Athens, where, having laid down their arms, they sacrificed with the rest of their fellow-citizens in the temple, of Athena, and then, to the great delight of all, restored the popular form of government, which was afterwards consolidated by an act of general amnesty and oblivion.1 Virtue of Throughout the whole of this transaction the conduct of Thrasybu- Thrasybulus was admirable. When he first seized the castle of Phyle, the tyrants privately offered to receive him into their number instead of Theramenes, and to pardon at his request any twelve persons whom he might choose to name. But he nobly replied that he considered his exile far moie honourable than any authority could be, purchased on such terms ; and by persisting in his design he accomplished the deliverance of his country from a ferocious and sanguinary oligarchy which, as Isocrates informs us, had put 1400 citi¬ zens to death without any form of law, and had driven 5000 more into banishment, besides committing a variety of other acts of cruelty and oppression. But, although Athens was thus restored to liberty by the virtuous patriotism of Thrasybulus, the age of Athenian glory had passed away. From this period till the reign of Philip of Macedonia the republic gradually sunk in energy, though it still continued to enjoy tolerable prosperity ; and although many of the great masterpieces of Athenian genius were the productions of a later age, the most splendid of these only serve to prove beyond all question that the na¬ tional spirit had degenerated, and that, u sunk in its glory, decayed in its worth,” the Athenian Demos, which had once been the wonder and terror of the world, was now prepared to receive the law from the hands of almost any master. Philip accordingly found but little difficulty in extinguishing the feeble remains of liberty ; and his son Alexander having completed the subjugation of Greece, the history of the Grecian states henceforward ceases to be of almost any in¬ terest. With regard to the capital, however, a rapid sketch of its history from this period till the present time will be found under the article Athens, to which reference is ac¬ cordingly made. Having thus laid before the reader an outline of the. ge¬ neral history of Attica, it now only remains to give, as briefly as possible, some account of the character, government, re¬ ligion, and public economy of the Athenians. National character may be defined as theaggregate oi those ui qualities or peculiarities, physical, moral, and political, by Athenians, vvhich one community of men is distinguished from another; in other words, it is a complex result produced by the action and re-action of primary and secondary causes, or the joint effect of all the circumstances, original and accidental, in which a people happens to be placed. But these causes are so various, both in kind and degree,—the operation of one is so much affected and modified by that of another, and direct physical becomes so much blended with indirect moral and political influences,—that, whilst it is comparatively an easy matter to determine in what respects the general cha¬ racters of nations differ, it is exceedingly difficult, not to say impossible, to resolve that of any one into its constituent elements, and to assign to each its due share in the produc¬ tion of the ultimate result. The instrument of analysis which, employed in the investigation of physical laws, has led to the discovery of the most sublime truths, and extended the know¬ ledge and consequently the power of man over the material world, is applicable only in a very limited degree even to the most complex phenomena of mind. Here we possess no manner of control over the subject of our inquiries; we have no power of placing it in new situations, of trying it by a Character of the variety of tests, or of submitting it to a course of skilfully Attica, contrived experiments. All that we can possibly do is either carefully to watch its manifestations, where these fall under our own notice, or to apply the principles of a sound logic to such observations as have been recorded by others, and thus to endeavour to make the nearest approximation we can to the truth. In such a method of investigation, however, the liability to error must necessarily be great; for, inde¬ pendently of its own obvious imperfection, the subtile nature of the phenomena observed, and the constant transitions and modifications they experience, produce continual mistakes upon the part of the observer; whilst the spirit of system or of theory, which is generally most active where our know¬ ledge is least accurate and extensive, instead of facilitating the correction of such mistakes, contributes rather to render them inveterate, and thus opposes a serious obstacle to the progress of sound inquiry. In attempting to form a judg¬ ment of the national character of a people, therefore, it be¬ comes us to be equally on our guard against dogmatism in the statement of facts, and rash generalization in the infer¬ ences deduced from them. The former, indeed, are but too frequently stated without the qualifications proper to be ap¬ plied to them; the latter is almost certain to lead into error and mystification. In cases where physical and moral causes are blended together in their operation; where primary re¬ sults experience endless modifications from the influence of circumstances and the re-active working of positive institu¬ tions; and where we are in possession of no instrument of analysis by which the complex whole can be reduced into its constituent parts or elements; it is manifest that no theory which human ingenuity can invent will ever be sufficient to explain all the phenomena of national character, or to account for the varied and often incongruous phases which it assumes. Some writers, for instance, have amused themselves with referring to the influence of climate all the varieties observ¬ able in the characters and institutions of different nations; whilst others, again, have ascribed to the joint eftect of moral and political causes, operating under peculiar circumstances, the diversities in question. But it must be obvious, on the slightest consideration, that both these theories are equally untenable, inasmuch as national character is not the result of one cause or set of causes, but of all the causes and in¬ fluences, of whatever kind, which act, either directly or in¬ directly, upon the general mind of a people. Instead of attempting to generalize, therefore, where generalization is from the very nature of things inadmissible, let us endeavour simply to point out some of the leading features in the cha¬ racter of that illustrious nation which in ancient times in¬ habited the territory of Attica, and filled the world with the renown of their achievements both in arts and in arms. The Athenians surpassed all the other Greeks in physical conformation no less than in mental endowments. Among this people, indeed, strength and symmetry of body were happily united with many of the rarest attributes of mind. For these advantages they were indebted partly to nature, and partly to a system of education, which, apparently limited and imperfect, was nevertheless singularly calculated to de¬ velop their peculiar capabilities. Habitual exercise may not be capable of creating beauty of form originally, but it cer¬ tainly tends greatly to improve it; and in the human frame elegance and grace are seldom divorced from the free an flexible vigour acquired in the palaestra. A similar obser¬ vation may be applied to the human mind. Admitting that certain tribes or races of men are, taken as a whole, gitteu bv nature with finer faculties, nicer perceptions, and more acute sensibilities, than others, no one can doubt that these may be prodigiously improved by education; which, in fact, is to the mind what the chisel of the sculptor is to the rude block of marble,—that which fashions it, by scarcely per- i This war lasted ten months. (Xenophon, Hist. Grasc., ii. 4, 43.) ATTICA. -Attica, ceptible degrees, into the fairest proportions, and gives ani- mation and expression to that which was originally a rude and inert block. The Athenians were early sensible of this im¬ portant truth; and although, till the age of Pericles, the three principal preceptors of their youth were the gram¬ marian, the teacher ot music, and the master of the gym¬ nasium, yet even this limited circle of instructors was not ill adapted to call forth and keep in exercise the peculiar faculties for which they were so remarkably distinguished, and to prepare them for a more extended range of instruc¬ tion. 1 o the study of music, indeed, they were enthusias¬ tically devoted, because in that delightful art they found a natural scope for the gratification of those nice and delicate perceptions which constituted a prominent characteristic of their minds f nor will its union with the study of grammar be deemed surprising, when we reflect that it was probably this circumstance, aided by an organic and intellectual sen¬ sibility altogether unrivalled, “ which gave form to the most harmonious language ever spoken among men, and guided invention to the structure of that verse which, even under the gross disguise of modern pronunciation, is still univer¬ sally charming.”1 2 But there were other elements in the Athenian character besides a love of music, poetry, and the fine arts, which both nature and education had contributed to form. Speaking of this people, Plutarch, after describing them as at once passionate and placable, prone to anger, yet easily appeased, goes on to observe, that their minds were not formed for laborious researches; and that, although they seized a subject as it were by intuition, yet they wanted the patience and perseverance requisite for a thorough exa¬ mination of its various bearings and ramifications. An ob¬ servation more superficial in itself, and arguing a greater ignorance of the real character of the Athenians, cannot easily be imagined. That they were remarkable for ardour and vivacity ot temperament, quickness of sensibility as well as of apprehension, and versatility of feeling as well as of genius, has not been disputed. But there is nothing in all this which necessarily presupposes or implies an incapacity for the prosecution of subjects requiring patient thought and persevering attention. The French, in point of national character, hold nearly the same relative place among the modern nations of Europe that the Athenians held among the states of ancient Greece; yet it is matter of notoriety, that in the cultivation of the natural and the exact sciences, that is, in the prosecution of those subjects where patience and perseverance are pre-eminently indispensable, they have for a considerable time outstripped all competition, and borne the palm alone. This was precisely the case with the Athenians. A love of profound research and curious speculation seems to have been as inherent in their charac¬ ter, and as congenial to their national temperament, as a love of poetry, music, and the fine arts. - w- ^ fire which Thales lighted up was never afterwards inquiries!6 wllolly extinguished amongst the Greeks. He had kindled his torch at the altar of science in Egypt, and it burned brightly in the propitious atmosphere to which it was trans¬ ferred by the father of Greek philosophy. The Ionian school, of which this philosopher became the founder, was followed in quick succession by the Italian and Eleatic, where the physical and metaphysical sciences were culti¬ vated with equal success; and in the dialogues of Plato, ample evidence may be found of the zeal and ardour with which the laws both of mind and of matter were investigated in Athens, as soon as the violence of political contention had subsided, and a respite from wars and revolutions gave leisure for the discussion of such subjects. God, the Uni¬ verse, and Man, at once divided and engrossed the whole of their attention. The question first asked was, What is God ? and to this various and discordant answers were of course necessarily given. According to Thales, he is the most ancient of all things, for he is without beginning; he is air, said Anaximenes; he is a pure mind, quoth Anaxa¬ goras ; he is both air and mind, contended Archelaus. De¬ mocritus thought him mind in a spherical form ; Pytha¬ goras, a monad, and the principle of good; Heracleitus, an eternal circular fire ; Parmenides, the finite and immovable principle, in a spherical form ; Melissus and Zeno, one and everything, the only eternal and infinite. But these an¬ swers, being all more or less physical, did not satisfy the question ; a vacuity was still left; and Necessity, Fate, and Fortune or Accident, were the principles called in to fill it up. The Universe gave rise to another set of disputations. According to some, what is has ever been, and the world is eternal. Others, again, argued that the world is not eternal, but that matter is eternal. And here a multitude of questions arose. Was this matter susceptible of forms, of one or of many ? Was it water, or air, or fire, or an as¬ semblage of corpuscular atoms, or an infinite number of in¬ destructible elements ? Flad it subsisted without movement in the void, or had it an irregular movement ? Did the world appear by intelligence communicating its action to it, or did the Deity ordain it by penetrating it with a part of his essence ? Did these atoms move in the void, and was the universe the result of their fortuitous concourse ? Are there but two elements in nature, earth and fire ; and by these are all things produced ? or are there four elements, whose parts are united by attraction and separated by re¬ pulsion ? In a word, “ causes and essences ; bodies, forms, and colours ; production and dissolution ; the great pheno¬ mena of visible nature—the magnitudes, figures, eclipses, and phases, ot the two heavenly luminaries; the nature and division of the sky; the magnitude and situation of the earth ; the sea, with its ebbs and flows; the causes of thunder, lightning, winds and earthquakes;—all these fur¬ nished disquisitions which were pursued with an eagerness of research and intenseness of application peculiar to the Greeks.”3 Nor did Man form a subject of less interesting and curious speculation than the universe of which he was considered an epitome. All allowed him a soul and an in¬ telligence, but all differed widely in their ideas respecting this soul or intelligence. Some maintained that it was al¬ ways in motion, and that it moved by itself; others thought it a number in motion ; some considered it the harmony of the four elements ; others, again, variously represented it as water, fire, blood, a fiery mixture of things perceptible by the intellect, which have globose shapes and the force of fire, a flame emanating from the sun, an assemblage of fiery and spherical atoms, like those subtile particles of matter which are seen floating in the rays of the sun. Such were a few of the speculations which science had devised for employing the thoughts of the active-minded men in Greece, particularly in Attica; and when to these we add the ethical and political systems of the Academy, the Lyceium, the Porch, and the Gardens, to say nothing of that of the l\ew Academy founded by Arcesilaus, and ably maintained by Carneades, or of the attention paid by almost all the philosophers to the cultivation of pure geo- metry, some idea may be formed of the extent of Plutarch’s misrepresentation of the Athenian mind when he described 211 Attica. 1 What the music of the ancients ever was, we have now little means of judging, as none of it has been transmitted intelligibly to us; but that the Grecian music, even from the earliest times, had extraordinary merit, we have Plato’s testimony in very remarkable words (Minos, 46 ; Convivium, 333); and Aristotle (Polit. 1. viii. c. 5) coincides in judgment with his great master. (Mitchell’s Aris¬ tophanes, prel. disc. p. xxxv. xxxvi.) 2 Mitchell’s Aristophanes, prel. disc, ubi supra. 3 Ibid. p. xli. et seqq. 212 Attica. ATTICA. Effects of political institu¬ tions. it as incapable of pursuing laborious researches, and as want¬ ing in persevering and continuous attention. I he very re verse of this, as has just been shown, was the truth ; and, independently of the exemplification of a similar capacity for deep and laborious researches on the part ol a mode nation whose character in many particulars resembles that of the ancient Athenians, it is no more than a sound view of the principles of human nature might, anterior to all ex¬ perience, have led us to anticipate. For, as travellers often reach the same destination by different routes, so men re quently pursue the same course from different motives or impulses. In the prosecution of scientific investigations, for instance, the Frenchman and the German are eac i p - severing and laborious; but the former is impelled by an ardent curiosity and an overmastering ambition which con¬ centrate the whole energies of his mind on the subject which has powerfully attracted his attention and merge all his feelings and desires in the attainment of one great ob- iect. The latter, without enthusiasm, perhaps with no de¬ finite object of ambition in view, pursues a similar career, because it belongs to his nature to persevere in whatever he may have undertaken or commenced. The principles by which these inquirers are are set in motion are differen , and the rates of advancement consequently unequal; but diligent and persevering labour is nevertheless alike predi- cable of each. The one travels, so to speak, in a light cha¬ riot, and compasses the distance to be travelled over at an accelerated pace ; the other trundles it slowly along in a heavy lumbering post-waggon, but in time he also reaches the same destination. This analogy will probably serve to bring out the distinction here pointed at, and which, indeed, it is necessary to keep steadily in view, in order to form a just conception of the Athenian character. The native of Attica may be considered the Frenchman of Greece ; quick, lively, sensitive, versatile, inconstant, full of that mercurial spirit which shows itself equally in extreme delicacy of organic perception, and intuitive rapidity of mental appre¬ hension ; yet endued with an ardent and unquenchable cu¬ riosity, together with an inherent taste for subtile and ab¬ stract speculations, under the joint influence of which he was capable of penetrating the most recondite mysteries of science. Much of the excellence attainable in art is doubt¬ less due to superiority of physical constitution and of natu¬ ral character ; but in science, although original genius will always assert its pre-eminence, and distinguish itself by the felicity of its intuitions, unremitting labour is the conditio sine qua non of great and signal success ; and it is not a little remarkable to find this condition so strikingly exem¬ plified in the character of a people whose more obvious qua¬ lities would seem incompatible with steady concentration o thought, and whom a superficial observer has according y pronounced incapable of that intense, resolute application, which, in fact, constituted one of their most distinguishing national peculiarities. Politically considered, the Athenian character took by re¬ flection the hue of those republican institutions to which it had originally given birth ; and this, blending and inter¬ mingling with its natural lights and shadows, produced a com¬ posite mass, which moral analysis unfortunately has no pris¬ matic power of resolving into its primary elements. Love of liberty, however, as liberty was then understood, formed the ruling principle as well as passion of the people. An equality of political rights, or, in other words, an equal right in all free citizens to aspire to the exercise of political power, consti¬ tuted the essence of the Athenian form of government. Civil liberty the benign discovery of modern times, was then un¬ known, or at least unenjoyed. Political equality was the only species of liberty understood or enjoyed in the ancient re¬ publics, and in those of Italy during the middle ages. It was this which had such powerful charms for the citizens of those democracies ; it was this of which they were so pas- Attica. sionately enamoured ; it was this which gave so effective a stimulus to all the faculties of the human mind, and pro¬ duced those wonders of genius and of art which have exhaust¬ ed the admiration, and rendered hopeless the rivalry, °f suc¬ ceeding times. The glory of the country in fact formed the glory of every citizen belonging to it; and he felt himself directly participant in all that contributed in any way to¬ wards its greatness or renown. For a short time, indeed, an oligarchical usurpation might oppress the people, or the am¬ bition of a fortunate soldier or crafty statesman might prove dangerous to liberty ; but a sudden popular explosion might overturn the one, and the ostracism expel the other. 1 he re-action of such a political system upon the national charac¬ ter could not fail to be powerfully marked. Its immediate productswereextreme jealousy of those intrusted with power, and an incessant watchfulness over all their proceedings ; an intense, passionate detestation of tyrants and tyranny ; an ardent and active zeal in defence of public liberty when assailed, whether from within or from without. Factious turbulence, inconstancy, and love of change, may also be numbered amongst the effects of a system of government purely democratical; and, paradoxical as it may seem, these for a time constitute its best if not its only safeguards. Much has been said and written about republican ingra-titude, which, indeed, has long been proverbial; but those who declaim on this theme do not reflect, that while the vice m question is not the peculiar reproach of democracy, the essence of that form of government consists in anxiously guarding against the aggrandizement of individuals or classes, and in crushing every aspirant who attempts to raise his head above the com¬ mon level. Republics have often had occasion to regret their rewards, seldom their punishments. • , General If we are not greatly mistaken, these observations furnish results< a key to the right intelligence of the Athenian character, the leading features of which were unquestionably moulded and fashioned by their political institutions. They were fickle, versatile, liable to sudden gusts of passion, but easily ap¬ peased ; inconstant in their affections, but not implacable in their hatreds ; jealous, factious, turbulent, impatient of com¬ mand, and prone to resent the assumption of superiority; attentive to the information and instruction afforded them by eminent citizens, yet intolerant of dictation, and, m their best days, ready to repress an overgrown and dangerous reputa¬ tion ; fond of flattery, and too apt to lend a delighted ear to the adulation of sycophants or demagogues but not insen¬ sible to virtue, nor unwilling to listen to those honest patriots who proved their sincerity by courageously exposing the vices and follies of their countrymen ; brave in the field, and liable to be excessively elated with victory or depressed with misfortunes, but seldom chargeable with dishonouring success by inhumanity to the vanquished, or deepening the disgrac . of defeat by humiliating or abject concessions to the victor; generous in their sentiments; bold and free in their opinions; invariable in their sympathy with and admiration of genius ; constant in their love of liberty and their country ; and never backward to repair the errors or injustice committed un e the influence of pernicious advice, passionate excitemen , the headlong impetuosity of an ardent and uncontrollable temperament. In their private conduct they were courteous, mild, humane, polished, liberal, and enlightened ; simple in their manners, frugal in their habits, and but little addicted to any kind of ostentation or parade, even after their victo¬ ries had brought them in contact with oriental luxury, and when their riches enabled them to rival in costliness and splendour the nations whom they conquered. All tfieir sump' tuousness and magnificence was reserved for and lav^hed on those public edifices and monuments of art which made Athens the pride of Greece, the envy of the surrounding na¬ tions, and the admiration of the world at large. Such was the Athenian Demos in the days of its gtory and .ndependen^, when, by the mouth of Aristides, it declared to the ambas ATTICA. Attica. Govern¬ ment. Legisla¬ tion of Draco. sadors of the Great King, “ that it was impossible for all the gold in the world to tempt the republic of Athens, or to pre¬ vail with it to sell its liberty and that of Greece,” and when public virtue maintained the purity and vigour of public in¬ stitutions. During the period which elapsed from the abolition of royalty till the appearance of Solon in the character of a law¬ giver and codificator, the constitution of the Athenian go¬ vernment experienced frequent mutations. To the kings succeeded the hereditary archons, who held their office for life, and were in fact sovereigns under another designation. Of this the nobles grew at length tired ; and, accordingly, on the death of Alcmaeon (b.c. 752), Charops was raised to the archonship upon the condition of holding it for ten years only. He was followed in succession by six others, who ex¬ ercised the functions of the office under the same decennial limitation. But on the expiration of the archonship of Eryxias, a further and greater change took place, in 682 b.c. The duration of the office was then limited to a single year, and its duties were divided amongst nine persons, chosen out of the first order of the state, the eupatrids or nobles only. These functionaries all bore the title of archon, but differed in dignity as well as in the particular nature of their duties. The first in rank, called Archon Eponymus, or simply the Archon, represented the majesty of the state, and by his name the year of his magistracy was distinguished ; the second bore the title of king, and was the head of the religion of the com¬ monwealth, to the care and protection of which his func¬ tions principally related ; and the third, or polemarch, was originally a sort of minister at war or commander-in-chief. 1 he six other archons, denominated thesmothetes, presided as judges in the ordinary courts of justice, and formed to¬ gether a tribunal with a special jurisdiction. The nine to¬ gether constituted the Council of State. The legislative functions remained with the senate or boide and the assembly of the people ; but the whole executive powers of the state, political, military, judicial, and religious, were exercised by the archons. .This is the substance of the information derived from the ancient authors respecting the Athenian government at the period to which we refer; but as writing had until then been little practised in Greece, and as laws were promulgated orally and preserved by tradition, it was necessarily scanty and imperfect; nor was ;t possible, under such circum¬ stances, that the sciences of legislation and government should receive any material improvement, or the rights and interests of the many meet with due respect and attention, when the authority of the state was lodged in the hands of an irresponsible few. The commonwealth was distracted by a perpetual scramble for the sovereign power, which, being open to all the principal families, some who could not obtain it by legal sought to grasp by illegal means. Fac¬ tious ambition and lawless turbulence found equal scope for displaying themselves ; and while the people or Demos w^ere fearfully oppressed by the nobles, continual alternations of despotism and anarchy, of usurpation and revolution, the in¬ tolerable evils of an unsettled government and an uncertain jurisprudence, became deeply felt and almost universally acknowledged. A remedy was accordingly sought for in a written code which Draco introduced in b.c. 624; but the talents of the legislator were unequal to the task he had undertaken, and the indiscriminate severity of his system speedily defeated its own purpose. He made no attempt to reform the political constitution of his country, the real source of the miseries under which it groaned, but esta¬ blished a new penal code, which denounced the highest pun¬ ishment against the most trivial offences as well as the most enormous crimes, upon the ground that the slightest breach of any positive law deserved death as treason against the 213 Attica. law of the state. A system so revolting to the natural feel¬ ings and sentiments of mankind could never be reduced into practice, nor rendered productive of anything but evil; for every principle of reason and of humanity conspired to defeat its operation ; and whilst its obvious tendency was to provoke the commission of heinous crimes, it at the same time multiplied the chances of impunity in favour of crimi¬ nals. The laws of Draco, therefore, instead of applying a remedy to the evils of a defective system of polity, served rather to increase them, and to make the people feel strongly the necessity of a more radical and comprehensive reform than that which had been proposed by this stern and inflex¬ ible moralist. Nor wTas it long ere a change was effected in the constitution of the government, which laid the foun¬ dation of the Athenian system of polity properly so called, and which, though it subsequently underwent frequent and considerable alterations, may nevertheless be regarded as the basis of Athenian liberty. This was accomplished by Solon, one of the greatest characters that Greece ever pro¬ duced, and one of the wisest men of whom any age or country can boast. We now accordingly proceed to give some account of his legislative labours, as these were em¬ bodied in the constitution which he reformed and remo¬ delled on a plan suited to the circumstances and wants of his country. By the fundamental law of this constitution the sovereign Legisla- power was vested in the general assembly of the people, tion of But an important question here arises, namely, Who were Coffin- accounted The People, legally entitled, in their collective capacity, to the exercise of the supreme power of the state, as well as to provide effectually for the exclusion of those upon whom that high privilege had not been conferred ? The population oi Attica, or, in other words, the component Popula- members of the Athenian commonwealth, consisted of three ti011- classes, viz., Athenian citizens; resident aliens, or freemen liable to the capitation tax, who had not the rights of Athe¬ nian citizens; and slaves in actual bondage : and these classes differed from one another in numbers no less than in rank and condition. The number of citizens has been va¬ riously estimated, and, in point of fact, must have differed at different times. According to the census taken in the time of Pericles, they amounted to no more than 14,040 persons. In the first speech of Demosthenes against Aristogeiton, they are, however, reckoned at nearly 20,000; Plato, in his Critias, assumes the same amount for the most ancient times, having doubtless transferred the number that was commonly computed in his own day to the earliest periods of the state; and the later Grecian writers, as Libanius, for instance, follow the same statement. But the enumeration made by Demetrius Phalereus gives more precise and de¬ finite results. According to this census, which was taken in the year b.c. 309, there were 21,000 citizens, 10,000 re¬ sident aliens, and 400,000 slaves; an estimate which, ac¬ cording to the usual statistical rule of taking the adults as a fourth part of the population, would give for the total num¬ ber of citizens 84,000, and for that of aliens 40,000 ; whilst the slaves, having no head or status of any kind in the com¬ monwealth, are reckoned absolutely, comprehending under the 400,000 all those in actual bondage, men, women, and children, without distinction of age or sex. But, from va¬ rious considerations, into which it is unnecessary to enter, Boeckh has shown1 that this census requires considerable modifications; and, upon grounds which appear to be com¬ pletely conclusive, he reckons the free inhabitants at 90,000, the resident aliens at 45,000, and the slaves at 365,000, together with women and children, which latter, however, were proportionally few. Assuming this estimate, then, as a pretty close approximation to the truth, it follows that the number of adult citizens was above 22,000, and 1 Public Economy of Athens, p. 30, et seqq. Engl. Transl., 2d Edit. London, 1842. 214 Attica. ATTICA. Assembly of the people. Council State. that The People, in the political sense of the term, consisted of only about a twenty-third part of the entire population of the country. It is of the greatest importance to keep this fact steadily in view, as it has an immediate bearing upon the whole political system of the Athenians, and serves to reconcile many apparent anomalies by which superficial inquirers have been so often perplexed and misled. No¬ thing indeed can be more erroneous than the notion, winch has been repeatedly promulgated, that the Athenian con¬ stitution was purely democratical. On the contrary, it was, in the strictest sense of the term, a republican aristocracy, - the whole power of the state being vested in the privileged class called citizens, who, as we have jxist seen, constituted but a small portion of the entire population ; whilst the two other classes had no recognized political existence whatso¬ ever, and that which was by far the most numerous remained in a state of more abject servitude than the villains under the feudal system, or the serfs in Russia and Poland. We have already said that, by the fundamental law of the Athenian constitution, the sovereign power was vested in the general assembly of the people. T his body consisted of all the citizens, or privileged class, who had attained a cei - tain age; excepting such as had been attainted and rendered infamous by a judicial sentence. Yielding to the temper of the times and the force of circumstances, Solon confirmed to this body an authority universally and uncontrollably abso¬ lute ; but he at the same time sought to establish a balancing power, capable in some measure of restraining the excesses into which a sovereign multitude is ever ready, on the slight¬ est excitement, to plunge. With this view he made a new division of the people into four ranks or classes, according to the relative value of their possessions or property. I he first rank consisted of those whose lands produced annually five hundred medimni of corn, wine, oil, or any other com¬ modity, dry or liquid; and who were hence called Penta- cosiomedimni. The second rank was composed of persons whose lands yielded at least three hundred measures, and who were denominated Hippeis; because, although enjoy¬ ing the same exemption as the first rank from service in the infantry or on shipboard, they were bound to maintain, at their own charge, a horse for the public, and, within the mi¬ litary age, to serve personally in the cavalry. Ihe third rank, or Zeugitce, consisted of those whose lands produced upwards of 200, but less than 300 measures, and who were bound to serve in the infantry of the line (ottATtcu), ami to be completely provided with arms for the purpose. 1 he rest of the citizens not possessed of lands yielding 200 mea¬ sures were comprehended under the name of Thetes, and were also liable to military service either in the infantry of the line or among the light troops, according as they chanced to be provided with arms ; and when Athens afterwards be¬ came a maritime power, it was also from this class that the fleet was principally manned. The diligent researches of Arbuthnot show the extreme difficulty, or rather impossibi¬ lity, of ascertaining, by modern standards, the precise rela¬ tive value of an Attic estate in the age of Solon; but it seems to be tolerably clear that the object and intention of the Athe¬ nian lawgiver in forming such division, was to give to pro¬ perty a preponderance over numbers, whereas hitherto all political rights had been dependent on birth alone ; and, accordingly, by his constitution, it was expressly provided that the magistracies should be filled from the first, second, and third ranks, to the exclusion of the fourth. This con¬ stitution, generally called a timocracy, made the democratic element so powerful in the assembly, where every Athenian citizen, even the poorest, had a vote, that in the end it over¬ ruled every other power in the state. But, in the legislator’s opinion, it was checked by two great councils, the senate of the Four Hundred and the Council of the Areiopagus. of The former consisted of 100 persons chosen out of each of the four wards or districts into which the people of Attica were divided, or 400 in all, but afterwards raised to 500, Attica, when the number of wards or districts was increased to ten, v ~IL * and 50 counsellors or senators allotted to each. This re¬ form was introduced by Cleisthenes, in b.c. 510. The com¬ mon designation of this senate was the Boule or The Coun¬ cil of Five Hundred, or simply The Five Hundred. 1 he members were chosen annually by lot from among those who were legally qualified for the office and desirous of ob¬ taining it; but, prior to their admission, they had to undergo, before the existing council, a strict scrutiny, termed Doki- rnasia, concerning their past life, and if anything preju¬ dicial to their character came out in course of the inquiry, they were rejected. The counsellors of each tribe, in turn, for the space of 35 days, enjoyed superior dignity and ad¬ ditional authority under the title of Prytcxnes; and from them the council hall or place of meeting was denominated Pry- taneium. The Prytanes officiated in turn as presidents of the council, each holding the office only one day, during which he had the custody of the public seal, with the keys of the treasury and those of the citadel; and the whole as¬ sembly formed the Council of State of the commonwealth. This body, partly deliberative and partly executive, had the initiative of all laws; and, in fact, its peculiar and most im¬ portant function consisted in preparing business for the as¬ sembly of the people, where nothing could be proposed which had not previously received the sanction of the council, and where the whole procedure was regulated by functionaries of its appointment. Any measure sanctioned by the Houle, and thus declared to be fit to be brought before the popu¬ lar assembly was termed a probouleuma. Attendance at the popular assemblies was made compulsory on the part of the citizens, and four assemblies were held during the presidency of every Prytaneia, or term of 35 days, for the despatch of public business, which was duly apportioned and subdivided amongst them. The first confirmed or rescinded the appointments of magistrates, received accusations of public offences presented by the thesmothete archons, and heard the catalogue of fines and confiscations for the ser¬ vice of the state; the second enacted laws, and disposed of petitions, public and private ; the third gave audience to the ministers of foreign powers; and the fourth regulated such matters as concerned religion. In later times, all citizens who attended in due time received a small recompense or pay from the treasury. The Epistates, chairman, speaker, or president of the assembly, was appointed by lot from the nine Proedri or foremen, w ho were nominated in the sanm way from the council, that is, one from the counsellors of each tribe whose representatives were not at the time Pry¬ tanes ; and with these functionaries sat the JSomophylaces, otherwise called, from their number, The Eleven, whose duty it w as to watch over the laws, and to explain to the people the tendency of any proposal which seemed con¬ trary to the spirit of the constitution, as well as to superin¬ tend the administration of justice. , . Solon took none of those severe precautions to maintain Annual^ his constitution which were adopted by some other ancient ^ lawg democratical legislators; neither exacting an oath, like enj0ine(j. Lycurgus, who by a species of artifice sought to render its obligation perpetual, nor ordaining, like Gharondas, that whosoever proposed to abrogate an old law or enact a new one, should come into the assembly of the people with a halter about his neck. On the contrary, aware that regu¬ lations, however well adapted to the circumstances of the commonwealth at one period, might prove wholly unsuitable to its circumstances at another, and that time, the great innovator, rendered certain changes and modifications ne¬ cessary, he even went so far as to enjoin an annual revision of the laws, and to prescribe the form in which this might with most propriety be effected. If the assembly of the people declared alteration in any point necessary, a com¬ mittee was to be appointed, with directions to consider the ATTICA. 215 Attica. Mode of enacting a law. Oourt of Areiopa- gus. change proper to be made; and if a new law was in conse- ^ quence prepared, five officers were at the same time named to defend the old one before the assembly, which then de¬ cided between them. The persons composing such a com¬ mittee were denominated Nomothetes, and in later times amounted to so many as a thousand: the persons nominated to defend an old law had the name of Syndics. This was the only form in which it was safe, or indeed constitutional, to propose any alteration in the existing law at Athens. But as the passing of a law by the assembly without the regular formalities of previous publication, or of one couched in ambiguous and fallacious terms, or contrary to a former law, subjected the proposer to penalties, it became usual to repeal the old law before any new measure was brought forward; and the delay occasioned by this double procedure served as an additional security to the constitution, which was equally guarded against rash innovation on the one hand, and the danger resulting from the absence of all im¬ provement or amelioration on the other. The regular and ordinary mode of enacting a law at Athens may be very shortly described. As the council had the ini¬ tiative of all laws, so it was their duty to frame the bills which were to be submitted to the general assembly of the people. But any citizen having aught to propose for public considera¬ tion, might address it to the Prytanes, whose duty it was to receive all petitions, suggestions, and communications, and to transmit them to the council. When the matter had been there approved and digested into proper form, it became a probouleuma or bill, and being written on a tablet, was ex¬ posed during several days for public perusal and considera¬ tion. At the next assembly it was read to the people, after which the question was asked by the public crier, “ Who of those above fifty years of age chooses to speak ?” And these, if any were so disposed, having delivered their sentiments, the crier again proclaimed, “Any Athenian, not disqualified by law, may now speak.” The circumstances absolutely disqualifying were flight in battle, a large amount of debt to the commonwealth, and conviction for a crime inferring in¬ famy ; but the Prytanes had the privilege of enjoining si¬ lence at discretion, although the injunction was not effectual unless ratified or acquiesced in by the assembly. When the debates had ended, the suffrages were taken by a show of hands, which was the ordinary way of voting ; but in extra¬ ordinary cases, particularly where the question to be deter¬ mined related to alleged mal-administration on the part of magistrates, the votes were given by casting pebbles into vessels prepared for the purpose by the Prytanes, who, after the foremen had examined the suffrages, and declared the ma¬ jority, dismissed the assembly. Such was the legislative me¬ chanism of the Athenian constitution. But Solon hoped to provide a further and more powerful restraint against aberration in the Court of Areiopagus, by improving its regulations, and extending its powers. We have no account of the origin of this celebrated tribunal, which, indeed, the partiality of succeeding ages carried too far back into the fabulous ages to be now discovered. It was com¬ posed of those who, having executed the office of archon with credit, and passed the euthyne or scrutiny concerning their conduct while in power, were considered best qualified, by their experience and integrity, for being admitted members of this tribunal ; and, in order to place them above being in¬ fluenced either by fear or favour, they held their offices not for a year, which was the ordinary official term in the Athe¬ nian commonwealth, but for life. The powers of the court of Areiopagus were very great indeed. It is said to have been the first which adjudged the punishment of death for murder ; and capital offences amongst the Athenians were for the most part cognizable by it alone. It was the only court from which there lay no appeal to the assembly of the sovereign people. It had power to stay execution of all judicial decrees, not ex¬ cepting those pronounced by the general assembly itself, and to annul an acquittal or to extend mercy to the condemned ; Attica, it directed all issues from the public treasury ; in its cen- sorial capacity it punished impiety, immorality, and all dis¬ orderly conduct, and exercised a general superintendence over the morals and behaviour of the people ; it required every citizen to account to it annually for his means of liveli¬ hood, and to show that he earned his subsistence by honest industry in his particular calling ; lastly, it took a fatherly care of the youth of the republic, and provided that all should receive an education suitable to their rank and fortune. For the despatch of judicial business the court of Areiopagus sat only during the night, and in perfect darkness, that the mem¬ bers, it is said, might be the less liable to prepossessions either for or against the accused ; and, on the same precau¬ tionary principle, advocates were required to confine them¬ selves to a simple narrative of facts and statement of the law, without digressing into rhetorical embellishment, or attempt¬ ing to influence the understandings by appealing to the pas¬ sions of the judges. In a word, this celebrated institution formed a sort of State Inquisition, and seems to have been organized for the double purpose of checking that constant tendency to excess which is inherent in all purely popular governments, and of maintaining that public and private vir¬ tue which has rightly been pronounced the principle of de¬ mocracy. Besides the Areiopagus, which ought properly to be re- Other garded as constituting part of the machine of government, courts, there were several courts of judicature at Athens. Before the time of Solon the archons officiated as supreme and sole judges in nearly all manner of suits ; but these functionaries being appointed by lot, and often very ill qualified for dis¬ charging so important a duty, it had become usual for each to choose two persons learned in the law to assist him ; and the latter, under the name ofparedroi or assessors, were at length recognized as regular constitutional officers, and ap¬ pointed with the same formalities as the archons themselves. Solon, however, discerned the inconveniencies of this system, and reformed it altogether. “ That,” said he, “ is, in my opinion, the most perfect government, where an injury to any one is the concern of all.” The principle from which he set out was therefore to give to all an immediate concern in the administration of justice. With this view he ordained, that all causes should be tried by select bodies of men, resembling modern juries, and called to perform nearly the same func¬ tions ; the archons merely superintending the preparation of causes, and presiding at the trial of them in the manner of our judges. All questions of law or of practice were judicable solely by the latter ; but in all questions offact, or in the general issue of guilty or not guilty, the jury were the exclusive judges ; and it was the bounden duty of the pre¬ siding magistrate to give immediate effect to their decision, whatever it might be. Any Athenian above thirty years of age, and not under legal disqualification, was eligible as a juryman, on delivering his name and condition to the thes- mothete archons ; but as the attendance in these courts drew the citizens away from their ordinary occupations, it was only fair to indemnify them by a small payment for their attend¬ ance ; this custom, however, was not introduced until the time of Pericles. From the general list of those who voluntarily tendered their services, the thesmothete archons appointed by ballot juries to their different courts ; and these appear to have officiated for a definite period in each, somewhat in the manner of the Roman judices, who were, to all intents and purposes, a species of standing jury. It thus appears that the honour of inventing jury trial is due to the great Athe¬ nian lawgiver ; and that, in his hands, the institution reached a degree of perfection which it has not yet attained among many modern nations, who affect the greatest admiration for the ancient jurisprudence, and boast of having transfused in¬ to their codes its wisest rules and provisions. It is necessary to add, that, in order to save the inhabitants of the country 216 Attica. A T T I C A. Religion. the trouble and expense of resorting to Athens for justice in ’ cases of inferior importance, itinerant judges, called tfom their number The Forty, were appointed to make regular circuits through the towns or boroughs of Attica, with full powers to judge and determine in all actions of petty assault, and in all disputes about property under a certain value. In all countries, and throughout all ages, religion and civil government have, with few exceptions, been so inti¬ mately, or rather so inseparably connected, that an exposi¬ tion of the one would be incomplete and even unintelligible without some account of the other. The magistrate has al¬ most everywhere sought the alliance of the priest; and the hopes and fears arising from a supposed dependence on su¬ perior power or a belief in a future state of existence have been employed as useful auxiliaries in governing men and managing their affairs in the present life. The possibility of ruling nations by means of their reason alone, and by a due regard to their secular interests, without any reference to their religious opinions or observances, is an idea which seems never to have entered the mind of any ancient legislator, and which even now, when the mighty volume of past expe¬ rience is unfolded for our instruction, is considered by many as little better than downright political heresy. Itwas deemed alike impious and impracticable to attempt to establish any form of polity of which religion or the church did not con¬ stitute one of the main pillars, or to seek to promote the happiness of men in society without at the same time pre¬ scribing by law the mode in which they ought to worship the gods. In the Athenian constitution, as settled by Solon, religion and government, the church and the state, weie so intimately connected, and became so indissolubly blended together, that, without any sensible error, we may at will con¬ sider the religion as part of the government, or the govern¬ ment as part of the religion, and both as alike the creatures of positive enactment or legislative ordination. The religion of the Athenians and the Greeks generally seems to have arisen out of a strong sympathy with the vari¬ ous powers and agencies manifested in the visible world. To the imaginative Greek no part of nature was absolutely pas- siveorinert; all the objects around him either impressed upon him the idea of life, or he readily imparted it to them from the fulness of his imagination. “ This was, in fact, the popu¬ lar mode of thinking and feeling, cherished, no doubt, by the bold forms, abrupt contrasts, and all the natural wonders, of a mountainous and sea-broken land. I he teeming earth, the quickening sun, the restless sea, the rushing stream, the irresistible storm, in short, every display of superhuman power, roused in the mind of the Greek a distinct sentiment of religious awe. Everywhere he found deities, which, how¬ ever, may not for a long time have been distinguished by name from the objects in which their presence was mani¬ fested. In this manner it may be supposed, the Pelasgians, or earliest inhabitants of Greece, worshipped the powers which, according to primitive notions, animated the various forms of the visible world. Herodotus, who attempts to trace the steps by which this simple belief in the divine powers of nature was transformed into the complicated sys¬ tem of Greek mythology, assumes two great causes of the change: first, the introduction of foreign divinities and rites; and, secondly, the inventive imagination of the Greek poets. In regard to the first point he believes, that nearly all the names of the Greek gods had been imported into Greece from Egypt; but this supposition, which was formerly adopted without scruple, and was believed in as firmly as the establishment of Egyptian colonies in Greece, has in mo¬ dern times been the subject of very earnest controversies; and although it is not to be denied, that eastern nations, and even Egypt, present some striking coincidences with the religion and rites of the Greeks, yet the accounts con¬ tained in Herodotus and others who followed him are little more than dreams. As to the second point, Herodotus says that Homer and Hesiod were the authors of the Greek Attica, theogony, gave titles to the gods, distinguished their attri- butes and functions, and described their forms. But this opinion can be regarded as reasonable only on the supposi¬ tion, that Homer and Hesiod were viewed by the historian as the representatives of a whole line of poets who were the organs and interpreters of the popular creed, and thus gra¬ dually determined its permanent form.” The religion of the Greeks was in all essential points of purely native origin, but their mythology, as we now have it, must have^ passed through two important processes of formation. The one was that of personifying the powers of nature and conceiv¬ ing them as distinct beings; the other was that by which divinities which had at first enjoyed only local worship in certain districts, or among certain tribes, were raised to the rank of national divinities, and of members of the one great family of gods. Both these processes may have been going on simultaneously, but it must certainly have taken a long period before they produced those results which we term the mythology of Greece. Although the groundwork of the Greek religion was the worship of nature and her powers, it cannot be denied that among several tribes we meet with divinities that were neither personified powers of nature, nor personified abstractions, but represented the general con¬ sciousness of man’s dependence on beings of a higher order. As, however, the gods were conceived as beings with hu¬ man forms, the belief that they were subject to the same passions and frailties as mortal men was a very natural con¬ sequence. But notwithstanding this, it was believed that they punished men for their offences and negligences, both in this world and in the world to come ; and in this respect, it cannot be denied that the religion of the Greeks exercised a salutary moral influence. The belief in a future state was very general among the Greeks, but even the life of the blessed in the other world was not conceived by a Greek as an enviable condition at all. At the same time it was a system of show and parade, of Genius of festivals and ceremonies, of rites and observances, and, as t}?is reU' such, singularly adapted to take a powerful hold of the &10n- popular mind, more especially when it became intimately blended with the literature as well as with the political in¬ stitutions of the country. It imposed no particular set of doctrines, and exacted no peremptory compliances, but, ad¬ dressing itself exclusively to the senses and the imagina¬ tion, it was acquiesced in without inquiry, and maintained without persecution. As the religion of the state, an out¬ ward respect was due to it and required; but crimes against this religion were only punished as they affected the state, and not on the abstract grounds of impiety or sacrilege. Socrates was condemned to death, not because he revered the deity and taught a purer faith than that entertained by his countrymen, but because he attacked the religion of the state as by law established, and closely interwoven with the whole system of national policy; and even this sacrifice to the violated law was speedily and deeply repented; for the genius of polytheism was essentially tolerant. Hence mere raillery, when general and not directed against positive in¬ stitutions, seldom or never incurred the animadversion of the magistrate, and was often highly relished by the people. Aristophanes, for example, made as free with the gods as he did with the great, and lashed the supposed foibles of the former with as little mercy as the vices and follies of the latter; yet his wit produced no inconvenience to its author, and was even loudly applauded by his countrymen. Aeschy¬ lus, indeed, incurred some danger from a suspicion of having betrayed the secrets of Eleusis ; but as this was always con¬ sidered a crime of the greatest magnitude, and as it imported a violation of the most sacred human obligations, as well as of the public policy of the state in a matter where the sanc¬ tions of its laws were peculiarly severe, no inference can justly be drawn from this against the general toleration ex- ATTICA. Attica. ercised, viz., when its sallies were directed only against the v'—public religion. Priesthood. Another ^ circumstance deserving of notice is, that the ministers of religion were not confined exclusively to the ser¬ vice of its altars. The sacerdotal dignity was indeed incom¬ patible with the exercise of any regular profession, and for this reason the priests had a fixed revenue secured to them ; but they were eligible to the most important offices in the state, and might, if so inclined, serve as soldiers in the field. Their salaries were in general proportioned to the dignity of their functions and the rank of the deities whom they served ; and these were paid out of the sacred revenues, which were derived partly from fines that individuals were condemned to pay for various offences, partly from the produce of lands consecrated to the gods, or appropriated to defray the ex¬ pense of sacrifices offered in the name of the republic, partly from particular grants, and partly from a tithe of the spoils taken in war, although the last were commonly considered the exclusive property of Athena. These, with the produce of accidental confiscations, formed the regular sources of in¬ come ; but the credulity of the people supplied an inex¬ haustible fund, which enriched the temples of Delos and Eleusis, and supported the magnificence and splendour amidst which the Delphic oracle was enshrined. The so¬ lemn festivals, such as the Dionysiac and Panathenaic, which indeed constituted the greater part of this religion, and con- tiibuted alike to maintain its hold of the popular mind and to nourish a taste for the arts, were celebrated at the expense of the choragi or leaders of the choruses, of which each tribe furnished one ; and the richest citizens only were appointed to the office, which, though ruinous, was eagerly solicited, as it paved the way td more substantial honours, and formed a passport to the favour of a people ever ready to reward him who ministered profusely to their pleasures. Hence the privilege enjoyed by the choragus who had proved victorious in the scenic contests, of inscribing his name on the tripod erected by his tribe, or of perpetuating the memory of his success by a choragic monument, was not the only recom¬ pense looked for by those who had incurred the expense of ministering to the pleasures of the people. Lastly, although Athens had a state religion, it had no sacerdotal hierarchy. 1 he priests did not, as in Egypt and in other countries, form a distinct order or caste, which, indeed, would have been in¬ compatible with a democratical form of government. They were not a separate body united by peculiar laws under a chief whose authority extended over all its inferior members. The dignity of supreme pontiff was unknown, and each priest served his particular shrine unconnected with his brethren. The temples of the principal divinities, indeed, such as those of Athena, Poseidon, Demeter, and Perse- phone, had each a high priest who presided over its service ; and the number of subaltern ministers employed was com¬ monly in proportion to the rank of the particular deity, and the wealth accumulated at his shrine : but the pontifical dig¬ nity was altogether local; and the priests of one temple formed a society wholly distinct from those of another. Hence the ministers of the gods at Athens were not judges in matters of religion, nor authorized to take cognizance of or to punish crimes against the deity. This, as we have al¬ ready said, was exclusively within the competency of the civil magistrate ; and, accordingly, we find that it was in con¬ sequence of a civil sentence alone, and not in virtue of any power or authority in themselves, that the Eumolpidae launched their anathemas against Alcibiades, and that So¬ crates was condemned to die. I he subject of the public economy of the Athenian state— embracing inquiries concerning prices, wages, and the inte¬ rest of money ; the administration of finance and the public expenditure ; the ordinary and extraordinary revenues ; and the peculiar financial measures of the Greeks—is too vast and complicated to be treated here at full length. In VOL. IV. ' Public ] economy. Prices. Boeckh’s learned and laborious work, however, there will be found a prodigious accumulation of curious facts relative to all these branches of the subject; and although the science of the author is greatly inferior to his erudition, and his con¬ clusions are frequently at variance with sound principle, yet he has furnished abundant means for the correction of his own errors, and collected a body of information, the value and importance of which it is difficult to over-estimate. A large part of his first book is dedicated to an enumeration of the various prices of commodities in Attica, by comparin«- which with the actual prices of the same commodities in dif¬ ferent countries, he endeavours to determine the relative wealth of Attica according to modern standards. But al¬ though this collection is equally interesting and valuable, the utility of such a comparison may be fairly questioned, upon the ground that no certain inference can be drawn from the similarity or dissimilarity of ancient and modern prices. The proportion between the value of any given commodity, and that of gold or silver, may be a safe enough criterion in the same place and for short periods of time; but for distant ages and countries such a comparison can lead to no result upon which any reliance can be placed; and for this plain reason, that we have no common or invariable standard to which we can refer. For a comparison with prices in other countries at the same time, and for such a purpose as that to which Boeckh has applied it in examining the statement of Polybius respecting the valuation of Attica, his list of prices may be used with safety and advantage; but whether the precious metals, labour, or any other standard, be adopted as a medium of comparison between the prices of commodi¬ ties in ancient Greece and in modern Europe, the result must, for the reason already stated, be equally fallacious and nugatory. The standard employed, whatever it may be, is itself indeterminate; or, in other words, the measure as¬ sumed and the thing to be measured by it are equally un¬ certain. Again, with regard to the interest of money, it is evident Interest of that no sound conclusion can be drawn as to its rate from a money, consideration of the vanrtKos toko? or interest of money lent on bottomry, which Boeckh takes as a criterion; because this was doubtless a most hazardous species of investment, on account of the imperfect state of nautical science, the dangerous navigation of the Greek seas, and, worse than all, the insecurity of the laws and the corruption of the tribu¬ nals ; and the premium paid by the borrower to the lender would of course be in some measure commensurate with the risk to which the capital of the latter was exposed. Nor is this all. For, if the rate of interest be that sum which the lender receives and the borrower pays for the use of a cer¬ tain amount of monied capital, without any consideration for trouble in the collection of the income, or for risk as to the punctual repayment of the interest or principal at stipulated periods, it may fairly be doubted whether there was anything which can justly be considered as a general or an esta¬ blished rate of interest at Athens. There were no public se¬ curities, no means of investing money under the guarantee of the national credit; whilst, from the continual dread of revolution or foreign invasion, the insecurity of property was such, that the punctual repayment of interest or principal at stipulated periods must have been liable to very great, but at the same time very variable, risks; a state of things wholly incompatible with a genera;! or an established rate of interest. And with respect to money lent on mortgage or land-pledge, which, in the settled communities of modern times, approaches nearest to the public securities in point of safety, the tenure of land in Attica was, from the causes al¬ ready mentioned, so precarious and insecure that, in this case also, a large yet variable indemnification, in the name of in- teiest, must have been paid, and consequently no particular rate could have been general or common. Some historians have accused the Athenian state of ne-Revenue. 2 E 218 ATT Attica gleet in the administration of its finances, but without reason, II as Boeckh has most conclusively shown. Of all charges, Atticus. jn(jee(j5 the government of Athens is the least open to that of want of diligence in exacting the utmost farthing of re¬ venue which its available resources could by any artifice of taxation be made to afford. The ordinary revenues of the Athenian state consisted chiefly of duties arising from lands, houses, and similar property of the state, or from companies and temples ; of the produce of the mines, which were pub¬ lic property, though commonly let in fee-farm under ceitain conditions, including the payment of a twenty-fourth par tot the gross produce in the name of rent, and over and above the grassum or fine which the tenant originally paid for the lease; of customhouse-duties; of harbour-duties and market- tolls ; of tithes, poll-taxes, taxes upon industry, protection- money, taxes on slaves, and taxes on prostitutes ; of judicial fines and fees ; of appeal-money, and fines in general; of confiscations, and tribute of various kinds; to say nothing of a variety of minor sources which it would be tedious to enumerate. The extraordinary revenues were of course variable, but arose principally from a species of property- tax, which was laid on in seasons of great emergency, when increased means were required for the defence of the state, or for the assertion of its dignity and independence. The spoils of war were also included under this head. Mode of Property of all kinds appears to have been commonly let letting upon lease; and all leases were sold by auction to the hig i- property. ATT est bidder. For this purpose the conditions of lease were Attica previously engraved upon stone and fixed up in public. The names of the lessees were subsequently added, and the docu- ment which had been originally exhibited then became a v regular contract of lease; or if not, a fresh agreement was afterwards set up. A proposal or advertisement of this kind, copied from the original document engraved on stone, is preserved in the British Museum.1 The history of Greece, and in particular that of Attica, has been treated of late years with greater ability, more learning, and sounder views, than at any previous period since the revival of letters. German scholars have produced innume¬ rable treatises upon all subjects connected with the history of Attica, but at no time and in no country has ancient Greece found historians equal to Thirlwall and Grote. The work of the former appeared first in Lardner’s Cabinet Cy- clopcedia, in 8 vols. 12mo; a second and improved edition in 8 vols. 8vo, appeared in London, 1845—52. Of Mr Grote’s history only 11 vols. have as yet been published, but a 12th, carrying the history down to the death of Alexander the Great, will complete the work. Niebuhr’s Lectures on Ancient History (edited by Dr L. Schmitz, London, 1852, in 3 vols.) are, like all Niebuhr’s Lectures, of the highest interest and importance. In regard to the literature of Greece, the work of Colonel Mure, of which 3 vols. have al¬ ready appeared, will be a worthy companion to the works of Bishop Thirlwall and Mr Grote. (j. b—e.) (l. s.) ATTICUS, IIerodes, an opulent citizen of Athens, in the time of the Antonines, celebrated for the vast sums he expended in the decoration of that and other cities. He built a stadium at Athens, 600 feet in length, of Pentelican marble, capable of containing at once the whole population; and erected a new theatre or odeion in honour of his deceased wife Regilla. The aqueduct of Troas in Asia was com¬ pleted by him at an expense of more than L.100,000 stei- ling; at Corinth he built a theatre, and richly decorated the temple of the Isthmean Neptune. The stadium at Delphi was another of his works; as were the baths of the hot- springs at Thermopylae ; and a fine aqueduct at Canusium in Italy. Many cities of Peloponnesus, Bceotia, Epirus, j Thessalia, and Euboea have, by numerous inscriptions, tes¬ tified their gratitude to him, their munificent benefactor. See Mem. de VAcad. des Inscrip, xxx., and Gibbon’s Hist. i.; Stuart’s Athens, where its dimensions and plan are given. _ .ii Atticus, Titus Pomponius, one of the most distinguished Romans of his time, who, without in any degree compro¬ mising his neutrality, preserved the esteem and affection of all parties. His strict friendship with Cicero did not pre¬ vent him from being at the same time on terms of great intimacy with Hortensius. He steadily declined any in¬ terference in public affairs, though his talents and immense wealth might have secured him the highest dignities of the state. The contests at Rome between Cinna’s party and that of Marius induced him to retire to Athens, where he continued for a considerable time. From this circumstance, and his thorough acquaintance with Greek learning, he de¬ rived his surname of Atticus. His passion for books led him to the collection of a magnificent library, in which he kept a number of copyists constantly employed. He wrote, besides other pieces, 'Annals, or A History of Home, em¬ bracing (as we learn from Cicero) a period of 700 years; but none of his writings are extant. At the age of 7 7 he anticipated the consummation of an incurable disease, by abstaining from food, in consequence of which he died upon the fifth day, b.c. 32.—Cornelius Nepos ; Cicero ad Att. ATTIGNY, a small town of France, in the department of Ardennes, on the left bank of the river Aisne, 22 miles S.W. of Mezieres. It was a place of some celebrity at an early period, from its being usually selected as the summer residence of the kings of France. Pop. 1365. ATTILA, king of the Huns. See Roman History. ATTLEBOROUGH, a market-town in the hundred of Shropham, county of Norfolk, 14 miles from Norwich. It is said to have been formerly a large city, the capital of the county, and at one time had a college. Pop. of parish in 1851, 2324. ATTOCK, a celebrated town and fort of Hindustan, m the Punjaub, on the eastern bank of the Indus, in Long. 72. 20. Lat 33. 54. The locality is of importance, both in a military and commercial point of view, as the Indus is here crossed by the great route which, proceeding from Cabool eastward, through the Kyber pass into the Punjaub, forms the main line of communication between Afghanistan and Northern India. The river was here repeatedly crossed by the British armies during the late military operations in Afghanistan; and, according to the general opinion, it is the place where Alexander, Tamerlane, and Nadir Shah crossed the river in their respective invasions of India. The Emperor Akbar built the present fortress in 1851. (e. t.) ATTORNEY-at-Law is one who is put in the place, stead, or turn of another (attornatus), to manage or conduct his law proceedings or affairs. The term is used in England to denote the class of legal practitioners whose functions are preparatory to those of the barrister or advocate. See Agent. Before the statute of Merton, 28th Hen. III., c. 10, which autho¬ rized any freeman to make attorney, every suitor was obliged to appear in person to prosecute or defend his suit (according to the old Gothic constitution), unless by special license under the king’s letters-patent; and at present it is the common course for the plain¬ tiff and defendant to appear by attorney, upon the principle of con¬ venience, in the same manner as, according to Justinian, took place Was ^ pa.Ush.d V a — i-p-— <*»« *•* w* p-UL The date, mutilated at the end, is either Olymp. 114. 4, or 115. 3. A T T Attorney- in the Roman law. But an infant, a married woman, or an idiot, at-Law cannot appear by attorney, but in person or by guardian, accord- 11 ing to the nature of the case, although an attorney be employed on Attraction, their behalf. ^ jjm 1 By the 6th and 7th \ ict., c. 73, the qualifications necessary for admission on the rolls of attorneys and solicitors are :—1st, The due execution of a proper contract in writing with some practising at¬ torney or solicitor for the term of five years, or of three years if the clerk be a graduate of the universities of Oxford, Cambridge, Dub¬ lin, London or Durham, or of the Queen’s University, Ireland (14th and 15th Viet., c. 88) ; 2d, The payment of the stamp-duty on such contract, amounting to L.120; 3d, The registry or enrolment of the contract within six calendar months; 4«A, Actual service for the prescribed period in the proper business of an attorney and solici¬ tor, but one year may be served with the London agent, and, where the service is for five years, another year with a barrister or certifi¬ cated special pleader; bth, Due notices of the application to be ad¬ mitted ; 6th, Fitness and capacity ascertained upon examination, and certified by the examiners; 7th, Taking the prescribed oaths, and being admitted and enrolled; 8th, The certificate of the registrar of attorneys that he is duly enrolled, and the stamped certificate of the annual payment of the duty. Persons admitted in one court, may be admitted in any other court, on producing the necessary certificates, and signing the roll of the other court. No attorney is to have more than two articled clerks at one time, nor to take or retain any clerk after discontinuing business, nor whilst clerk to another; and in case the attorney should become bankrupt, or be imprisoned for 21 days, the court may direct the articles of clerkship to be discharged or assigned; and where the master dies the clerk may enter into a fresh contract for the resi¬ due of the term. ATT 219 Under section 29 of the act, applications to strike attorneys oflf Attorney- the roll for defect in their articles, are to be made within 12 months General after admission, but in case of fraud, the application may be made at any subsequent period. Attraction. Attorneys, if prisoners, are not to commence, prosecute, or defend i J any suit or action in any court of law or equity, or matter in bank- ruptcy, and offenders are to be deemed guilty of a contempt of court, and unable to recover their fees ; nor are they to act as agents for unqualified persons, and if so acting, they are liable to be struck off the roll. (r. m—m.) Attorney-General is a great officer under the crown, made by letters-patent, and is generally chosen from Her Majesty’s counsel learned in the law. It is his place to ex¬ hibit informations, and prosecute for the crown, in matters criminal; and to file bills in the exchequer, for anything concerning the crown in inheritance or profits. The attorney-general, under the royal mandate of 14th Dec., 1813, has place and audience before the premier ser- jeant. In 1834, the lord advocate of Scotland claimed pre¬ cedence in the House of Lords of the attorney-general. The point was decided in favour of the attorney-general, but it was admitted that the lord advocate was entitled to pre¬ cedence of the solicitor-general. His proper place in court, upon any special matters of a criminal nature, is under the judges, on the left hand of the clerk of the crown; but usually he sits in the face of the court and the centre of the inner bar of Queen’s counsel. (r. m—m.) ATTRACTION. General observa¬ tions. The word Attraction is used to denote what we observe when one body approaches another, or tends to approach it, without any apparent impulse or other cause to which the motion can be ascribed. We have instances of attraction when iron approaches the magnet, when certain bodies are placed near an ex¬ cited electric, and when a stone falls to the earth. We say likewise that the earth attracts the moon; by this mode of expression meaning no more than that the moon is con¬ tinually deflected towards the earth, from the rectilineal course which it would otherwise pursue. It is likewise in this sense that we must be understood when we say that the sun attracts all the planets. In the instances already mentioned, attraction extends to a distance. In other cases it is confined within limits so extremely narrow as to become imperceptible at an interval which cannot be appreciated by the senses. Of this kind is the attraction which takes place between the particles of the same fluid, as is apparent from the round figure of small drops. To this class likewise belongs the attraction between fluid and solid bodies; whence origi¬ nate the very interesting appearances observed in capil¬ lary tubes, and other kindred phenomena. An attraction between the small elementary particles of all solid bodies is manifest from the force with which they cohere or re¬ sist an endeavour to separate them. In many cases the intensity of this force is prodigiously great in contact or at the nearest distances ; while it ceases to act upon mak¬ ing the smallest separation between the parts. Lastly, chemistry developes innumerable instances of attraction between the molecules of the bodies about which it is conversant; insomuch that it is to this principle, under the name of affinity, that we must ultimately ascribe the various decompositions and new combinations which occur in that science. All these phenomena, although very different from one another in other respects, have yet this in common, that we observe in certain bodies a tendency to approach one another, and to resist a separation, with some degree of force. The facts are certain, and are attended with no ambigui¬ ty ; and it is to express these facts that the term attrac¬ tion is used in physics. We likewise observe, in some bodies, a tendency to fly off from one another when they are brought near. This is called repulsion. The word force has, in general, some degree of obscu¬ rity. It is used to denote the cause of motion ; but we have no direct knowledge of it, and we judge of its in¬ tensity by the effect which we suppose it to produce. In all our reasoning concerning forces, it is the changes of motion which we measure and compare together, and which are really the subjects of our thoughts. Attraction and repulsion are forces or principles of motion, known to us only by the phenomena we observe ; but the circum¬ stance of their implying action at a distance is an addi¬ tional source of obscurity in which other kinds of force do not participate. It certainly is inconceivable that motion should be pro¬ duced at a distance, when no connection can be traced between the body moved and that which is supposed to produce the motion. We are strongly impressed with the prejudice, that a body cannot act but where it is; and w'e find difficulty in admitting that the mere presence of two bodies, without the intervention of any mechanical means, can be a satisfactory cause of motion. On this account attraction has been classed by some with the occult quali¬ ties of the schools ; and the favourers of this doctrine have been reproached with reviving exploded notions in philo- sophy. Impulse is a principle of motion more familiar to us, and to which we are not disposed to make equal objection. Whenever the communication of motion can be traced to this source, we are satisfied that the effect is justly explained. Hence many philosophers have been of opinion, that impulse is the only cause of motion that can 220 ATTRACTION. Attraction.be admitted in physical science ; and many attempts have accordingly been made to reduce to this principle all cases in which distant bodies act on one another. With regard to these attempts, it will be sufficient to remark here, that they are all built upon hypothesis. No evidence is adduced to prove that such things exist as the elastic ether or gravific matter which they set out with supposing. And, as far as such systems have no other object than to obviate the difficulty of action at a distance, this argument alone is sufficient to confute them, without adverting to the dif¬ ficulties that attend each of them separately, their in¬ consistency with the received laws of motion, and the innumerable contradictions and improbabilities to which they are liable on every side. A little reflection is sufficient to show that, in reality, we have no clearer notion of impulse as the cause of. mo¬ tion than we have of attraction. We can as little give a satisfactory reason why motion should pass out of one body into another on their contact, as we can, why one body should begin to move, or have its motion increased, when it is placed near another body. It is equally im¬ possible in both cases to prove that there is a necessary connection between the related facts ; and in this respect both the phenomena are alike inexplicable. When motion is produced by impulse, it is probably the circumstance of contact apparently taking place which leads us to think that the effect is so clearly explained. It is in this manner only, or by actual contact, that we ourselves can move external objects. We have no power of producing motion in distant bodies, except by the in¬ tervention of other bodies on which we act immediately. Impulse is, therefore, a cause of motion familiar to us, and strikes us as the plainest and most satisfactory ultimate principle at which we can arrive. On the other hand, when one body attracts another at a distance, there is nothing familiar to us with which we can compare it; our curiosity is excited, and we are led to seek out some hid¬ den connection between them. But it may be doubted whether there is actual contact in any case of the communication of motion. When a body is impelled by the air, it will hardly be affirmed that the particles of that elastic fluid are in contact with one another, since there is no space, however small, within which a given bulk of it may not be compressed, by apply¬ ing an external force sufficiently great. The particles of air, therefore, act on one another at a distance; and the same thing must be true of all other elastic fluids. And, by the way, what is here said is sufficient to prove, that no scheme, founded on the hypothesis of an elastic ether, will enable us to account for attraction; because such a contrivance can do nothing more than substitute one species of action at a distance instead of another. There is good reason to think that absolute contact never takes place in the component parts of the hardest and most compact solid bodies. This seems to be an unavoidable consequence of the fact, well established by experience, that all bodies contract in their bulk by cold, and ex¬ pand by heat. It is therefore not only not impossible, but it is even in some degree probable, that the commu¬ nication of motion may, in every instance, be a cdse of ac¬ tion at a distance. If, then, we are apt to think that impulse is a clearer physical principle than attraction, there is in reality no good ground for the distinction; it has its origin in pre¬ judice, and in our mistaking the proper object of natu¬ ral philosophy. All our researches in nature are con¬ fined to the phenomena we observe, and to the laws by which they are regulated. A physical cause is no other than a general fact discovered by a careful observation and an attentive comparison of many particular and sub¬ ordinate facts. We have no evidence, independent of ex- Attraction, perience, that any consequence, deduced from a physical cause, will actually take place. There is in this case no necessary connection from which we can, with absolute certainty, infer the expected event. If, then, we regard impulse and attraction as principles founded in fact, and regulated by laws confirmed by observation and experi¬ ment, they are both equally entitled to be classed as phy- sical causes, and they ought both to be admitted as o equal authority in explaining the phenomena of the uni- verse* If we turn our attention to the different kinds of attrac¬ tion enumerated above, and inquire what progress has made in the investigation of their laws of action, we shall find that, generally speaking, this branch of physics has been little advanced. We are very imperfectly acquainted with magnetical and electrical attraction. We know still less of those attractive powers which take place at small distances, and which are confined within such narrow li¬ mits that their mode of action escapes the observation of our senses. Attraction is, indeed, much used by philoso¬ phers to account for many important natural phenomena, but their explanations are often vague, and destitute of that precision which ought always to be aimed at in phy- sical science. There is only one class of phenomena in which the laws of attraction have been fully developed. We allude to gravitation, that principle which occasions the fall of heavy bodies at the surface of the earth, and which retains the planets and comets in their orbits. Re¬ ferring the other species of attraction, which are little susceptible of general discussion, to their several heads, we shall now confine our attention to gravitation Traces of the principle of gravitation are to be found Discoverv in writers of great antiquity; but their speculations on« this subject do not go beyond a vague notion of a tenden- tiun_ cy which the planets have to one another, or to a common centre. It would contribute little either to entertainment or instruction to collect all the passages of ancient au¬ thors that speak of this principle. The revival of the true system of the world by Copernicus introduced the most admirable simplicity in the explanation of the planetary motions, and likewise led to more just conjectures concern¬ ing the laws by which they are upheld. Copernicus himself attributed the round figure of the planets to a tendency which their parts possess of uniting with one another, thus extending to all the planets that attraction which we ob¬ serve at the surface of the earth. He stopt short indeed at this point, conceiving attraction to be confined to the matter of each planet, without making it extend from one planet to another, so as to actuate all the bodies of the system. This step was made by the bold and systematic genius of Kepler. Adopting the opinion of Dr Gilbert of Colchester, that the earth is a great magnet, Kepler form¬ ed to himself a notion of attraction, in some respects re¬ markably just. He says that the earth and moon attract one another, and, were it not for some powers which re¬ tain them in their orbits, they would move towards one another, and would meet in their common centre of gra¬ vity. He attributes the tide to the moon s attraction (virtus tractoria qua in luna est), which heaps up the waters of the ocean immediately under her. But in many respects his notions of attraction were fanciful and extra¬ vagant ; a more perfect knowledge of the laws of motion than had been attained to in his time, and a new geome¬ try, were both wanting in order to guide him in this re¬ search without danger of wandering. Yet he was able to penetrate so far into the causes of the planetary motions, as to foresee that they would not long continue latent; and he tells us, he was persuaded that “ the full discovery of those mysteries was reserved for the next age, when God ATTRACTION. 221 Attraction. would reveal them.” So full an exposition of a physical system of the world as is contained in the writings of Kepler could not fail to draw the attention of succeeding philosophers. Many remarks concerning the principle of gravitation are to be found in the writings of Fermat, Roberval, Borelli, and other authors; but no one before Newton entertained so clear and systematic a view of the doctrine of universal gravitation as Dr Robert Hooke. In his work on the motion of the earth, published in 1674, twelve years before the appearance of Newton’s Principia, he lays down these three positions as the foundations of his system, viz.:— “ ls£, That all the heavenly bodies have not only a gra¬ vitation of their parts to their own proper centre, but likewise that they mutually attract each other within their spheres of action. “ 2dly, That all bodies having a simple motion will con¬ tinue to move in a straight line, unless continually de¬ flected from it by some extraneous force, causing them to describe a circle, or an ellipse, or some other curve. “ 3c%, This attraction is so much the greater as the bodies are nearer.” The principle of universal gravitation is here very precise¬ ly enunciated. Dr Hooke seems to have clearly perceived that the planetary motions are the result of an attraction towards the sun, and of a rectilineal motion produced by a projectile force. Not having discovered the law accord¬ ing to which the force diminishes as the distance from the sun increases, he contrived experiments to elucidate his theory. Having suspended a ball by means of a long thread, he placed another ball upon a table immediately under the point of suspension, and he caused the sus-t pended ball to revolve round the stationary one. When the movable ball was pushed laterally with a force pro¬ perly adjusted to its deviation from the perpendicular, it described an exact circle round the ball on the table: in other cases it described an ellipse, or an oval resembling an ellipse, having the other ball in the centre. Dr Hooke observed, that although this experiment in some measure illustrated the planetary motions, yet it did not represent them accurately; because the ellipses which the planets describe have the sun placed in one focus, and not in the centre. Thus, at the appearance of Newton, many things were known, or rather surmised, that prepared the way for the discovery of the principle which regulates the ce¬ lestial motions. This does not detract in any degree from the glory of Newton, who, discarding the conjectures of his predecessors, proposed to himself to investigate, with, mathematical strictness, the law of the attractive force, and to ascertain with precision its sufficiency to retain the planets in their orbits. He invented a new kind of geometry, which was necessary to enable him to accom¬ plish his purpose. With this help, and by admitting no¬ thing without the sanction of the established principles of Dynamics, he deduced from the motions of the celestial bodies the law of universal gravitation, the most imporr tant and the most general truth hitherto discovered by the industry and the sagacity of man, viz. “ that all the particles of matter attract one another, directly as their masses, and inversely as the squares of their distances.” Having arrived at a principle which belongs to every part of matter, another inquiry comes into view. Setting out from this principle, it is now necessary to proceed in an inverted order, and deduce from it, by synthetical reasoning, the phenomena which we observe in the uni¬ verse. The first step in this process is to find out the attractive force of the planets, which arises from the united attractions of their component parts. Two things only are involved in this investigation, viz. the known law of attraction between the particles of matter, and the figure of the attracting bodies. This is a subject of great Attraction, importance, and it is connected with some principal points of the system of the world, with the theory of the figure of the planets, that of the tides, and many other pheno¬ mena. It is but imperfectly discussed in Newton’s im¬ mortal work ; and there is no part of his philosophy which has been improved more slowly by the labours of his fol- low£rs. We now propose to treat of it at some length, endeavouring to lay before our readers as complete a view of this part of science as the nature of our work will permit. We begin with laying down some definitions, and de-Definition monstrating some properties, of elliptical spheroids. and pro- Def. 1. A solid generated by the revolving of an ellipse PeTt,€!s about either axis is called a spheroid of revolution. ifel T .al the ellipse revolve about the less axis, the spheroid is oblate ; if about the greater axis, it is oblong. Let k and k’ denote the two axes of the spheroid, k being that of revolution ; and let x and y be two co-ordi¬ nates of a point in the surface of the spheroid, having their origin in the centre, x being parallel to the axis of revolution, and y perpendicular to it; then the equa¬ tion of the spheroid, whether oblate or oblong, will be x1 F + ^ = i. ^ A'2 Def. 2. An elliptical spheroid, in general, or an ellip¬ soid, is a solid bounded by a finite surface of the second order. Let ACB and ADE (Plate Cl. fig. 1: this fi¬ gure represents one eighth of an ellipsoid contained in one of the solid angles formed by the three principal sections) be two ellipses that have the same axis AO, the same centre O, and their planes perpendicular to one an¬ other : from any point K in the common axis, let there be drawn ordinates in both ellipses, as KC and KD ; then, having described an ellipse of which KC and KD are the semiaxes, the periphery DMC of that ellipse will be in the surface of the ellipsoid. This solid figure has a centre, three axes crossing one another at right angles in the centre, and three principal sections made by planes passing through every two of its axes. Let k, k', k", denote the three semiaxes, viz. k — OB, k' = OE, k" = OA ; and let x, y, z, denote three rectan¬ gular co-ordinates of a point Min the surface, the co-ordi¬ nates being parallel to the axes, and having their origin in the centre, viz. MN =: x, NK — y, and OK — z ; then oft. ?y2 ^2 the equation of the surface will be + -jt,., = 1 ; as it is easy to prove from the foregoing construction. The ellipsoid becomes a sphere when all the three axes are equal: it becomes a spheroid of revolution when two of them are equal. 1. If any plane cut an elliptical spheroid, the section will he an ellipse. In the spheroid of revolution , a section made by a plane perpendicular to the axis of revolution is a circle. All this follows so easily from the nature of the solids, that we need not stop to give a formal demonstration. 2. If a straight line cut two concentric ellipses that are similar and similarly situated, the parts of it between the outer and inner peripheries are equal to one another. Let AHBK and MDNC (Plate CL fig. 2) be two similar and similarly situated ellipses that have the same centre O ; and let the straight line AB cut them both ; then AC and BD are equal. Bisect CD in L, and through L and the common centre draw the straight line HMNK to cut both ellipses. Because the ellipses are similar and similarly situated, and that CD is an ordinate of the dia¬ meter MN, it is plain that AB will be an ordinate of the diameter HK; wherefore, AB and CD being both bisected in L, AC is equal to BD. 222 ATTRACTION. Attraction. 3. If there he two ellipses, one within the other, such that, '■“■''Y''-"' any straight line being drawn to cut them, the parts of it between their peripheries are equal to one another, these el¬ lipses are concentric, similar, and similarly situated. Let D (fig. 2) be any point in the inner ellipse, and through D draw EF, terminating in the outer ellipse : then, if we make EG — DE, G must be a point in the inner ellipse. Hence all the points of the inner curve are determined when the outer ellipse and the point D are given : wherefore there cannot be two different curves, both passing through D, that will answer the conditions. But an ellipse described through D, concentric with the outer ellipse, and similar to it, and similarly situated, will answer the conditions (2). Wherefore the two ellipses are concentric, and similar, and similarly situated. 4. If a straight line be drawn to cut two elliptical sphe¬ roids that have the same centre, and are similar and simi¬ larly situated, the part of it between the outer and inner sur¬ faces will be equal to one another. Conceive a plane, which contains the straight line, to pass through the common centre of the solids : the sec¬ tions made by the plane will be concentric ellipses (1) ; and these will be similar and similarly situated, because the solids are so: wherefore the parts of the straight line between the surfaces are equal (2). 5. If two elliptical spheroids that have the same centre, and are similar and similarly situated, be cut by a plane, the two sections will be concentric ellipses that are similar and similarly situated. For the sections are ellipses (1) ; and, any straight line being drawn to cut them, the parts of it between the peripheries will be equal (4). Wherefore the ellipses are concentric, similar, and similarly situated (3). 6. Let ADE and CFG (fig. 3) be two concentric ellipses that are similar and similarly situated ; let A O and CO, in the same straight line, be two of their axes, and let DE, drawn through C, be perpendicular to AO ; then if CF and CG be two chords of the interior ellipse that make equal CD GH Attraction, at A and E will be proportional to and jt^t2 : Now, these are equal; for the solids CD and GH having the same thickness, they are proportional to the sections CM and GN, that is, to AC2 and EG2, because the pyramids are similar. Wherefore the attraction of any one of the slices in the pyramid AB, upon a particle placed at A, is equal to the attraction of any one of the slices in EF upon a particle placed at E. Consequently, the whole attrac¬ tion of the pyramid AB is to the whole attraction of the pyramid EF as the number of slices in AB to the number of slices in EF, that is, as the length AB to the length EF. Cor. 1. The attractions of any portions of the pyramid are as the lengths of the portions. For the attractions are proportional to the number of slices in the portions, that is, as the lengths. Cor. 2. If the pyramids have different densities, their attractions are proportional to the lengths multiplied by the densities. For, in this case, the attraction of each slice will be proportional to its density; wherefore the at¬ tractions will be as the densities multiplied by the num¬ ber of slices, or as the densities multiplied by the lengths. 8. If there be two similar solids composed of the same ho¬ mogeneous matter, which attracts in the inverse proportion of the square of the distance ; any two particles of matter, si¬ milarly situated with regard to the solids, will be attracted by them with forces that are proportional to any of the ho¬ mologous lines of the solids. Because the solids are similar, they may be resolved in¬ to an indefinitely great number of slender pyramids, and frustums of pyramids, that are similar to one another, and similarly placed in the solids; each pyramid having its vertex at one of the attracted particles. The direct at¬ tractions of any corresponding pair of pyramids will have constantly the same ratio to one another; for they will be as the lengths of the pyramids or frustums (7); that is, because the solids are similar, as any two homologous angles with the axis CO, and if the chords DM and DNof iines of the solids. Wherefore the whole attractive forces. the exterior ellipse be drawn respectively parallel to CF and CG ; the sum of CF and CG will be equal to the sum or difference of DM and DN, according as they both fall on the same side, or on different sides of DE. For draw EP parallel to CF, and it will likewise be pa¬ rallel to DM. Because CF and CG are equally inclined to CO and to DE, it is plain that DN and EP, which are parallel to CF and CG, are likewise equally inclined to DE: consequently DN — EP. Draw a straight line through the common centre to bisect DM in L, and that straight line will likewise bisect EP, parallel to DM, in H : and because the ellipses are similar and similarly si¬ tuated, the same straight line will likewise bisect the chord CF of the interior ellipse, in K. Because DC = CE, therefore DL -J- EH — 2CK — CF. Wherefore DM -j- DN = 2DL + 2EH = 2CF z= CF + CG. The demonstration of the other case, when DM and DN fall on different sides of DE, is entirely similar. Some general Properties, resulting from the Law of Attrac¬ tion that obtains in Nature. 7. Let AB and EF (fig. 4) be tivo indefinitely slender pyramids, that are similar to one another, and both composed of the same homogeneous matter, which attracts in the inverse proportion of the square of the distance: the attractions of the pyramids upon particles placed at the vertices A and E are proportional to the length of the py ramids. Conceive each of the pyramids to be divided into an indefinitely great number of thin slices of equal thickness, by planes parallel to its base; then, if CD and GH be any two of these slices, their attractions upon particles placed compounded of all the direct attractions which act in di¬ rections that make the same angles with one another, will likewise have to one another the proportion of any two of the homologous lines of the solids. Cor. If the two solids have different densities, their at¬ tractions will be proportional to the densities multiplied by any homologous lines of the solids (7, Cor. 2). 9. If there be two concentric elliptical spheroids that are similar and similarly situated, a particle placed anywhere within the inner surface will be in equilibrium, or will be urged equally in all opposite directions by the shell of homo¬ geneous matter contained between the two surfaces, supposing the law of attraction to be that of the inverse proportion of the square of the distance. Let P (Plate Cl. fig. 5) be a particle placed within such a shell, and let a slender double pyramid, having P for the common vertex, be extended to meet the sur¬ faces of the solid on both sides of P. The portions of the pyramid AGHB and CEFD between the surfaces on op¬ posite sides of P, will have equal lengths (4) ; wherefore these portions will attract a particle placed at P with equal forces (7, Cor. 1). The same thing maybe proved of all the pyramids which have their vertices at P, and fill the spheroids. Wherefore P is attracted equally in all oppo¬ site directions by the homogeneous matter contained be¬ tween the surfaces of the spheroids. 10. To find the attractive force of an indefinitely slender prism, acting in a direction parallel to the prism, upon a particle of matter placed anywhere. Let BC (Plate Cl. fig. 6) be a prism of homogene¬ ous matter, upon the indefinitely slender base CH, and ATTRACTION. 223 Attraction, let a particle of matter be placed at A; draw AB and AC to the extremities of the prism, and AE to any point in it; and draw AD perpendicular to BC. Let S = base CH, and put AD — «, DE = x ; the element of the prism is zr S X dx, the element of the attraction in the direc- * a t-' * ^ dx ^ - tion AE is = - , and the element of the attraction in the direction parallel to the prism is rz DE S X xdx S X dx AE2 X = AE Now, / (a3-}-a?) & S X xdx — Const. — S (a2 + x2) - V a? + x2 z= Const. A AE’ and the constant quantity is determined by making the fluent begin at the end of the prism nearer to A; where¬ fore the whole attractive force of the prism, in the direc¬ tion parallel to the prism, is I AB AC — S X Cor. In like manner may the attractive force of the prism be found, when the attraction of the particles is pro¬ portional to any function of the distance. Let AB = f, AC = /'; suppose that

Cor. If the spheres have different densities, the attrac¬ tions at their surfaces are proportional to their radii mul¬ tiplied by their densities. (U, Cor.) 12. The force with which a particle, placed anywhere within a sphere of homogeneous matter, is urged towards the centre, is proportional to its distance from the centre. Conceive a concentric sphere to be described, which contains the attracted particle in its surface; the matter between the two surfaces will exert no force on the par¬ ticle (9), which will therefore be urged to the centre, only by the attraction of the inner sphere, in the surface of which it is placed; but this force is proportional to the radius of the sphere, or to the distance of the particle from the centre (11). 13. Let PNQ and ABC (fig. 7) he two spheres of the same homogeneous matter, which attracts in the inverse pro¬ portion of the square of the distance ; let the centres of the spheres be at M and 1), and take MR equal to the radius of the sphere ABC, and ED equal to the radius of the sphere PNQ ; the attractions of the spheres upon particles placed at R and E are to one another as the squares of the radii of the spheres. In the spheres draw two great circles perpendicular to the diameters PQ and AC, that pass through the points R and E; and let P/>Q and A6C be two great circles, making equal indefinitely small angles NM/> and BD6 with the great circles PNQ and ABC. Let HK and EG, pa¬ rallel to PQ and AC, be any two chords of the circles PjoQ and A&C, that subtend similar arcs, or arcs contain¬ ing the same number of degrees; and through HK and Attraction. FG let planes perpendicular to the circles P/>Q and A6C, be drawn to cut the portions of the spheres contained in the angles NMjo and BD6; join RH, RK, MH, MK, DF, DG, EF, EG. Because the arcs subtended by HK and FG are like parts of their circumferences, it is plain that the angle RMPI zz EDF, and RMK zz EDG. And be¬ cause ED — MH — MK, and RM iz: DF zz DG (hyp.'), therefore RH zz EF, and RK zz EG. Conceive the chords HK and FG, together with the planes passing through them, to change their place a little, so as to describe two slender prisms, or elements of the portions of the spheres contained in the angles NM/> and BDX. It is plain that MX and DO, the distances of the chords HK and FG from the centres of their circles, are constantly proportional to MN and DB, the radii of the spheres; wherefore XT and OS, the perpendicular sections of the small prisms, are similar figures, and have to one another the same ratio that MX2 has to DO2, or MN2 to DB2. Now, the attraction of the prism HK urg¬ ing a particle at R to the centre M, is zz XT X — IFk;)’ 0®) ’ an(^ the attraction of the prism FG urging a particle at E to the centre D, is zz OS X ®ut conse(Iuence of what was proved, j— — zz —; wherefore the at¬ tractions of the prisms are to one another as XT to OS, or as MN2 to DB2. The same thing may be proved of all the elements of the two portions of the spheres contained in the angles NMp and BD6; wherefore those portions attract particles at R and E with forces proportional to the squares of the radii of the spheres. But because the small angles NMy? and BD& are equal, each of the spheres may be divided into an equal number of such portions ; wherefore the attractions of the whole spheres upon par¬ ticles placed at R and E are proportional to the squares of the radii of the spheres. Cor. This proposition is true when the particles of matter attract one another with forces proportional to any proposed function of the distance. Let RH zz EF zz /J and RK zz EG zz f; then, adopt¬ ing the same notation as before (10, Cor.), the attrac¬ tions of the prisms urging particles placed at R and E to the centres M and D, are respectively XT X z+z [Y (/) — Y (/')], and OS X z±z [Y (/) — Y (/'] : consequently, those attractions have the same proportion that XI has to SO, or MN2 to DB2. Wherefore the attractions of the whole spheres are in the same propor¬ tion. 14. A particle placed anywhere without a sphere of ho¬ mogeneous matter which attracts in the inverse proportion of the square of the distance, will be urged to the centre of the sphere with a force that is inversely proportional to the square of the particles distance from the centre. Let ABC (Plate CL fig. 8) be the sphere, O its cen¬ tre, and P a particle without the sphere : conceive a con¬ centric sphere PMN, of the same homogeneous matter with the sphere ABC, to be described with the radius PO. Then, by the last proposition, the attraction of the sphere ABC upon the particle P is to the attraction of the sphere PMN, upon a particle placed at A, as AO2 to PO2. But the attraction of the sphere PMN upon a particle placed at A is equal to the attraction of the sphere ABC upon the same particle ; for the attraction of the matter between the two spherical surfaces exerts no force upon a particle at A (9). Wherefore, in the pro¬ portion set down above, the two middle terms are con- 224 ATTRACTION, Attraction, stantly the same wherever the point P is placed without the sphere ABC ; consequently the first term of the pro¬ portion must follow the inverse ratio of the last term; that is, the attraction of the sphere ABC upon the exter¬ nal particle at P is inversely proportional to PO2. 15. The same law of attraction being supposed, a homo¬ geneous sphere will attract a particle placed without it, with the same force as if all the matter of the sphere were collect¬ ed in the centre. Let f denote the distance of the particle from the cen¬ tre ; then it follows, from the last proposition, that the at¬ traction of the sphere upon the particle will have for its A measure -jr,; A denoting a constant quantity that will be determined by any particular case ; that is, by the actual attractive force corresponding to any determinate distance from the centre. Let r denote the radius of the sphere, and M its mass ; then no part of the matter of the sphere being nearer the attracted particle than {f — r'), and none of it more remote than (/ + r), the attraction of the . , . M sphere on the particle will be greater than^ ^ and M A less than , . Therefore is always contained be- f tween those limits, which requires that A — M. For, if A were greater than M, such values of f might be found as would make equal to or greater than ; ; and / (f—r)2 if A were less than M, such values off might be found as would make equal to or less than > There- f2 . (/ + L)2 fore A M ; and the attraction of the sphere is equal to M f centre. If the radius of the sphere =r r, the density of the mat¬ ter contained in it rr e?; then the mass, or M, — 3 (V being the circumference of the circle whose diameter is unit), and the attraction of the sphere at the distance/ 4 from the centre = — . This is still true at the surface 3/2 ot the sphere when f = r, so that the attraction at the » 4 *irrd , . . surtace = —^—; which expression, with the help of what is proved in (12), enables us to compare the in¬ tensities of the attractions of homogeneous spheres, at all distances from the centre, without or within the sur¬ faces. Cor. 1. A shell of homogeneous matter contained be¬ tween two concentric spherical surfaces, will attract a particle placed without it, with the same force as if all the matter of the shell were collected in its centre. For the attractive force of such a shell is equal to the difference of the attractions of two concentric spheres of the same homogeneous matter with the shell. Cor. 2. A sphere composed of concentric shells, that vary in their densities according to any law, will attract a particle placed without it, with the same force as if all the matter were collected in the centre. For this having been proved of one shell (Cor. 1), it must be true of any number of shells. If p (r) denote the density at the distance r from the centre, the quantity of matter in the sphere will be := 4 cr .y’ p (r) . r2dr; and the attraction on a particle —2, or the same as if all the matter were collected in the without the sphere at the distance f from the centre Attraction. 4 t . ftp (r) . ^dr “ ~T2 ’ 16. Two spheres, each composed of concentric shells of variable density, attract one another with the same force as if all the matter of each were collected in its centre. For the attraction of a sphere A upon every particle of another sphere B will remain the same, if we suppose all the matter of A to be collected in its centre (15). But the attraction of any particles of matter placed in A’s cen¬ tre upon the sphere B is equal and opposite to the attrac¬ tion of B, upon the same matter so placed; and again, the attraction of B upon all the particles placed in the centre of A, will remain unchanged, if we suppose the matter of B to be collected in its centre. Wherefore A attracts B with the same force as if the matter of each were collected in its centre. 17. Supposing that the particles of matter attract with a force proportional to the distance, a body of any shape will attract a particle of matter placed anywhere with the same force, and in the same direction, as if all the matter of the body were collected in its centre of gravity. Suppose that the attracted particle is placed at P (fig. 9), and the centre of gravity of the attracting body at G; join PG, and let any pkne pass through that line. Let L be a small part, or element of the body, and from L draw LK perpendicular to the plane passing through PG, and KF perpendicular to PG; join PL and PK. Put dm to denote the quantity of matter, or the mass of the ele¬ ment L; then its attractive force, urging the particle in the direction PL, is r= PL X dm, which, by the resolu¬ tion of forces, is equivalent to the two forces PK X dm and KL X dm ; and again, the single force PK X dm is equivalent to the two forces FK X dm, and PF X dm — PG X dm + GF X dm. Wherefore, the attraction of the element L upon the particle at P is equivalent to these four separate forces, viz. PG X dm, GF X d?n, FK X dm, KL X dm, which urge the particle P respec¬ tively in the directions PG, GF, FK, KL. But, from the nature of the centre of gravity, the sum of all the forces, KL X dm, that urge the particle P to one side of the plane passing through PG, is just equal to the sum of the forces that urge it to the other side of the same plane ; and the sum of all the forces, FK X dm, that urge P to one side of the line PG, is just equal to the sum of the forces that urge it to the other side of the same line ; and the sum of all the forces, GF X dm, that urge P towards the point G, is just equal to the sum of the forces that urge it from the same point. WTerefore all the preceding forces mu¬ tually destroy one another, excepting the forces PG X dm, the sum of which, when extended to all the elements of the attracting body, is r= PG X mass of the body. Wherefore the whole attraction upon P is the same as if all the matter of the body were collected in its centre of gravity. Cor. Supposing that the particles of matter attract with a force proportional to the distance, a homogeneous sphere will attract a particle placed anywhere, in the same man¬ ner as if all the matter of the sphere were collected in the centre. For the centre of gravity of a homogeneous sphere is the same as the centre of its figure. This corollary is likewise true of a sphere composed of concentric shells of variable density; and it is easy to apply the demonstra¬ tion of (16) to prove that, in this law of attraction, two spheres, each composed of concentric shells of variable density, will attract one another with the same force as if the matter of each were collected in its centre. 18. To investigate what are the laws of attraction in re- A Attraction.gard to the distance according to which a shell of homo- matter, contained between two concentric spherical surfaces, v=M attract a particle placed without it, inthesame . manner as .fall the nmtter of the shell were collected in the centre. It has been proved that this property actually belongs to homogeneous she Is in the law of attraction which ob¬ tains in nature, and likewise when the particles of matter attract with a force proportional to the distance; but it is interesting to know whether it is confined to these two cases alone, or extends to other laws of attraction. This can only be discovered by a direct analysis. nnin?/ = ^ the distance of the attracted point from the centre of the shell; u = CA, the radius of the inner surface of the shell;/= PM, the distance of l°m^y P0mt f‘hf surface* Havi»g drawn the dia¬ meter AD through P, let AMD and AND be two great circles, making with one another an indefinitely small angle MAN = dq; and let two small circles BMG, bma indefinitely near one another, of which A and D are the poles, meet the former circles in M, N, m, n ; and draw Mb, Nb to the centre of the circle BMG. Put d for the measure of the arc AM ; then MS = u sin. 6; MN = dq.u sin. 0; Mm = ud&; and the quadrilateral space MNwm u . dq .d& sin. L We may suppose the thickness of the shell indefinitely small, since, if the property belong to an elementary shell indefinitely thin, it will be true of one of a determinate thickness, which can be resolved into such elements. Suppose the thickness of the shell to be z= du • then the quantity of matter in the part standing upon the quadrilateral space MNrcm = tfdu .dq.dQ sin. d. Let a (V) represent the direct attraction of a particle at M in the direction PM; then its attraction directed to the centre r — v r—u cos. 6 — } A .u* dAl di- rY (r) ) ( dr* J dr _.M4 = .u2 du. d& sin. Q. r—u cos. & v .?• (7 . ~j (/); and the attractive force of the whole shell will be Sw a duy^sin.L-^p-%(/); the fluent to be extended from ^ 0 to ^ = w. Again, the quantity of matter in the shell is = 4w. u2du ; and the attraction of this matter placed in the centre, at the distance r from P, is — Afir. u2du .

k‘2 ~ r' 1—e‘2z2 h!2# — e*z j whence, by proceeding as before, we get the measure of the attractive force of the oblong spheroid on a particle placed at the pole equal to j 3M f 1 , . 1 4" £ 1 *-;r?-\2hyp-log-T^_‘7 Cor. In an oblate spheroid differing little from a sphere, e2 will be a very small fraction, of which we may reject the higher powers. When this is done, the preceding expression of the polar attraction, viz. 4w. hh!2 . . . (e — arc. tan. e), will be = 0+<*>.(*= +§**). ^ And, if A' — k -{■ r — kV\ the radius of the equa- P= j (22) =dp.d 6 cos. 0 ./ and the elementary attrac- tor, then 2 ^ = e2, so that the attraction at the pole will be tion of the spheroid in the direction PC = direct attrac- 4-.Z. / 4 tion of the pyramid X = dp. d 6 cos. 6 sin. 6./. 3 \ ^ 5'kj' A rroin lof att?— m?_ r./-c ^nvestigate the attraction of a homogeneous sphe- __gj , ^ ~ VK ~V: PC — h, AC = h!-, then void of revolution on a particle placed in the circumference y — J cos. 6, x _ k —/sin, 0: if we substitute these values of the circular section made by a plane throuqh the centre, m the equation of the solid (Def. 1) we get at right angles to the axis of revolution. (A—/sin. d)2 , cos. 2 t) _ 1 , Let P (Plate CII. fig. 16) be the pole, PC the axis of k'2 ’ revolution, A a point in the circular section AOB, made f Wk sin. 0 Su. plane through the centre perpendicular to PC. Let J =— ^ POi^ i” the, s^ce of the sPheroid, AMO a k2 k2 + k2 it will become 2k’2k k2 -.d p. d 6 cos. 6. sin.2 6 kF2 ; cos.2 -jif sin-2 ^ sin.2 Q section through A and M by a plane perpendicular to t. , . . , t0 j Am a hne in that plane indefinitely near AM, . ^ substituting the value of/just found in the preced- anf} ™ perpendicular to Aot, MR perpendicular to AO ingexpressum of the elementary attraction of the spheroid, to Conceive the plane AMO to revolve it will become n 80 as t? describe an indefinitely small angle OAQ; then the triangle AMot will describe a slender py¬ ramid, having its vertex at A, and of which the base is equal to a rectangle contained by Mot and RT; for the which must be integrated from P = 0 to p = 2T, and from linrequaUo’dfat'XscrLeVby Krn^melyJ "‘g!}fScribe a a = 0 to tf = -, ,r denot!nS aIways the haif-circumference =rfp‘th™ Mm S/rfS Tit = AR whpn radius is unit Wherefore B = base of the pyramid described by MAm — dp. d6 cos. L/2, and the direct attraction of the pyramid in the direction AM = (22) =zdp.dd cos. 6./ Where¬ fore the elementary attraction of the spheroid in the direc¬ tion AC = direct attraction of the pyramid x — X ~ 7 7. „ AM AR — dp cos. p. dO cos.2 0 ./ Again, let MR = *, RS = t,, CS = *, CP = *, and AC — « i then (Def. 1) when radius is unit. _In an oblate spheroid, k is less than k’: put k,2—-k2 — It2. e2, and 2; = sin. 0; then the element of the attractive force will become, by substitution, 2k,2k ^ z2dz _ 2 KQk. dp k2 •l + e ,2^2 k‘2e3 . edz ■ edz and by integrating from 2 = 0 to z = 1, we get 2k,l2k. dp r Mpi ’ • [e —arc. tan. e] for the force with which the matter between the planes PBQ and POQ urges the particle P to the centre. Where¬ fore the whole attractive force of the spheroid upon a par¬ ticle at P is 4 v. h!2k ~hk . dp . cos.2 p 1 + ; CO h!' ~ but and, by taking the fluxions, —. ^9 cos.2 Y k" cos.2 9 —1 - 1 -f a T ^ sin-2 9 + #'2cos.g o CM2 cos,2y k"2 COS.2

. * 2A1 e 3 \ 1 + e'2 J 1 + e'2 Cor. In the very same manner we may determine the attractions of an oblong spheroid of revolution upon a point without the surface. ATTRACTIONS OF ELLIPSOIDS. Attrac- 28- Let AMBN be one of the principal sections of an ellip- tions of soid, C the'centre, AB and MN the axes, D a point in theperi- ellipsoids. phery of the section, and DO perpendicular to MN (Plate CII. fig. 18) ; the attraction of the ellipsoid upon a particle placed at the pole A is. to the force with which a particle placed at D is attracted in the direction DO, as AC to DO. Draw DFG perpendicular to AB, and through F de¬ scribe an ellipsoid similar to the given ellipsoid, and simi¬ larly situated, and having the same centre. Conceive an indefinitely great number of planes, making indefinitely small angles with one another, to be drawn through DG, so as to divide the two ellipsoids into an indefinitely great number of thin solids or slices; then the sections of the ellipsoids made by every one of the planes will be similar and concentric ellipses, each of them having an axis per¬ pendicular to DG (5). Wherefore the attractions of the elements of the ellipsoid FHKL, upon a particle at F, are respectively equal to the attractions of the elements of the1 ellipsoid AMBN, upon a particle at D in the direction DO (19). Wherefore the whole attraction of the ellip¬ soid FHKL, upon a particle at F, is equal to the attrac¬ tion of the ellipsoid AMBN, upon a particle at D, in the direction DO. But the attractions of the ellipsoids AMBN and FHKL, upon particles at A and F, are to one another as AC to CF (8). Wherefore the attraction of the ellipsoid AMBN, upon a particle at the pole A, is to the force with which it attracts a particle at D in the direction DO, as AC to DO. 29. The attractions of ellipsoids upon particles placed in the surface, urging them in directions perpendicular to Attraction. of the principal sections, are proportional to the distances of the particles from that section. Let AMBN be one of the principal sections of an ellip¬ soid, C the centre, AB and MN the axes of the section, and P a point in the surface of the solid : the attraction of the ellipsoid upon a particle at the pole A (Plate CII. fig. 19) is to the force with which a particle at P is attracted in a direction parallel to AB, as the semiaxis AC is to the dis¬ tance of P from the principal section perpendicular to AC. Draw PDQ perpendicular to the section AMBN, and let it meet the surface again in Q; through D describe an ellipsoid similar to AMBN, similarly situated, and hav¬ ing the same centre ; and through P draw a section SPRQ perpendicular to AB. As before, divide the solids into an indefinitely great number of thin slices, by planes drawn through PQ: the sections made by every one of those planes will be similar, and concentric ellipses having an axis of each perpendicular to PQ, (5). Wherefore the attractions of the elements of the ellipsoid AMBN, upon a particle at P, in a direction perpendicular to the plane PRQS, are respectively equal to the attractions of the elements of the ellipsoid FHKL upon a particle at D, in a direction perpendicular to the same plane (19). Where¬ fore the attraction of the ellipsoid AMBN, upon a par¬ ticle at P, in a direction parallel to the axis AB, is equal to the attraction of the ellipsoid FHKL upon a particle at D in the same direction. But the ellipsoids AMBN and FHKL being similar, their attractions upon particles at A and F are to one another as AC to CF (8); and the at¬ traction of the ellipsoid FHKL, upon a particle. at the pole F, is to its attraction upon a particle at D, in a di¬ rection parallel to AC, as FC to CN (28). Wherefore (ex cequali) the attraction of the ellipsoid AMBN, upon a particle at the pole A, is to the force with which it at¬ tracts a particle at P, in the direction AC, as AC to CN. This proposition will enable us to find the attractions of an ellipsoid on all points on the surface, or within the so¬ lid, when the attractions at the poles are determined. 30. To investigate the differential expressions of the at¬ tractions at the poles of an ellipsoid. Let APD be an ellipsoid; C the centre; AC, CE, and PC, the semiaxes; and PMB a section made by a plane through PC and any point M in the surface: draw PM (fig. 20) P/ft indefinitely near PM, and Mm perpendicular to P/ft,* also MR perpendicular to the plane ADB, MS perpendicular to PC, and RH perpendicular to AD. Con¬ ceive the plane PCB to revolve about PC, so as to de¬ scribe an indefinitely small angle BCO ; and let PM —f; the angle KPM which PM makes with a perpendicular to the axis = 6; and the angle DCB = .d 9 cos. 9 sin.2 9 sin.2 9 + m cos.2 9 sin.2 y ■+■ n cos.2 9 cos.2 A’ = k! x ff m X 2d(P -d & cos- 6 sin.2 9 m sin.2 9 -f- cos.2 9 sin.2

irk . f- J V V m + (1 — m) r2 in the third; we thus get x? dx m) a?] • O + (1 _wj^2] m .r2 dr V [m + (1 A' = 4 irk' • T- J [m + (1 — m) v2]l . \_n -j- (1 — n) r2]| A" = ink" . T- n.r2 dr [w + (1 — n) r2]f . [m + (1 — m) r2]a Now let 1 — m _k'2 — Id m X2, and 1—n k"2—k2 k? n k2 Also let the mass of the ellipsoid =1 M = 4?r = A'2: kirkk' k' _ 4 ^3 3 M — -= ; then 3 Vmn tion, we get A = k A' = k! A" = k" Vmn : wherefore, by substitu- ■It x1 dx k3 _ 3M hS 'Jv\l + X2^2) • (1 + X'2 x2) 3 M x2 dx Id 3 M p x2 dx k3 [1 + A2 ip2]! • [1 + A72 a?2] a* ST V p.q the limits of u being from 0 to 2^r; wherefore, by inte- gra ing wi 1 regai cl to u, and restoring the values ofp and y putting x = sin. 9, the integral, which is to be taken from 0 == 0 to 0 =: or from ip nr 0 to ip = 1, will become x2 dx [1 + A2 ip2]2 • [1 + A^ip2]^ the integrations extending from ip n: 0 to ip — 1. ’lliese Jntegrals cannot be expressed in finite terms. When A and A', or the eccentricities of the ellipsoid, are small, the values of the integrals may easily be found to a ^sufficient degree of exactness by series. They may like¬ wise be all expressed by means of this fluent, viz. _~/^Tr+^^.(i + x^)(from * =01°* 1) and its partial fluxions. Thus we have, in general, y2 x? dx V (1 + A2 IP2) • (1 -f W-x?) ~ ^ ■ l +l./dF * ‘ Uxy ^ x'' Ux, V(1 -f A2ip2) • (1 + A'2ip2) ‘ A Wherefore, making ip = 1, We get it .r~ J V ^[/S -j- (« /Sjip2] . [y _j_ (a now we take a, /3, y, so as to make the assumed ex- tivel “welali getmth the qUantitieS A’ A’ A"’ reSPeC- A rr 4 irk . f T dx J V~lm + (1 __ W/) + Yi _ ^ To find the forces with which a homogeneous ellipsoid attracts a particle placed in the surface, or within the solid m directions perpendicular to the principal sections. a hrfrS k"\der\ote the semiaxes of an ellipsoid, and a, b, c (respectively parallel to k, k', k") the pernendicu lar distances of a particle placed in ihe surfacetl Sn 232 attraction. Attraction, the solid, from the principal sections: then, from what is proved in (29), the attractions we are seeking will be a b c found by multiplying the polar attractions by "^r> Wherefore the forces that urge the particle in the direc- 3 M tions of a, b, and c, are respectively a X • Now, the attractions of the given ellipsoid upon the Attraction, point without the surface, determined by the co-ordinates a, b, c, will be found (26) by multiplying the preceding expressions respectively by Let M be M _kk' k" the mass of the given ellipsoid; then ^ ? { V (1 + X2) • (1 + X2) b X and c X + i.f x v v/F\ dXj M' k_kr_M hhn~ M' conse- ; and 3 M A3 3 M ¥ I ('EY • \ • W) x Vxy Which formulas serve both for points in the surface and within the solid, for the reason already explained in (25 j. 33. To find the attractions of an ellipsoid upon a particle placed without the surface. Let A, h!, k", be the semiaxes of the ellipsoid, and a, b, c (respectively parallel to k, K, V) the co-ord,nates ot a particle without the surface. Let h, h', h , so related to k, k', k', that K* - V = ^ - A* and K* - /f = A”2 - f. denote the semiaxes of another ellipsoid, which contains the attracted point in its surface, and has its principal sections in the same planes as the given ellipsoid: then, because the attracted point is in the surface, we have (Def. 2) 7F + h'2 + h!'2 and, because h!2 — h2 — h!2 — k2 = ?, and h"2 h2 — h! — k2 = s'2, we get a2 . b2 . c2 , hlk" M A _ M quentiy j—j^ — ^ ^ “ M' ^ ^ — X - • wherefore the attractions of the given kb’ M' d ellipsoid upon the point without the surface, determined by a, 6, c, in the directions of those co-ordinates, are re- 3Mx spectively equal to a X -^3- ( 1 , i /'^ + J_ ^-/(l + X2) (1 + Xr2) X \dx) X m- , 3M ^ AX A3 X 3 M ^ cXlf X I (dl\ A ' W’ and J h2 ^ h2 + t2 A2 + s'2 This equation now contains only one unknown quantity ; and it is plain that one value of A, and only one, can be found from it. For, when A = 0, the function on the left hand side is infinitely great; and while A increases from 0 ad infinitum, the same function decreases continually from being infinitely great to be infinitely little. When A is found, then A' = Vli2 + s2, and A" = /A2 + Because a, b, c, are the co-ordinates of a point in the surface ot the ellipsoid, we may suppose a —h sin. m, b - A cos. m sin. n, c — hi' cos. m cos. n; let a! — A sin. m, A — A cos.» _ A sin. n, d — hi' cos. m cos. n; or a' — -r X a, A l’-k' h -If X b, A* X c; then a', bf, c', will be the co-ordi¬ nates of a point in the surface of the given ellipsoid, and consequently it will be within the other solid. Let M denote the mass of the ellipsoid of which A, A', A , are the A'2 —A2 ka — A2 , _ semiaxes; also let X- — —^ ^ 5 an(1 *• Iff—-If __ h*2 — A2 th • 5? denoting the same fluent as h2 ~ h2 ' ' & . i . before, the attractions of this ellipsoid upon the point within it, determined by the co-ordinates a', V, d, in the directions of those co-ordinates, are (32) respective y equal to 3M'J L + A3 X V X d + \V(l +x2)(i + x'2) ©}• !.« X \d\J 3M' A3 X 3M/ A3 X ^ • (i)- 1 /o If' [fix’J’ The preceding propositions contain a complete theory of homogeneous elliptical spheroids. They enable us to compute the attractive force with which a solid of this kind urges a particle placed anywhere in the surface, within the solid, or without it. It remains, indeed, to find the exact value of the function F in its general form, to which we can do no more than approximate by series; but this is an analytical difficulty which it is impossible to overcome, because the nature of this function is such that it cannot be expressed in finite terms by the received nota- In the preceding investigations we have followed the method of Maclaurin for points situated in the surface ot a spheroid or within the solid. This method has always been iustly admired; but neither its inventor, nor, as far as weJ know, any other geometer, has applied it, excepting to spheroids of revolution; and it is here, for the first time, extended to ellipsoids. In regard to points without the surface, we have employed the method first given by Mr Ivory, in the Philosophical Transactions for 1809. The combination of these two methods has enabled us to derive the attractions of an ellipsoid on a point placed anywhere from the attractions at the poles. I hus, this extremely complicated problem has, by geometrical rea¬ soning of no great difficulty, been reduced to the investi¬ gation of the polar attractions, which are the only cases that require a direct computation. 34. Of the attractions of spheroids composed of elliptical shells that vary in their densities and figures according to ^^When a spheroid is composed of concentric elliptical shells of variable density and figure, we may consider every shell as the difference of two homogeneous sphe¬ roids of the same density with the shells, and having their surfaces coinciding with the surfaces of the shell. The attractions of the spheroids being computed by t e nrecedinsr methods, their difference will be equal to the attractions of the shell, and the integral obtained by sum¬ ming the attractions of all the shells will give the attrac¬ tions of the heterogeneous spheroid. This case, therefore, aives rise to no new difficulties, except such as are pure y mathematical, and depend upon the law according to which the densities and figures of the shells are suppose to vary. ^ A T W Attribute Attraction of Mountains. See Mountains. Atwood. ATTRIBUTE, in a general sense, is that which may be Pre. cat. a person or thing as a determining charac¬ teristic, inherent quality or accident, the negation of which involves either a falsehood, a contradiction, or an absurdi¬ ty* understanding is an attribute of mind, and ex¬ tension an attribute of matter. That attribute which the mind conceives as the foundation of all the rest is called its essential attribute ; thus extension is by some, and solidi¬ ty by others, considered the essential attribute of matter. ATTRIBUTES, in Theology, the several qualities or perfections of the divine nature. Attributes, in Logic, are the predicates of any sub¬ ject, or what may be affirmed or denied of any tiling. ATTRIBUTIVES, in Grammar, are words which are significative of attributes; and thus include adjectives, veibs, and particles, which are attributes of substances, together with adverbs, which denote the attributes only of attributes. Mr Harris, who introduced this distribution of words, denominates the former attributives of the first order, and the latter attributives of the second order. ATTRUCK, a river of Persia, which has its rise in a branch of the Elburz Mountains that borders on the north¬ ern deserts of Khorassan. It collects the streams of an extensive valley, and of several subordinate glens, and con¬ veys in a westerly direction to the desert a large body of water, which being joined by several other streams, falls into the Caspian Sea at Kooroo-Soofee, 40 or 50 miles to the north of Asterabad. ATTU, or Attoo, one of the Aleutian Islands, about 60 miles in length, mountainous, and covered with snow, but inhabited. It is 215 miles east of Behring’s Island. Long. 172. E. Lat. 54. N. ATWOOD, George, an author celebrated for the ac¬ curacy of his mathematical and mechanical investigations, and considered particularly happy in the clearness of his explanations, and the elegance of his experimental il¬ lustrations, was born in the early part of the year 1746. He was educated at Westminster school, where he wras admitted in 1759. Six years afterwards he was elected off to Trinity College, Cambridge. He took his degree of bachelor of arts in 1769, with the rank of third wrang¬ ler ; Dr Parkinson of Christ’s College being senior of the year. I his distinction was amply sufficient to give him a claim to further advancement in his own college, on the list of which he stood the foremost of his contemporaries; and in due time he obtained a fellowship, and was afterwards one of the tutors of the college. He became master of arts in 1772, and in 1776 was elected a fellow of the Royal Society of London. The higher branches of the mathematics had, at this period, been making some important advances at Cam¬ bridge, under the auspices of Dr Waring, and many of the younger members of the university became diligent la¬ bourers in this extensive field. Mr Atwood chose for his peculiar department the illustration of mechanical and ex¬ perimental philosophy, by elementary investigations and ocular demonstrations of their fundamental truths. He delivered, for several successive years, a course of lectures in the observatory of Trinity College, which were very generally attended and greatly admired. In the year 1784 some circumstances occurred which made it desir¬ able for him to discontinue his residence at Cambridge; and soon afterwards Mr Pitt, who had become acquainted with his merits by attending his lectures, bestowed on him a patent office, which required but little of his attendance, in order to have a claim on the employment of his mathema¬ tical abilities in a variety of financial calculations, to which he continued to devote a considerable portion of his time and attention throughout the remainder of his life. VOL. iy. A T W 233 The following, we believe, is a correct list of Mr At- Atwood, wood’s publications:—!. A Description of Experiments to illustrate a Course of Lectures; about 1775 or 1776, 8vo. 2. This work was reprinted, with additions, under the title of An Analysis of a Course of Lectures on the Prin¬ ciples of Natural Philosophy. Cambridge, 1784, 8vo. 3. A General Theory for the Mensuration of the Angle subtended by two objects, of which one is observed by rays after two reflections from plane surfaces, and the other by rays coming directly to the spectator’s eye. Phil. Trans. 1781, p. 395. 4. A Treatise on the Rectili¬ near Motion and Rotation of Bodies, with a Description of Original Experiments relative to the subject. Cam¬ bridge, 1784, 8vo. 5. Investigations founded on the Theory of Motion for determining the Times of Vibration of Watch Balances. Phil. Trans. 1794, p. 119. 6. The Construction and Analysis of Geometrical Propositions, determining the positions assumed by homogeneal bodies, which float freely, and at rest, on a fluid’s surface; also determining the Stability of Ships, and of other Floating Bodies. Phil. Trans. 1796, p. 46. 7. A Disquisition on the Stability of Ships. Phil. Trans. 1798, p. 201. 8. A Review of the Statutes and Ordinances of Assize which have been established in England from the 4th year of King John, 1202, to the 37th of his present Majesty. Lond. 1801, 4to. 9. A Dissertation on the Construction and I roperties of Arches. Lond. 1801, 4to. 10. A Supplement to a Tract entitled a Treatise on the Construction and Pro¬ perties of Arches, published in the year 1801; and con¬ taining Propositions for determining the Weights of the several Sections which constitute an Arch, inferred from the Angles. Also containing a Demonstration of the Angles of the several Sections, when they are inferred from the Weights thereof. To which is added, a Description of Ori¬ ginal Experiments to verify and illustrate the Principles in this Treatise. With occasional Remarks on the Construc¬ tion of an Iron Bridge of one Arch, proposed to be erected over the river Thames at London. Part II. By the author of the fii st part. Lond. 1804,4to. Dated 24th November 1803. 1L A 11 eatise on Optics is mentioned by Nichols as having been partly printed by Bowyer in 1776, but never completed. It may be very truly asserted that several of these works of Mr Atwood have materially contributed to the progress of science, by multiplying the modes of illustra¬ tion which experimental exhibitions afford for the assist¬ ance of the instructor; at the same time they can scarcely be said to have extended very considerably the bounds of human knowledge, or to have demonstrated that their au¬ thor was possessed of any extraordinary talent or enemy o mind in overcoming great difficulties or in inventing new methods of reasoning. The Analysis of a Course of Lec¬ tures has been little read; and it bears evident marks of having been composed before Mr Atwood had acquired a habit of accurate reasoning on physical subjects. In the first page, for example, the forces of cohesion and gi avitation are completely confounded; and in the third we find the idea of perfect spheres touching each other in a greater or less number of points, notwithstanding the appearance of precision which the author attempts to maintain in his language. The object of the paper on Reflection is, to illustrate and improve the construction of Hadley’s quadrant; and Mr Atwood proposes, for some particular purposes in piactical astronomy, two new arrangements of the specu- ums, by which the rays are caused to move in different P ane®> ana which he considers as affording greater accu¬ racy for the measurement of small angles than the com¬ mon form of the instrument, although not of general uti¬ lity, nor very easily adjusted for observation. I he treatise on Rectilinear Motion and Rotation exhi- 2 G 234 A T W Atwood. bits a good compendium of the elementary doctrines of mathematical mechanics; but it shows a great deficiency in the knowledge of the higher refinements which had been introduced into that science by Daniel Bernoulli, and Euler, and Lagrange. The properties of simply ac¬ celerated and retarded motion are first discussed, and the phenomena of penetration experimentally examined ; the laws of varying forces are then investigated, and the pr°' perties of the pendulum demonstrated; the vibrations ox an elastic chord are calculated, “ considering the whole mass to be concentrated in the middle point, as an ap¬ proximation ; and then, instead of imitating and simp i y- ing the elegant but complicated demonstrations or the continental mathematicians, the author most erroneously repeats, in the words of Dr Smith, the exploded doctrine, that “ the string, during any instant of its vibration, will coincide with the harmonic curve.” The subject of a re¬ sistance, varying as the square of the velocity, is next examined; and some useful experiments on the descent of bodies in water are stated in confirmation of the theory. On this occasion, the author obseiwes, with regard to the formation of the different strata of the earth, that disposed to break into large masses, though specifically lighter, may easily have descended more rapidly through a fluid, than denser but more brittle bodies, so that the natural order of densities may thus have become inverted. He next examines the theory of rotation, and relates some very interesting experiments on rectilinear and rotatory motions; and he shows that Emerson and Desaguhers were totally mistaken in asserting that “ the momentum produced is always equal to the momentum which pro¬ duces it.” The last section of the work, which is devoted to the subject of free rotation, is the most elaborate of the whole ; but it exhibits no material extension of the earlier investigations of the Bernoullis and Professor Vince ; nor does it contain the important proposition of Segner, re¬ lating to the existence of three axes of permanent rota¬ tion, at right angles to each other, in every body, how¬ ever irregular. Notwithstanding these partial objections, the work may still, in many respects, be considered as classical. The paper on Watch-balances is principally intended to show the advantages which may be obtained, in Mr Mudge s construction, from the effect of subsidiary springs in reri- dering the vibrations isochronous, their actions being li¬ mited to certain portions of the arc of motion. If the au¬ thor has here again omitted to follow the continental ma¬ thematicians in some of their refinements of calculation, it must be confessed that his view of the subject has, in this instance, not only the advantages of simplicity, but also that of a nearer approach to the true practical state of the question, than is to be found in the more com¬ plicated determinations which had been the result of the labours of some of his predecessors. But, whatever may be the merits of these investiga¬ tions, they appear to be far exceeded in importance by the papers on Ships, the first of which obtained for its author the honour of a Copleian medal. Its principal object is to show how much the stability of a ship will commonly vary, when her situation with respect to the horizon is materially altered; and how far the assump¬ tions of theoretical writers, respecting many others of the forces concerned in naval architecture, will generally differ from the true state of these forces when they ac¬ tually occur in seamanship. In the second part of the investigation, some errors of Bouguer and of Clairbois are pointed out; and the theoretical principles of stability are exemplified by a detailed calculation, adapted to the form and dimensions of a particular vessel, built for the service of the East India Company. A T Y The latter years of our author’s life do not appear to Atwood have been productive of any material advantage to science. 11 His application to his accustomed pursuits was unremit¬ ting, but his health was gradually declining. He had no amusement except such as was afforded by the con¬ tinued exercise of his mind, with a change of the object only; the laborious game of chess occupying, under the name of a recreation, the hours which he could spare from more productive exertions. He became paralytic some time before his death; and although he partially recovered his health, he did not live to complete his 62d year. His researches concerning the history of the Assize of Bread must have required the employment of consider¬ able diligence and some judgment in the discovery and selection of materials, although certainly the subject was not chosen for the purpose of affording a display of ta¬ lent. His opinion respecting the operation of the as¬ size, as favourable to the community, may by some be thought to be justified by the want of success which has hitherto attended the experiment on its suspension; but the advocates of that measure would certainly not admit the trial of a year to be sufficient for appreciating its utility. , The title-pages of the works on Arches explain the oc¬ casion on which they were brought forward, and at the same time exhibit a specimen of the want of order and precision which seems to have begun to prevail in the au¬ thor’s faculties; while the works themselves betray a ne¬ glect of the fundamental principles of mechanics, which is inconceivable in a person who had once reasoned with considerable accuracy on mathematical subjects. An anonymous critic, who is supposed to have been the late Professor Robison {British Critic, vol. xxi. January 1804) very decidedly, and at the same time very respectfully, asserted Mr Atwood’s error in maintaining that there was no manner of necessity for the condition, that the general curve of equilibrium of an arch should pass through some part of every one of the joints by which it is divided; and in fact we may very easily be convinced of the truth of this principle, if we reflect that the curve of equilibrium is the true representative of the direction of all the forces acting upon each of the blocks, and that, if the whole pressure be anywhere directed to a point situated beyond the limit of the joint, there can be nothing whatever to prevent the rotation of the block on the end of the joint as a centre, until some new position of the block shall have altered the direction of the forces, or until the whole fabric be destroyed. The critic has also very truly remarked that the effects of friction have never been suf¬ ficiently considered in such arrangements; but a later author, in an anonymous publication, has removed a con¬ siderable part of this difficulty by showing that no other condition is required for determining these effects than that every joint should be perpendicular to the direction of the curve of equilibrium, either accurately or within the limit of a certain angle, which is constant for every substance of the same kind, and which he has termed the angle of repose. _ . (T-T-) ATWOOD’S Machine, an ingenious contrivance tor illustrating the doctrine of accelerated motion. See Me¬ chanics. TIT, ATYS, or Attys, in Grech Mythology, a beautiful shep¬ herd of Phrygia, beloved by Cybele, who emasculated him¬ self during a fit of madness into which he had been thrown by that goddess in revenge for his infidelity to her. The story is related by Ovid, Fast. iv. 221, and differently by other writers. In Pausanias (vii. 17, § 5) may be found the story of Atys killed by a wild boar. Atys, a Latin chief, son of Alba, and father or Lapys, A U B A U C 235 Aubagne from whom Augustus was said to be descended on the II mother’s side. This name was also borne by a son of Crce- Aubigne. SUSj g]a[n Adrastus. AUBAGNE, a town of France, department of Bouches- du-Rhone, on the Veaune, ten miles E. of Marseilles. Ma¬ nufactures of earthenware. Pop. in 1846, 3887. AUBAINE (probably a corruption of alibi flatus'), an ancient right vested in the king of France, by virtue of which he claimed the inheritance of all foreigners that died within his dominions, notwithstanding any testamentary set¬ tlement made by the deceased. An ambassador was not subject to the right of aubaine; and the Swiss, Savoyards, Scots, and Portuguese, were also exempted. This ancient privilege was abolished in 1819. AUBE, a department of France, watered by the rivers Seine and Aube, from the latter of which it receives its name. It is bounded on the N. by the department of Marne ; N.W. by Seine-et-Marne ; W. by Yonne ; S. by Cote-d’Or; and E. by Haute-Marne. Area about 1,603,500 English acres, of which nearly two-thirds are arable, about one-eighth forest, and somewhat less than one-sixteenth meadow-land. Its general inclination from S.E. to N.W. presents little variety of surface ; the N. and N.W. parts are dry and sterile; but the S. and E. districts are very fertile, particularly the valleys, which are admirably adapted for the cultivation of the vine. The principal productions are wheat, rye, oats, potatoes, and wine, of which last about one-half is exported. Chalk and clay are abundant; and there are also quarries of marble, lithographic stone, and building-stone. It is divided into five arrondissements, 26 cantons, and 447 communes. Pop. in 1851, 265,247. The arrondissements, with their populations, are as follows:—Troyes, 95,878; Arcis-sur-Aube, 36,364; Nogent-sur-Seine, 35,211 ; Bar- sur-Aube, 44,347; Bar-sur-Seine, 53,447. Its manufac¬ tures are cotton, linen, and woollen goods, glass, earthen¬ ware, paper, sugar, ropes, &c. The capital is Troyes. AUBENAS, a town of France, department of Ardeche, near the river of that name, 14 miles S.W. of Privas. It is beautifully situated on the slope of a hill, but its streets generally are crooked, narrow, and filthy. It is surrounded by a ruinous wall flanked with towers, and has an old castle. Manufactures, silk and woollen. Pop. 4262. AUBIGNE, Theodore-Agrippa D’, the bold, able, but somewhat irascible historian of the French Huguenots, was born at St Maury, in the province of Saintonge, in 1550. From his father, who fell fighting in the cause of religious liberty, he inherited an ardent attachment to the Protestant cause ; and while still a youth, escaping from his guardians, he took part in the third religious war of that period. He had the good fortune to survive the massacre of St Bartho¬ lomew’s day, and fled to the court of the king of Navarre, afterwards Henry IV.; but though his services, both in the council and the field, were esteemed by Henry, D’Aubigne more than once retired in disgust from court, where his tem¬ per had created many enemies. Yet the king appears al¬ ways to have had a high opinion of his integrity ; and, con¬ trary to the advice of his friends, intrusted him with the custody of the king’s formidable rival, Cardinal Bourbon, when a prisoner. He was faithful to his trust in his castle of Maillezais, to the government of which he was promoted by Henry, and whither he retired on the conversion of the king in 1593. There he wrote several able controversial dissertations, and composed his principal work, Ullistoire Universelle, which the Catholic party used every means to suppress, and the parliament of Paris ordered to be burnt by the executioner in 1620. The government made many attempts to induce him to resign his stronghold; and find¬ ing it no longer tenable, he in that year resigned it into the hands of the Due de Rohan, the leader of the Huguenots, and retired to Geneva, where he died in 1630, at the age of 80. ( x. s. T.) AUBIGNY, or Avigny, a town of France, in the de¬ partment of Cher and arrondissement of Sancerre. Pop. 2381. It gives a title to the Duke of Richmond. AUBREY, John, descended from an ancient family in Wiltshire, was born in 1626. He made the history and an¬ tiquities of England his peculiar study, and contributed con¬ siderable assistance to the Monasticon Anglicanum. He succeeded to several good estates; but law-suits and other misfortunes consumed them all, and reduced him to absolute want. In this extremity he found a valuable benefactress in the Lady Long of Dray cot in Wilts, who gave him an apartment in her house, and supported him till his death, which took place at Oxford in 1697. He was a man of con¬ siderable ability, learning, and application, but credulous, and tinctured with superstition. He wrote Miscellanies, and A Perambulation of the County of Surry, in 5 vols. 8vo. In 1813, his Lives of Eminent Men, and a Collection of Letters, were published from the originals preserved in the Bodleian Library, in 3 vols. 8vo. The Lives are replete with curious matter; and that of Hobbes, in particular, is very full and elaborate. AUBURN properly signifies the colour produced by scorching, being derived from brennan, burn. As applied to hair, it denotes brown with a tinge of red or russet. Auburn, the capital of the county of Cayuga, in the state of New York. It is remarkable for its great penitentiary or state prison, in which the experiment of solitary confinement for crimes was made, but abandoned after two years’ expe¬ rience of its injurious effects on the minds and bodies of the prisoners. After this the silent system was adopted. (See Roscoe on Penal Jurisprudence?) The building is an oblong of 1000 by 500 feet, and is surrounded by a wall 3000 feet in length, and 30 feet high. A Presbyterian theological semi¬ nary was founded here in 1821, and is now in a very flourish¬ ing condition. There are also several churches and schools, two academies, a museum, two banks, and manufactures of woollen and cotton stuffs, leather, &c. Pop. in 1850, 9548. AUBUSSON, an arrondissement in the department of Creuse, in France. Area, 802 square miles. It is divided into 10 cantons, and 104 communes. Pop. in 1851,106,619. The capital, of the same name, is on the banks of the river Creuse. Pop. 5586. Its manufactures are silk, carpets, and cloths. AUCH, one of the most ancient cities of France, capital of the department of Gers, and of the arrondissement of the same name. In Caesar’s time this was the capital of the Ausci. It was afterwards the capital of Gascony; and when that district was divided into counties, it became the capital of Armagnac. The site of the modern town does not ex¬ actly coincide with that of the ancient, being on the opposite (the left) bank of the river Gers. It was probably de¬ stroyed by the Saracens about a.d. 724, and was afterwards rebuilt in its present picturesque situation on the slope of a hill. On the opposite side of the river, and occupying the site of the ancient city, is a considerable suburb, which is connected with the town by a bridge. The streets are generally regular and well built, and a fine promenade in the upper part of the town affords a magnificent view of the sur¬ rounding country. Audi is the seat of an archbishopric ; tribunals of commerce and primary jurisdiction ; and has a royal college ; an agricultural society ; a theological semi- nary, with a museum and a library of 15,000 volumes; a small public library; a theatre, &c. The cathedral of St Mary, one of the most magnificent in France, was com¬ menced in the reign of Charles VIII. (1489), and finished in that of Louis XV. It exhibits several styles of architec¬ ture, and contains many elegant monuments. The hotel of the prefecture, formerly the archiepiscopal palace, is a vast and noble edifice. The principal manufactures are hats, various kinds of linen and cotton stuffs, leather, &c., and there is a considerable trade, especially in the brandies of Armagnac. 236 A U C A U D Auchter- Pop. in 1851,9935. The arrondissement of the same name arder contains 6 cantons, 84 communes, and 61,925 inhabitants. \u t on AUCHTERARDER, a town and parish of Scotland, J j0 1 -^j county of Perth, 15 miles W.S.W. of Perth. The town con¬ sists of a single street about a mile in length. It was for¬ merly a royal burgh, but is now disfranchised. Near it is an ancient castle, said to have been a hunting-seat of Malcolm Canmore. Pop. of town in 1851, 2520. AUCHTERMUCHTY, a royal burgh and parish of Scotland, county of Fife, 8 miles W.S.W. of Cupar. The town is irregularly built on an elevated site, and is divided by the Leverspool, a rapid streamlet which runs down its centre. The principal manufacture is linen. It formerly sent a mem¬ ber to parliament, but now votes in returning the member for the county. It is governed by three bailies and fifteen councillors. Pop. of burgh in 1851, 2673. AUCKLAND, the capital of New Zealand, which see. AUCKLAND-BISHOPS, a market-town in the ward of Darlington and county of Durham, ten miles from the city of Durham. It is beautifully situated on an eminence near the confluence of the rivers Wear and Gaunless. The descent on each side is partly formed into hanging gardens, the houses occupying the brow and remainder of the decli¬ vity. The palace of the Bishop of Durham stands at the north angle of the town. The parish church, a Gothic struc¬ ture, is one mile distant, at Auckland St Andrews. Manu¬ factures, muslins and other cotton goods. Pop. in 1851, 4400. Auckland Islands. See Australasia. AUCTION, a well-known mode of selling property, in open competition, to the highest offerer, by means of an agent or auctioneer. When the property is of considerable value, a person is sometimes appointed to superintend the sale, who is denominated judge of the roup, and acts as an arbiter in settling any disputes that may arise. The terms of the sale may be regulated at the will of the exposer, pro¬ vided they are distinctly announced to the public before¬ hand. The party offering the highest price is declared the purchaser. When formal articles of sale are employed, they commonly regulate how much each offer shall exceed the previous one ; whether the exposer shall be allowed to make an offer, or to withdraw the subject, if the highest offer does not amount to a given sum ; and sometimes it is declared that an instalment of the price shall be payable instantly, or that security shall be found within a stipulated period ; failing which the immediately preceding offerer is preferred. Secret contrivances, either to raise or depreciate the price, are unlawful. The seller must not attempt to practise any imposition on the public ; neither are the bidders permitted to adopt any unfair means to prevent the natural operation of free competition. Where any such thing is detected, not only is the sale vitiated, but reparation is due to the injured party. For example, the secret employment by the seller of a friend to raise the price by making a fictitious offer is fraudulent, and entitles the highest offerer, on detecting it, to repudiate the transaction, or (in case he has been out¬ bidden by such fictitious party) to demand the property at the price which he fairly offered. On the other hand, the obligation on the part of the public to act fairly is equally stringent. Accordingly, if two or more individuals combine to withhold their biddings that one of their number may purchase cheaply in order to divide among them the ex¬ pected profit, or if a bidder were to give money to others to induce them to refrain from bidding, the exposer is en¬ titled to have the sale declared void ; on the ground that such a secret combination or paction obviously deprived him of the advantage which he expected from that competition which a public sale is intended to secure. Formerly a duty was payable to government on the price realized; but at present it is only required that an annual license, which costs L.10, be taken out by the auctioneer. AUDE, a southern department of France, forming part Auae of the old province of Languedoc, bounded on the E. by the I! Mediterranean, N. by the departments of Herault and Tarn, Auditor. N.W. by Upper Garonne, W. by Ariege, and S. by that of Eastern Pyrenees. It lies between Lat. 42. 40. and 43. 30. N.; is 80 miles in length from E. to W., and 60 miles in breadth from N. to S. Area, 2341 square miles. I he department of Aude is traversed on its western boun¬ dary from south to north by a mountain range of medium height, which unites the Pyrenees with the Southern Ce- vennes ; and its northern frontier is occupied by the Black Mountains, the most western part of the Cevennes chain. The Corbieres, a branch of the Pyrenees, runs in a S.W. and N.E. direction along the southern district. The Aude, its principal river, has its entire course in this department, except a small part towards its source in the Eastern Py¬ renees. Flowing first northwards, at Carcassonne it turns abruptly to the E., and continues in that direction till it reaches the sea on the confines of the department of He¬ rault. Its principal affluents on the left are the Rebenti, Cougain, Lou, Rougeane, Orbiel, Argent-Double, and Ceysse ; on the right, the Guette, Salse, and Orbieu. The canal of Languedoc, which unites the Atlantic with the Mediterranean, traverses the department from E. to W. The lowness of the coast causes a series of large lagunes ; the chief of which are those of Bages, Lijean, Narbonne, Palme, and Leucate. Various kinds of wild animals, as the chamois, bear, wild boar, wolf, fox, and badger, inhabit the mountains and forests; game of all kinds is plentiful; and the coast and lagunes abound in fish. It has mines of iron, copper, lead, manganese, cobalt, and antimony. Besides the beautiful marbles of Cascastel and Caunes, there are quarries of lithographic stones, gypsum, limestone, and slate. At Tuchan and Durban are two coal mines of excellent quality, but the veins are not thick. The mountains con¬ tain many mineral springs, both cold and thermal. The agriculture of this department is in a very flourishing condition, more than four-ninths of the soil being under grain, and about one-twelfth in vineyards. About a ninth part is occupied by woods and forests ; more than two- sevenths are waste land; and the meadows are extensive and well watered. The grain produce considerably exceeds the consumption, but the vine constitutes the principal agri¬ cultural wealth. Olives are also extensively cultivated, and the honey of Aude is much esteemed. Besides important manufactures of cloths, combs, jet ornaments, and casks, there are paper-mills, distilleries, tanneries, and extensive iron and salt works. This department contains 4 arrondissements, 31 cantons, 433 communes. The population in 1851 was as follows:— Cantons. Pop. Carcassonne 12 94,970 Limoux 8 75,229 Narbonne 6 64,400 Castelnaudary 5 55,148 31 289,747 AUDEBERT, Jean-Baptiste, an eminent naturalist and delineator of animals, born at Rochefort in 1759, died in 1800. He introduced a new era in the art of depicting animals, and acquired great celebrity by the illustrations he furnished for several well-known works on subjects of natu¬ ral history. His first folio, Histoire Naturelle des Singes et des Makis, fyc., is a beautiful and valuable work; but his His¬ toire des Colibris, des Oiseaux-mouches, des Jacamars et des Promerops, published in folio at Paris in 1802, is superb, and is also remarkable for the masterly style of the diagnosis and descriptions. AUDITOR, in a general sense, a hearer, or one who listens or attends to anything. Auditor, in English Law, is an officer of the Queen, or A U D Auditors some other great person, who, by examining yearly the ac- II counts of the under officers, makes up a general book, which Audaeus^ shows the difference between their receipts and charges, and their several allowances. Auditors of the Imprest were the officers of the exchequer, who had formerly the charge of auditing the great accounts of the customs, naval and military expenses, &c. Their patents were vacated by the 25th Geo. III. cap. 52, and a com¬ pensation granted of L.7000 per annum (§ 3). The duties of the office were transferred to the commissioners for audit¬ ing the public accounts, appointed by § 4. The commissioners were at first five in number, of whom two were required to be the comptrollers of the army ac¬ counts, and continued to be commissioners so long only as they held that office. Their tenure of office is expressed to be quamdiu se bene gesserint. Power was then given by the 45th Geo. III. cap. 91, for the appointment of three com¬ missioners as an additional board for examining and auditing the public extraordinary accounts under the direction of the treasury, such commissioners not to be members of parlia¬ ment (§ 7). But afterwards, by the 46th Geo. III. cap. 141, the number was increased to ten, who should hold their office “ during good behaviour,” with a salary to the chairman of L.1500, and to theother commissioners of L.1200 per annum. And it was also provided that the comptrollers of army ac¬ counts should cease to be auditors of public accounts, and that no commissioner should be a member of parliament; and in case of a vacancy, tbe appointment thereto could not be made without the authority of parliament, unless the number should be reduced to five or less. Five of the com¬ missioners constitute a general board. The powers and duties of the commissioners have been from time to time augmented. The various statutes by which these changes have been effected, and the several offices brought under their audit, are as follow :— The three offices of auditors of the Land Revenue on the respective deaths of the then holders : 39th Geo. III., cap. 83, § 1. The accounts of the receipts and expenditure of Colonial Revenues in the islands of Ceylon, Mauritius, Malta, Trini¬ dad, and the settlements of the Cape of Good Hope : 2d Will. IV. cap. 26. It appears that under the 54th Geo. III. cap. 184, three commissioners were appointed for this pur¬ pose, at salaries of L.1000, and two at L.800 each, whose powers were continued by the 59th Geo. III. cap. 67, and the 1st Geo. IV. cap. 65, and rendered perpetual by the 1st and 2d Geo. IV. cap. 121. The powers and duties of the commissioners of public ac¬ counts in Ireland: 2d and 3d Will. IV. cap. 99. The duties of auditing and passing sheriffs accounts : 3d and 4th Will. IV. cap. 99, § 8. The audit of the accounts of all moneys which by any act of parliament are under the control of the commissioners of Her Majesty’s ivoods and forests : 7th and 8th Viet. cap. 89; of the accounts of the treasurers of the county courts: 9th and 10th Viet. cap. 95, § 45 ; and of the excise revenue, on the abolition of the office of auditor of the excise, which was created by the 4th Viet. cap. 20, § 14 ; 12th Viet. cap. 1. Under the Municipal Corporations Act, 5th and 6th Will. IV. cap. 76, the burgesses annually elect from among those qualified to be councillors, two auditors to audit the accounts of the borough, who are by the 7th Will. IV. and 1st Viet. cap. 78, § 15, disqualified to be of the council. In Scotland there is an auditor attached to the Court of Session, who officially examines accounts when costs are given, whose certificate or taxation is essential to the en¬ forcement of payment. (r. m—m.) AUDITORIUM, in the ancient churches, was the nave, or that part of the church where the auditors stood to hear and be instructed. AUD7EUS, or Aumus, a reformer of the fourth century, A U D 237 by birth a Mesopotamian. He suffered much persecution Audouin from the Syrian clergy for his fearless censure of their irre- II gular lives; and was eventually banished into Scythia, where, Audrari- after propagating his sect with good success, he died at an advanced age, about a.d. 370. The Audseans celebrated the feast of Easter on the same day with the Jewish passover, and they were also charged with Anthropomorphism, or at¬ tributing to the Deity a human shape. They founded this opinion on Genesis i. 26. Mosheim’s Instil, of Eccles. Hist. AUDOUIN, Jean Victor, a distinguished French en¬ tomologist, was born at Paris, April 27.1797. He began the study of law, but was diverted from it by his strong predi¬ lection for natural history, which subsequently led him to enter the medical profession. In 1824, he was appointed assistant to Latreille in the entomological chair at the mu¬ seum of natural history, and succeeded him in 1833. He established in 1828, in conjunction with Dumas and Adolphe Brongniart, the Annales des Sciences Naturelles, to which he made numerous valuable contributions, generally in co-ope¬ ration with M. Milne Edwards. Besides these, the greater part of his papers are contained in the Transactions of the Entomological Society, of which he was one of the founders, and for many years president. He died in 1841, more from the effects of mental than of bodily exhaustion. AUDRAN, Claude, a French engraver, was the son of Louis Audran, an officer belonging to the wolf-hunters in the reign of Henry IV. of France. He was born at Paris in 1592, and died at Lyons in 1677. Though he never ac¬ quired much reputation by his own works, he was the father of three great artists, Germain, Claude, and Girard; the last of whom has immortalized the name of the family. Audran, Carl, brother to the preceding, was born at Paris in 1594. In his infancy he discovered a great taste for the arts ; and to perfect himself in engraving, went to Rome, where he produced several prints which did him great honour. On his return he adopted that species of engraving which is performed with the graver only. He settled at Paris, where he died in 1674. In the early part of his life he marked his prints with C, or the name of Carl, till his brother Claude published some plates with the initial only of his baptismal name, when, for distinction’s sake, he used the letter K. Audran, Germain, the eldest son of Claude, was born in 1631, at Lyons. Not content with the instructions of his father, he went to Paris and perfected himself under his uncle Carl; and on his return to Lyons, published several prints which contributed much to his reputation. He was made a member of the academy established in that town, and chosen a professor. He died at Lyons in 1710, and left behind him four sons, all artists, namely, Claude, Benoit, Jean, and Louis. Audran, Claude, the second of this name, and second son to Claude above mentioned, was born at Lyons in 1639, and went to Rome to study painting. On his return he was employed by Le Brun to assist him in various works. He was made an academician in 1675, and died at Paris in 1684. Audran, Girard, or Gerard, the most celebrated artist of the whole family, was the third son of the Claude Audran first mentioned, and was born at Lyons in 1640. He was taught the first principles of design and engraving by his father ; and, following the example of his brother, went to Paris, and afterwards to Rome, to perfect himself in his art. At Rome, where he resided three years, he engraved several fine plates. That great patron of the arts, M. Colbert, was so struck with the beauty of Audran’s works, that he persuaded Louis XIV. to recal him to Paris. On his return he applied himself as¬ siduously to engraving, and was appointed engraver to the king, from whom he received great encouragement. In the year 1681 he was admitted to the council of the Royal Aca¬ demy. He died at Paris in 1703. His greatest works are his engravings of Le Brim’s Rattles of Alexander. “ He was,” says the Abbe Fontenai, “ the most celebrated 238 A U D Audran engraver that ever existed in the historical line. We have II several subjects which he engraved from his own designs, that v u u on^ manifested as much taste as character and facility. But in "* the Battles of Alexander he surpassed even the expectations of Le Brim himself.” Audran, Benoit, the second son of Germain Audran, was born at Lyons in 1661. He studied, first under his father, and afterwards at Paris, under his uncle Girard. Though he never equalled his preceptor, yet he deservedly acquired a high reputation by the boldness and clearness of his style. He died at Louzouer in 1721. Audran, Jean, the third son of Germain Audran, was born at Lyons in 1667. After having received instructions from his father, he went to Paris to perfect himself in the art of engraving under his uncle Girard, next to whom he was the most distinguished member of his family. At the age of twenty his genius began to display itself in a surprising man¬ ner ; and his subsequent success was such, that in l707 he obtained the title of engraver to the king, and had a pension allowed him by His Majesty, with apartments in the Gobe¬ lins ; and the following year he was made a member of the Royal Academy. He was eighty years of age before he quitted the graver, and nearly ninety when he died. The best prints of this artist are those which appear not so pleas¬ ing to the eye at first sight. In these the etching consti¬ tutes a great part; and he has finished them in a bold rough style. The Rape of the Sabines, after Poussin, is considered his masterpiece. Audran, Louis, the last son of Germain Audran, was born at Lyons in 1670, and thence went to Paris, after the ex¬ ample of his brothers, to complete his studies in the school of his uncle Girard. He died suddenly at Paris in 1712, be¬ fore he had produced any great number of prints. His best work is The Seven Acts of Mercy. Audran, Benoit, the younger, was the son of Jean Audran, and nephew to the former Benoit. He engraved but few plates, and, in point of merit, is vastly inferior to his uncle. AUDUBON, Jean Jacques, the well-known naturalist, was born in Louisiana in 1781, where his parents, who were French Protestants, took up their residence while it was still a Spanish colony. They afterwards settled in Pennsylvania. He informed the writer of this memoir, that from his early years he had a passion for observing the habits and appear¬ ances of birds, and attempting delineations of them from na¬ ture. At the age of fifteen he was sent to Paris, and remained there about two years, when among other studies he took some lessons in the drawing-school of David. On return¬ ing to America his father established him in a plantation in Pennsylvania, and he soon after married. But neither the management of his plantation, nor his domestic relations as a husband and a father, could damp his ardour for natural history. This favourite pursuit often led him to explore the depths of the primeval forests of America in long and some¬ times hazardous expeditions, far from his family and his home. For the fifteen years that followed 1810, he annually continued these excursions, and in that school acquired the facility of making those spirited drawings of birds that give such value to his magnificent work, The Birds of America. At that period he had not dreamt of any publication of his labours; and has informed us “ it was not the desire of fame that prompted to those long exiles ; it was simply the enjoy¬ ment of nature.” He afterwards removed with his family to the village of Flenderson on the banks of the Ohio, where he remained for several years, pursuing his ornithological propensities; and at length set out for Philadelphia with a portfolio con¬ taining 200 sheets filled with coloured delineations of about 1000 birds. Business obliged him to quit Philadelphia un¬ expectedly for some weeks, and he deposited his portfolio in the warehouse of a friend ; but judge of his horror and mortification at finding on his return, that these precious A U D fruits of his wanderings and his labours had been totally de- Audubon, stroyed by rats! The shock threw him into a fever of several weeks’ dura¬ tion, that had well-nigh proved mortal. But his native en¬ ergy returned with returning health; and he resumed his gun and his gamebag, his pencils, and his drawing-book, and replunged into the recesses of the backwoods. In eight- teen months passed far from home, he had again filled his portfolio; and then rejoined his family, who had in the mean time gone to Louisiana. After a short sojourn there, he bade them again adieu; and set out for the Old World, to exhibit to the ornithologists of Europe the riches of the New World in that department of natural history. Audubon arrived in 1826 at Liverpool, where the merits of his spirited delineations of American birds were imme¬ diately recognized, and greatly admired by his present bio- grapher and several other friends, who advised an exhibition of them to the public, in the galleries of the Royal Institu¬ tion of that town. The exhibition was repeated at Manchester, and at Edinburgh, where they were no less admired. When he proposed to publish a work on the birds of America, several naturalists advised him to issue the work in large quarto, as the most useful size for the lovers of natural history, and the most likely to afford him a sufficient number of subscribers to remunerate his labours. At first he yielded to this advice, and acknowledged its soundness ; but finally he decided that his work should eclipse every other ornithological publica¬ tion. Every bird was to be delineated of the size of life, and to each species a whole page was to be devoted; conse¬ quently the largest elephant folio paper was to receive the im¬ pressions. In such enormous pages the white headed-eagle and the wild turkey certainly fill the space with good effect; but to occupy such pages with a humming-bird or a fly¬ catcher, seemed to his more sober friends rather extrava¬ gant. It is true that his beautiful drawings of plants and flowers, which he introduced with the smaller birds, were often very spirited and characteristic; but size necessarily increased the expense of the work so much as to put it be¬ yond the reach of most scientific naturalists ; which accounts for the small number of persons whom, for a considerable time, he could reckon among his supporters in this gigantic undertaking. The extreme beauty, however, of this splen¬ did work, extorted the applause of the wealthy and the emi¬ nent in station ; and a sufficient number of subscribers was obtained in Britain and America, during the ten or twelve years that the work was going through the press, to indem¬ nify him for the vast cost of the publication ; yet left him a very moderate compensation for his uncommon industry and skill. We are convinced that had a quarto size been adopted, with a scale of the size for each species, it would have been far more advantageous to the gifted and indefati¬ gable author. The first volume of this noble work was published in the end of the year 1830, the second in 1834, the third in 1837, and the fourth and last in 1839. The whole con¬ sists of 435 coloured plates, containing 1055 figures of birds the size of life. It is certainly the most magnificent work of the kind ever given to the world, and is well characterized by Cuvier, “ C’est le plus magnifique monument que fart ait encore eleve a la Nature.” During its preparation and publication, Audubon made several excursions from Great Britain. In the summer of 1828, he visited Paris, where he obtained the acquaintance and gained the high approbation of Cuvier, Humboldt, and many other celebrated naturalists. The following winter he passed in London. In April of 1830 he revisited the United States of America; and again explored the forests of the central and southern federal territories. In the fol¬ lowing year he returned to London and Edinburgh ; but the August of 1831 found him again in New York. The fol- AUG AUG 239 Auerstadt lowing winter and spring he spent in Florida and South Caro- II lina; and in the summer of 1832, he set out for the Northern Augeas. States, with an intention of studying the annual migrations of birds, particularly of the passenger pigeon, of which he has given a striking description ; but his career was arrested at Boston by a severe attack of cholera, which detained him there till the middle of August. After that he explored the coasts, the lakes, rivers, and mountains of N. America, from Labrador and Canada to Florida, during a series of laborious journeys, that occupied him for three years. From Charles¬ ton, accompanied by his wife and family, he took his third departure for Britain. Before, however, he had quitted these islands, he had begun to publish at Edinburgh his American Ornithological Bio¬ graphy, which at length filled five very large octavo volumes. The first appeared in 1831, and the last in 1839. This book is admirable for the vivid pictures it presents of the habits of the birds, and the adventures of the naturalist. The de¬ scriptions are characteristically accurate and interesting. M. Audubon spoke English fluently, with a foreign ac¬ cent ; and he wrote it easily, but with an occasional foreign idiom. It is true, as he informed us, that in this publica¬ tion the style was corrected by his friend the late Professor Macgillivray of Aberdeen ; but from having examined Au¬ dubon’s MS. notes, before he had ever met Mr Macgillivray, we can positively state, that any similarity to be discerned between their acknowledged writings on natural history, may be as justly attributed to an imitation of the spirited descrip¬ tions of Audubon by his friendly assistant, as to any obliga¬ tion of Audubon to that author for the graphic style of his narrative. We may add, that Audubon always acknowledged the services of Mr Macgillivray in terms of enthusiastic friendship and regard. In 1839 Audubon bade a final adieu to Europe; and re¬ turning to his native country, he published in a more popu¬ lar form his Birds of America, in seven octavo volumes, the last of which appeared in 1844. His ardent love of nature still prompted him to new en~ terprizes, and he set out on fresh excursions ; but in these he was accompanied by his two sons, and one or two other individuals, instead of his former solitary rambles. The re¬ sult of these excursions was the projection of a new work, The Quadrupeds of America, in atlas folio, and also a Bio¬ graphy of American Quadrupeds ; both of which were com¬ menced at Philadelphia in 1840. The latter was completed in 1850, and is, perhaps, even superior to his Ornithological Biography. To great intelligence in observing, and accuracy in deli¬ neating nature, to a vigorous handsome frame, and pleasing expressive features, M. Audubon united very estimable men¬ tal qualities, and a deep sense of religion without a trace of bigotry. His conversation was animated and instructive ; his manner unassuming; and he always spoke with grati¬ tude to Heaven for the very happy life he had been per¬ mitted to enjoy. He died, after a short illness, in his own residence on the banks of the Hudson, at New York, on the 27th of January 1851. (t. s. T.) AUERSTADT, a small village in the Prussian province of Saxony, celebrated for the victory more commonly known by the name of the neighbouring city of Jena, which the French gained over the Prussians in October 1806. AUGEAS (Avyeas or Avyetas), a fabulous king of Elis, famed for his stable, which contained 3000 oxen, and had not been cleansed for thirty years. Hercules was desired to clear away the filth from this stable in one day; and Au¬ geas promised, if he performed it, to give him a tenth part of the cattle. This task Hercules is said to have executed by turning the course of the rivers Alpheus and Peneus through the stable ; and when Augeas refused to keep his engagement, Flercules slew him, and gave his kingdom to his son Phyleus, who had shown an abhorrence of his fa- Augereau ther’s insincerity. II AUGEREAU, Pierre Francois Charles, Duke 0f^ugsbu^g- Castiglione, was the son of obscure parents, and born in 1757. After enlisting in the armies of France, he after¬ wards entered into the Neapolitan service ; but retired from it and joined the Republican army that watched the move¬ ments of Spain in 1792. He became an officer in the army of Italy, and distinguished himself in storming the Bridge of Lodi in 1796. Next year he took part with Barras and the Directory, and was the prime agent in the revolution of Fructidor; but his jealousy of his former comrade, Buona¬ parte, prevented their intimacy; and he had the honour of being one of the general officers not privy to the noted re¬ volution of the 18th of Brumaire (Nov. 9.) 1799. Mutual jealousy kept them aloof until 1805, when Augereau was made a marshal of the French Empire, and appointed to the command of the expedition against the Voralberg, which he quickly subdued. He distinguished himself greatly in the battles of Jena and Eylau. In 1809-10 he commanded the French in Catalonia, and tarnished his laurels by unneces¬ sary cruelty to the Spaniards; but he was again more hon¬ ourably conspicuous in the campaign of 1813, especially in the terrible battle of Leipzig. In 1814 he submitted, and retained a command under the Bourbons; and in the fol¬ lowing year he refused to join Napoleon on his escape from Elba. He had the painful task of being one of the commis¬ sion that sat on the trial of Marshal Ney, whom he did not long survive, as he died of dropsy in 1816. (t. s.t.) AUG RE, or Auger, an instrument used by carpenters and joiners to bore large round holes. It consists of a wooden handle and an iron shank, terminated at bottom with a steel bit. Auger is likewise the name of an instru¬ ment of a similar kind which is used for boring into the soil in order to ascertain the nature of the substrata, or the ex¬ istence of water. It has connecting rods to adapt it to the different depths required. AUGSBURG, a celebrated city of Germany, capital of the circle of the Upper Danube, in Bavaria. On the con¬ quest of Rhaetia by Drusus, Augustus established a Roman colony here, about b.C. 14, and gave it the name of Augusta Vindelicorum. In the fifth century it was sacked by the Huns, and afterwards came under the power of the Frank¬ ish kings. It was almost entirely destroyed in the war of Charlemagne against Thassilon, Duke of Bavaria ; and after the dissolution and division of that empire, it fell into the hands of the Dukes of Suabia. After this it rose rapidly into importance as a manufacturing and commercial town, and about the middle of the thirteenth century it was raised to the rank of a free imperial city, which it retained till 1806, when it was annexed to the kingdom of Bavaria. This city is pleasantly situated in an extensive and fer¬ tile plain, between the rivers Werlaeh and Lech, 36 miles W.N.W. of Munich, with which it is connected by railway. Lat. 48. 21. 46. Long. 10. 54. 42. E. Its fortifications were dismantled in 1703, and though still surrounded by walls and ditches, these would now form but a poor defence against an enemy. The town is generally ill-built; one street, how¬ ever (Maximilian Street), is remarkable both for its breadth and architectural magnificence. The public buildings of Augsburg are worthy of notice. Among these is the town- hall, said to be the finest in Germany, built in the begin¬ ning of the seventeenth century. One of its rooms, called the “ Golden Hall” from the profusion of its gilding, is 110 feet long, 58 broad, and 52 high. The palace of the bishops, where the memorable Confession of Faith wras pre¬ sented to Charles V., is now used for government offices. There are also a cathedral, various churches and chapels, a school of arts, a polytechnic institution, a picture gallery, gymnasium, deaf-mute institution, orphan asylum, public library, &c. The “Fuggerei,” built in 1519 by the bro- 240 AUG Augsburg thers Fugger, consists of 106 small bouses let to indigent Confession citizens at a mere nominal rent. The manufactures of M Augsburg are various and important, consisting of woollen, v 1‘qus linen, cotton, and silk goods, watches, jewellery, mathemati- *"Cal instruments, machinery, leather, paper, &c. The Allge- meine Zeitung, or Augsburg Gazette, is published here. It is the principal seat of the commerce of S. Germany, and of the commercial transactions between that and the S. of Europe. Pop. (1849), including the garrison, 37,986. Augsburg Confession. This celebrated confession of faith was drawn up by Luther and Melanchthon, on behalf of themselves and other reformers, and presented in 1530 to the Emperor Charles V. at the diet of Augusta or Augs¬ burg, in the name of the evangelic body. It contains 28 chapters, of which the greater part is occupied with an im¬ partial representation of the religious opinions of the Pro¬ testants, and the remainder in pointing out the errors and abuses that occasioned their separation from the Church of Rome. AUGUR, an officer among the ancient Romans, origi¬ nally appointed to foretell future events by the chattering, flight, and feeding of birds; though afterwards they divined also by prodigies, lightning, &c. There was a college or community of these functionaries, consisting originally of three members. Afterwards the number was increased to nine, four of whom were patricians and five plebeians. This number was augmented by Sulla to fifteen, and Julius Caesar added another. They bore an augural staff or wand, as the ensign of their authority; and their dignity was so much respected that they were never deprived of office, even though convicted of the most enormous crimes. AUGURY, in its proper sense, the art of foretelling fu¬ ture events by observations on birds; though it is used by some writers in a more general signification, as comprising all the different kinds of divination. AUGUST, in Chronology, the eighth month of our year; so called in honour of Augustus Caesar, who in this month was created consul, thrice triumphed in Rome, subdued Egypt, and made an end of the civil wars. AUGUSTA, capital of the county of Kennebec, in the state of Maine, N. America, is situated on both sides of the river Kennebec, 43 miles from the ocean. The river is here crossed by a fine bridge, 520 feet in length; and the town is well laid out, containing a handsome state-house of white granite, an arsenal, lunatic asylum, &c. Population (1850) 8231. Augusta, a city in the state of Georgia, on the Savan¬ nah river, and capital of the county of Richmond; 96 miles from Milledgeville, with which it is connected by railway. It is situated in a district rich in cotton, large quantities of which are conveyed to Charleston and Savannah. The town is regularly laid out, and handsomely built, the streets cross¬ ing each other at right angles. Pop. 6403. Augusta, or Agosta, a well-built and fortified city in the intendancy of Catania, in Sicily. It stands on a tongue of land near Cape Croce, and has a good harbour, from which salt, honey, oil, and wine are exported. Pop. 15,000. AUGUST ALES, in Roman Antiquity, an epithet given to the flamens or priests appointed to sacrifice to Augustus after his deification. The ludi, or games, celebrated in hon¬ our of the same prince on the 4th day before the ides of October, were also called Augustales, or Augustalia. AUGUSTALIS Pr^fectus, a title peculiar to the Ro¬ man magistrate who governed Egypt, with a power much like that of a proconsul in other provinces. AUGUSTAN Age, a term used to designate the most brilliant period of Roman literature, or the age of Augustus, when Virgil, Horace, Cicero, Ovid, Catullus, Tibullus, and other great geniuses flourished. Augustan Confession. See Augsburg Confession. AUGUSTIN, or Austin, St, the first archbishop of A U G Canterbury, was originally a monk in the convent of St AuSustilie Andrew at Rome, and educated under St Gregory, after- wards Pope Gregory L, by whom he was sent into Britain with forty other monks of the same order, about the year 596, to convert the English Saxons to Christianity. The missionaries landed in the isle of Thanet; and having sent some French interpreters to King Ethelbert with an account of their errand, the king gave them leave to convert as many of his subjects as they could, and assigned as their place of residence Durovernum, now Canterbury, to which they were confined till the conversion of the king himself, whose ex¬ ample had a powerful influence in promoting the conversion of his subjects; but though he was extremely pleased at their becoming Christians, he never attempted to compel them. Augustin despatched a priest and a monk to Rome, to acquaint the pope with the success of his mission, and to desire his solution of certain questions. These men brought back with them a pall, and several books, vestments, uten¬ sils, and ornaments for the churches. His holiness, by the same messengers, gave Augustin directions concerning the settling of episcopal sees in Britain ; and ordered him not to pull down the idol temples, but to convert them into Christian churches, only destroying the idols, and sprinkling the place with holy water, that the natives, by frequenting the temples they had been always accustomed to, might be the less shocked at their entrance into Christianity. Au¬ gustin resided principally at Canterbury, which thus became the metropolitan church of England ; and having established bishops in several of the cities, he died May 26, 607. AUGUSTINE, {Aurelius Augustinus), or Austin, St, the most illustrious of the fathers of the church, was born at Tagaste (Tajelt), a city in Numidia, on the 13th Novem¬ ber, a.d. 354. His father, Patricius, was a burgess of Ta¬ gaste, and at that time an unconverted pagan; but his mother, Monica or Monnica, a woman of great piety, instructed their son in the principles of Christianity. In his early youth he fell dangerously ill, and earnestly desired to be baptized; but the danger being past, the rite was deferred. He studied, by his father’s desire, at Tagaste, Madaura, and afterwards at Carthage. In his nineteenth year, the perusal of Cicero’s Hortensius (a work now lost) made a deep impression on his mind, and he began to entertain a love for wisdom. Ac¬ cordingly he applied himself with diligence to the study of the Sacred Scriptures; but he soon suffered himself to be seduced by the Manicheans, to whose pernicious doctrines he adhered for nine years. After teaching grammar for some time at Tagaste, he returned to Carthage and became a teacher of rhetoric; but being disgusted with his com¬ panions and the manners of the scholars, he formed the re¬ solution of going to Rome, much against the inclination of his mother. In that city he soon attracted many scholars; but finding them no less depraved than his former pupils, he quitted Rome and settled at Milan, where he was elected professor of rhetoric. Here he had the opportunity of hear¬ ing the discourses of St Ambrose, whose arguments, to¬ gether with the study of St Paul’s epistles, and the conver¬ sion of two of his friends, determined him to retract his errors and quit the sect of the Manicheans. He spent the vacation of the year 386 at the country seat of his friend Verecundus, and applied himself in earnest to the study of the Scriptures, preparatory to his baptism, which took place, together with that of his natural son Adeodatus, and his friend Alypius, at Easter in the following year. Shortly after this event, his mother came to Milan, and invited him to return with her to Carthage; but at Ostia, whither they had gone to embark for Africa, Monica was seized with sick¬ ness and died. Augustine arrived in Africa towards the close cf 388 ; and having obtained a small villa beyond the walls of the city of Hippo, he associated himself with eleven other persons of eminent piety, and they dwelt together in a monastic state for the space of three years. Renouncing AUG Augustins all individual property, they possessed their goods in com- Ai o' t mon5 distinguished themselves by wearing leather girdles, v, ° < / an<^ exercised themselves continually in prayer, fasting, study, and meditation. Hence arose the Austin or Augus¬ tine fiiars, or eremites of St Augustine, who were the first 01 dei of mendicants; those of St Jerome, the Carmelites, and others, being only branches of that of St Augustine. It was about this period that Augustine acceded to the urgent solicitations of Valerius, bishop of Hippo, to be or¬ dained a priest; but he still continued to reside with his brethren in theii little monastery. In the year 393 he was appointed, though still only a presbyter, to expound the creed before the council of Hippo. Two years after, Valerius, who was very desirous to retain the services of so eminent a person, appointed Augustine his coadjutor or colleague, and succeeded in obtaining his appointment to the bishopric of Hippo, by Megalus, bishop of Calame, who was at that time primate of Numidia. fhe life of Augustine closed amidst scenes of violence and blood. The Vandals under the fierce Genseric laid siege to Hippo; and during this period of aggravated distress and misery, Augustine breathed his last on the 28th August 430, at the age of 76. The best account of his life is to be found in his own celebrated Confessions, in which he has recorded with manly candour the excesses of his early years, and the progress of his con¬ version to Christianity. His writings are greatly esteemed, and there are many editions of his separate works. The best complete edition is that of the Benedictines in 11 vols. folio, published at Paris, 1679-1700, and reprinted at Paris in 1836-38, in 22 half volumes. Tillemont, in his Ecclesi¬ astical History, has devoted a quarto volume of 1075 pages to the life and writings of St Augustine. AUGUSTINS, or Augustinians, one of the four men¬ dicant orders in the Church of Rome, so called from St Augustine, whose rule they observe. The Augustins, po¬ pularly also called Austin friars, were originally hermits, whom Pope Alexander IV. first congregated into one body, under their general Lanfranc, in 1256. Soon after their in¬ stitution this order was brought into England, where they had about thirty-two houses at the time of their suppres¬ sion. The Augustins dress in black. AUGUSTOO, or Augustow, a city in Poland, capital of the woiwodship of the same name, situated on the river Netta, near a lake. It contains about 4000 inhabitants, and has a considerable trade in horses and cattle. It was founded in 1557 by Sigismund II. (Augustus). The woiwodship is the northernmost part of Poland, extending from the Bug to the Niemen, between N. Lat. 52. 40. and 55. 5. E. Long. 21. 20. and 23. 9. Its extent is 6870 square miles, inclos¬ ing the greater portion of the lakes of Poland, and many districts of extensive woods, but with some patches of good arable land. It is divided into five obwods or circles, one of which bears the same name. AUGUSTULUS, Romulus, the last Roman emperor of the West. See Roman History. AUGUSTUS, Fort, a small fortress seated on a plain at the head of Loch Ness, in Scotland, between the rivers Tarf and Oich. Augustus, the appellation conferred upon Caesar Octavi- anus, the first Roman emperor. Its etymology is not quite certain, but the Greeks always translate it by 2e/?ao~ro5, “the Venerable.” He was the son of C. Octavius by Atia, a daughter of Julia, the sister of C. Julius Caesar. An ac¬ count of his life is given under the article Roman His¬ tory. The obscure name Octavius, as Gibbon observes, he derived from a mean family in the little town of Aricia. It was stained with the blood of the proscription; and he was desirous, had it been possible, to erase all memory of his former life. The illustrious surname of Caesar he as¬ sumed as the adopted son of the dictator, for which reason his name Octavius also was changed into Octavianus ; VOL. iv. A U N 241 but he had too much good sense either to hope to be con- Aula founded, or to wish to be compared, with that extraordinary II man. It was proposed in the senate to dignify their mini- Aunger- ster with a new appellation ; and, after a very serious dis- vyIe‘ cussion, that of Augustus was chosen from among several VwN’/^/ others, as being the most expressive of the character of peace and sanctity which he uniformly affected. Augustus was therefore a personal, Caesar a family distinction.& The title of Augustus, which should naturally have expired with the prince on whom it was bestowed, continued to be reserved for the monarch; while the name of Caesar was more freely conferred on his relations, and, from the reign of Hadrian at least, became appropriated to the second per¬ son in the state, who was considered the presumptive heir of the empire. Nero was the last prince who could allege any hereditary claim to the honours of the Julian line. But at his death the practice of a century had inseparably con¬ nected the appellation with the imperial dignity, and it has been preserved by a long succession of emperors, Romans, Greeks, Franks, and Germans, to the present time. AULA is used by Spelman for a court-baron, as by Taci¬ tus and Suetonius for courtiers generally. In some old ec¬ clesiastical writers it signifies the nave of a church, and sometimes a courtyard. Aula Regia, ox Regis, a court established by William the Conqueror in his own hall, composed of the king’s great of¬ ficers of state, who resided in his palace, and were usually attendant on his person. This court was regulated by the article which forms the eleventh chapter of Magna Charta, and was established in Westminster Hall, where it has ever since continued. AULCESTER, or Alcester, a market-town of War¬ wickshire, at the junction of the Alne and Arrow. It wtis once a place of some importance, and the residence of seve¬ ral of our monarchs in remote periods. It has a fine old Gothic church. Market-day Tuesday. Pop. in 1851, 2027. AULERCI, a powerful Gallic people who dwelt between the Seine and the Loire. They were divided into three tribes, viz., the Eburovlces, the Cenomdni, and the Brano- vlces. According to Ptolemy, the Diablintes were a branch of the same. AULIC, an epithet given to certain officers of the Ger¬ man empire, who compose a court which decides, without appeal, in all processes entered in or submitted to it. Aulic, in the Sorbonne and foreign universities, is the ceremony observed in conferring the degree of doctor of divinity. It begins by a harangue of the chancellor, ad¬ dressed to the young doctor, after which he receives the cap, and presides at the aulic or disputation. AULIS, the port in the Greek island of Euboea from which the Grecian fleet sailed to the siege of Troy. AULUS Gellius. See Gellius. AUMALE, formerly Albemarle, from the Latin Alba Marla, a town of France, capital of a canton in the de¬ partment of Seine Infer., on the banks of the Bresle, 35 miles N.E. of Rouen. Pop. 2000. The French dukedom of Aumale, originally a county, has belonged since 1675 to prmces of the blood. In the English peerage the earldom of Albemarle is at present in the family of Keppel. AUMONE, Tenure in, in Law, a tenure where lands are given in alms to some church or religious house. A UN CEL Weight, an ancient balance, prohibited by seveial statutes, on account of the deceits practised by it. It consisted of scales hanging on hooks, fastened at each end of a beam, which were lifted up by the hand. In many parts of England auncel weight signifies meat sold by the hand, wnthout scales. AUNE, a French measure for cloths, &c.: at Rouen = 1 e j,at Calais = 1*52, at Lyons = P061, and at Paris - 0-J5 ; all now superseded by the metre. AUNGERVYLE, Richard, commonly known by the 2 H 242 A U R A U R Aunis name of Richard de Rury, was born in 1281, at St Ed¬ mund’s Bury, in Suffolk, and educated at the University ot Oxford; after which he entered into the order of Benedic¬ tine monks, and became tutor to the Prince of Wales, On the accession of his pupil to the throne as Edward 11 ., ie was promoted to various offices of dignity, and was nna y made bishop of Durham, as well as lord high chance oi an treasurer of England. He corresponded with some ot the greatest men of the age, particularly with the poet 1 e- trach. He was of a most humane and benevolent temper. Every week he caused eight quarters of wheat to e *na e into bread, and given to the poor; besides distributing large sums whenever he travelled. He founded a library at Oxford for the use of the students, which he furnished with the best collection of books then in England; and ap¬ pointed five keepers, to whom he granted yearly salaries. He died at his manor of Aukland, 24th April 1345, and was buried in the cathedral church of Durham. He wrote, 1. Philobiblion, containing directions for the management of his library at Oxford, and a great deal in praise of learn¬ ing, but in very bad Latin. 2. Epistolce Famiharmm; some of which are addressed to Petrarch. 3. Orationes ad Principes ; mentioned by Bale and Pitts. , . AUNIS, an ancient province of France, now included in the departments of the Lower Charente and Deux evres. AURAY, a small seaport town of France, situated on a river of the same name in the department of Morbihan, 10 miles W. of Yannes. It consists of one handsome street, and is chiefly known for its trade. Pop. in 1846, 3755. AURELIA (from aureus, golden). See Chrysalis. AURELIANUS, Lucius Domitius, emperor of Rome, See Roman History. , . . . , Aurelianus, Ccelius, a very celebrated physician, born in Numidia, probably towards the end of the third century. He wrote on acute and chronic diseases. Edited by Am¬ man, Amstel. 1709, 4to. AURELIUS Victor. See Victor. Aurelius. See Antoninus, Marcus Aurelius. AUREOLA, in its original signification, signifies a jewel, which is proposed as a reward of victory in some public dis¬ pute. Hence the Roman schoolmen applied it to denote the reward bestowed on martyrs, virgins, and doctors, on account of their works of supererogation ; and painters use it to signify the crown of glory with which they adorn the heads of saints, confessors, and martyrs. AUREUS, the standard gold coin of Rome, first struck A.u.C. 546 ; current value = 25 denarii, or 100 sestertii, equivalent to 17s. 8-|d. Forty aurei were made from a pound of gold; but their value was gradually diminished till under Nero, 45 were made from a pound, and under Constantine, 72.—Hussey, On Ancient Weights and Money. ZURICH, a province (Landrosteibezirk) of Hanover, situated on the North Sea, between Oldenburg and Hol¬ land. It comprizes the old province of East Friesland. Its area is 870 geographical square miles, and it E divided into 12 amts. Pop. in 1848, 174,355, of whom 118,394 were Lutherans, 50,007 Reformers, 3249 Roman Catholics, and 2254 Jews. See Hanover. Aurich, its capital, is 12 miles N.E. of Emden, with which it is connected by the canal of Trecktief. The town is well built and has an an¬ cient princely castle, in which the provincial courts now sit; several handsome churches, cavalry barracks, gymnasium, and public library. It is noted for its horse and corn mar¬ kets, and has a considerable general trade. Pop. 4500. AURICULAR Confession, in the Roman Catholic Church, is a declaration of sins made in private to a priest, for the purpose of obtaining absolution. The scriptural authority for this practice is supposed to be found in Mat¬ thew xviii. 18 ; Acts xix. 18 ; James v. 16; 1 John i. 9. AURIFLAMMA, or Oriflamme, a standard belonging to the Abbey of St Denis, suspended over the tomb of that Auriga saint, which the religious, on occasion of any war, took down with great ceremony and gave to their protector or advocate, ^ to be borne at the head of their forces. Oriflamme is some- Boreahs times used to denote the chief standard in any army. ^ — ^ - ■ AURIGA, the Waggoner, a constellation of the northern hemisphere. It contains, in Bode’s catalogue, 261 stars. AURILLAC, a town of France, capital of the dep. of Cantal and of an arrond. of the same name. It is pleasantly situated on the right bank of the Jourdanne, which is here crossed by a handsome bridge. It has tribunals of primary instance and commerce, a communal college, a society of agriculture, arts, and commerce, and a public library of 7000 volumes. Here are to be seen remains of the ancient castle of St Etienne, the church of St Geraud, a Benedictine Abbey, &c. The inhabitants manufacture tapestry, lace, cutlery, paper, leather, &c.; and are great breeders of horses. Pop. of arrondissement in 1851, 96,433 ; of town, 9886. AURORA, the ’Hws of the Greeks, the goddess of the dawn, was the daughter of Hyperion and Theia according to Hesiod, or of Pallas according to O vid. It was under this name that the ancients deified the light which foreruns the rising of the sun above our hemisphere. Aurora is re¬ presented by the poets as ascending from her ocean bed in a flame-coloured chariot, and opening with her rosy fingers the gates of the east, pouring dew upon the earth, and causing the flowers to spring. Nox and Somnus fly before her, and the constellations of heaven disappear at her ap¬ proach. Her amours with Orion, Cephalus, and Tithonus, are celebrated by the poets; and by Astrseus she became the mother of the stars, winds, &c. In the tragic writers, Eos is identified with the day. Aurora Borealis, Polar Light, Northern Lights, or Streamers, is a beautifully luminous meteor, appearing in the form of beams or rays, and sometimes in that of arches or crowns. The rays are seldom stationary, generally flitting with greater or less velocity throughout the hea¬ vens • the arches are sometimes single; sometimes several concentric ones are seen. These lights, or meteoric co¬ ruscations, are most brilliant in the arctic regions, appear- in,r mostly in the winter season and in frosty weather. In the Shetland Islands, the merry dancers, as they are there and elsewhere called, are the general attendants of clear evenings, and serve to diminish materially the gloom of the long winter nights. They commonly appear at twilight near the horizon, and sometimes continue in that state for several hours without any sensible motion ; after which they send forth streams of stronger light, which rise from the horizon in a pyramidal undulating form, shooting with great velocity up to the zenith, assuming columnar and other shapes, and varying in colour from a reddish yellow to the darkest russet. At other times they cover the whole hemisphere with their flickering and fantastical corusca¬ tions. On these occasions their motions are amazing y quick, and they astonish the spectator with rapid changes of form. They break out in places where none were seen before, skimming briskly along the heavens ; then they are suddenly extinguished, leaving behind a uniform dus y track, which, again, is brilliantly illuminated in the same manner, and as suddenly left a dull blank. Some nights they assume the appearance of vast columns; exhibiting on one side tints of the deepest yellow, and on the other melting away till they become undistinguishable from the surrounding sky. They have generally a strong tremulous motion from end to end, which continues till the whole vanishes. According to the state of the atmosphere, their colours vary. They sometimes assume the hue of blood, on which occasion their appearance is considered porten¬ tous. Then the rustic sages become prophetic, and ter¬ rify the gazing spectators with the dread of war, pestilence, and famine. This superstition is not peculiar to the north¬ ern islands; nor are these appearances of recent date. ! he AURORA BOREALIS. Aurora ancients called them chasmata, and trohes, and bolides, ac- Borealis. cording to their forms or colours. Formerly earty timesJ it is said, these meteoric lights were ex- rare. tremely rare, and on that account were the more taken notice of. From the days of Plutarch to those of our sage historian Sir Richard Baker, they were supposed to por- tend great events, and lively imaginations shaped them into aerial conflicts : ■Fierce fiery warriors fight, upon the clouds, In ranks, and squadrons, and right form of war. Dr Halley tells us, that when he observed a great aurora borealis in 1716, he had begun to despair of ever seeing one at all; none having appeared, at least of any consider¬ able extent, from the time he was born until then. But notwithstanding this long interval, it seems that, in some pei iods, the aurora borealis had been seen much more frequently; and perhaps this, as well as many other na¬ tural phenomena, may be subject to periodical changes and variations. History. The only thing resembling a distinct history of this phe¬ nomenon is that which has been given by the learned Dr Halley, in the Philosophical Transactions, No. 347. The first account he gives is of the appearance of what is called by him burning spears, which were seen at London on the 30th January 1560. This account is taken from a book en¬ titled A Description of Meteors, by W. F. D. D., reprinted at London in 1654. The next appearance, according to the testimony of Stow, was on the 7th October 1564. In 1574 also, according to Camden, and Stow above-mentioned, an aurora borealis was observed two nights successively, viz. on the 14th and 15th of November, having much the same appearances as that described by Dr Halley in 1716, and which we now so frequently observe. Again, an aurora was twice seen in Brabant, in the year 1575, viz. on the 13th of February and 28th of September. Its appearances at both these times were described by Cornelius Gemm, pro¬ fessor of medicine in the university of Louvain, who com¬ pares them to spears, fortified cities, and armies fighting in the air. After this, Michael Maestlin, tutor to the great Kepler, assures us, that atBaknang in the county ofWur- temberg in Germany, these phenomena, which he styles chasmata, were seen by himself no less than seven times in 1580. In 1581 they again appeared, in an extraordi¬ nary manner in April and September, and in a less degree at some other periods of the same year. In September 1621, a similar phenomenon was observed all over France, and described by Gassendus, who gave it the name of aurora borealis ; yet neither this, nor any similar appear¬ ance posterior to 1574, is described by English writers till the year 1707, which, as Dr Halley observes, shows the prodigious neglect of curious matters that then prevailed. From 1621 to 1707, indeed, there is no mention made of an aurora borealis having been seen by any body; and, considering the number of astronomers who during that period were in a manner continually poring over the hea¬ vens, we may very reasonably conclude that nothing of the kind really made its appearance until after an interval of eighty-six years. A small one was seen in November 1707 ; and during that and the following year, the same appear¬ ances were repeated five times. The next on record is that mentioned by Dr Halley in March 1716, which from its brilliancy attracted universal attention, and was considered by the vulgar as marking the introduction of a foreign race of princes. Since that time these meteors have been much more frequent. Many of those observed in this island have been described. The following account of a splendid aurora borealis, as seen from the Gosport Observatory on the 7th January 1831, will give an idea of the brilliancy of this meteor, and of its colours, lustres, arches, and beams. 243 “ In the afternoon of this day there was a peculiar bright- Aurora ness in the atmosphere near the horizon, for several de- Borealis, grees on each side of the true north point, which indicat- v— ed the approach of an aurora; indeed we have reason toAuror?' suspect that it was a faint appearance of one ; while thep°realls sun shone in all his splendour, without the interposition'J°SI)0r ’ of cloud or vapour. Shortly after sunset an aurora bore¬ alis gradually rose above the northern horizon, and at a quarter past five o’clock it had assumed the form of an arch of refulgent light, ten degrees in height, and seventy degrees in width. From this time till half-past five it con¬ tinued to increase in the intensity of its light, expanding to the western point of the horizon, and fifty-five degrees to the eastward of north, which made the chord of the aurora a hundred and fifty-five degrees. Now, a bright flame-coloured rainbow-like arch, between three and four degrees broad, and pretty well defined at its upper edge, emanated from the curved edge of the aurora to an alti¬ tude of thirty-five degrees; and while it remained ap¬ parently stationary, a beautiful rainbow-like arch, still more brilliant, formed about ten degrees south of the zenith, by streamers suddenly springing up from the N. E. by E. and W. by S. points of the horizon, and meeting in the zenith, so that these two bows presented them¬ selves at the same time. At thirty-five minutes past five, the latter bow, in some parts four and in others six degrees in width, divided a little to the eastward of its vertex; and the long streamers which formed it passed off' gently to the southward in very bright patches, two in the south-east and one in the south-west quarters, like luminous clouds, and continued in sight nearly a quarter of an hour. One of these bright patches nearly covered Orion several mi¬ nutes. At forty minutes past five another rainbow-like arch, equally wide and bright, was formed bj'long streamers from about the same points of the horizon, whose point of convergence was the same, and its course through the feet of Gemini, near the Pleiades, through Aries, the square of Pegasus, the head of Equuleus, and the bow of Antinous. It passed off gradually towards the south ; and at a quarter before six the planet Mars, then near the meri¬ dian, and about forty-five degrees in altitude, rested, as it were, conspicuously on it. At six it had gone far towards the southern horizon, and could scarcely be perceived, leaving the sky unusually clear and bright. By this time the bow over the aurora had much increased in altitude, and was nearly effaced. “ At a few minutes past six, after a great many coloured columns of light had risen from the north-east and north¬ west quarters, and passed the zenith, the aurora sunk con¬ siderably towards the horizon ; but its upper edge remain¬ ed bright and very well defined. Some of the streamers or columns were long, others short, and the widest gene¬ rally remained long enough to pass through a gradation of prismatic colours. At half-past six the aurora again in¬ creased in altitude, and vivid coruscations radiated from every part of its arch, and, on intermixing with each other, formed wide columns, which were so grand with crimson tints as to astonish every spectator. Between seven and eight the aurora had spread at least two thirds over the heavens, and as far as the shoulders of Orion on the east¬ ern side of the meridian, when large perpendicular co¬ lumns, and short pointed luminous coruscations, rising from the aurora, glittering like spears and conical points in nearly parallel rows, now mixing and then dividing, all passed through red, orange, lake, crimson, green, and purple tints; so that the appearance altogether over so great an extent of the heavens was exceedingly grand, particularly when contrasted with the cerulean sky, and its spangled constellations, in the southern portion of the hemisphere. 244 AURORA BOREALIS. Aurora Borealis. Aurora Cumber¬ land House. “ At ten minutes before eight the aurora was in its great¬ est splendour. At five minutes before eight another lu¬ minous rainbow-like arch stretched across the heavens from the eastern point of the horizon, and displayed several prismatic colours while passing southward. Soon after eight a large dark space, in and near the horizon, present¬ ed itself several degrees on each side of the magnetic north, and the aurora, still far over the heavens, gradu¬ ally diminished. At nine it again ascended, and wide columns rose from every part of its arch, and passed through the same colours as before-mentioned. Between nine and ten the magnetic needle, which in the early part of the evening stood at twenty-four degrees west of the true north, was disturbed, and receded upwards of half a degree northward, either by the influence of the aurora, or by a change of wind from north-east to south¬ west, and of course a change in its electrical state. At a quarter before eleven there was a grand display of about twelve or fourteen glowing columns from the aurora, se¬ veral of which passed beyond the zenith, when a per¬ fect red rainbow-like arch, ten degrees above the aurora, was visible. At eleven another bow three degrees and a half wide rose from the aurora, and passed through Aries, Cassiopeia, Ursa Minor, and the square of Ursa Major, until, reaching the zenith, it gradually disappeared. At half-past eleven the aurora again began to sink slowly, and did not rise afterwards. At five minutes before twelve, a large brilliant meteor, the only one observed through the night, passed under Ursa Major. At one o'clock A. m. the highest part of the aurora, about the magnetic north, had sunk to within six or seven degiees of the horizon; yet bright coruscations occasionally ema¬ nated from it till two, when the observations were discon¬ tinued, as no more interesting meteoric appearances were likely to occur.” The auroras observed, one at Cumberland House and another at Fort Enterprize, in North America, are de¬ scribed by Lieutenant Hood, in Captain Franklin’s Nar¬ rative. The account of the former is as follows “ For the sake of perspicuity,” says Mr Hood, “ I shall describe the several parts of the aurora observed at Cumberland House, which I term beams, Jiashes,^ and arches. The beams „„„„„ are little conical pencils of light, ranged in parallel lines, with their pointed extremities to¬ wards the earth, generally in the direction of the dipping needle. The flashes seem to be scattered beams, approach¬ ing nearer to the earth, because they are similarly shaped, and infinitely larger. I have called them flashes, because their appearance is sudden, and seldom continues long. When the aurora first becomes visible, it is formed like a rainbow, the light of which is faint, and the motion of the beams undistinguishable. It is then in the horizon. As it approaches the zenith, it resolves itself at intervals into beams, which, by a quick undulating motion, project them¬ selves into wreaths, afterwards fading away, and again brightening, without any visible expansion or concentra¬ tion of matter. Numerous flashes are seen in different parts of the sky. That this mass, from its short distance above the earth, would appear like an arch to a person si¬ tuated at the horizon, may be demonstrated by the rules of perspective, supposing its parts to be nearly equidistant from the earth. An undeniable proof of it, however, is afforded by the observations of the 6th and 7th of April, when the aurora, which filled the sky at Cumberland House, from the northern horizon to the zenith, with wreaths and flashes, assumed the shape of arches at some distance to the southward. “ But the aurora does not always make its first appear¬ ance as an arch. It sometimes rises from a confused mass of light in the east or west, and crosses the sky towards the opposite point, exhibiting wreaths of beams, or coronae Aurora boreales, in its way. An arch, also, which is pale and uniform at the horizon, passes the zenith without display- ing any irregularity or additional brilliancy; and we have seen three arches together very near the northern horizon, one of which exhibited beams, and even colours; but the other two were faint and uniform. On the 7th of April an arch was visible to the southward, exactly similar to that in the north, and it disappeared in fifteen minutes. It had probably passed the zenith before sunset. The motion of the whole body of aurora is from the northward to the southward, at angles not more than twenty degrees from the magnetic meridian. The centres of the arches were as often in the magnetic as in the true meridian. “ The colours do not seem to depend on the presence of any luminary, but to be generated by the motion of the beams, and then only when that motion is rapid, and the light brilliant. The lower extremities quiver with n fiery red colour, and the upper with orange. We once saw violet in the former. The number of aurorae visible in Sep¬ tember was two, in October three, in November three, in December five, in January five, in February seven, in March sixteen, in April fifteen, and in May eleven. Calm and clear weather was the most favourable for observa¬ tion ; but it is discernible in cloudy weather, and through mists. We could not perceive that it affected the wea¬ ther. The magnetic needle, in the open air, was disturbed by the aurora, whenever it approached the zenith. Its motion was not vibratory, as observed by Mr Dalton; and this was, perhaps, owing to the weight of the card attached to it. It moved slowly to the east or west of the magnetic meridian, and seldom recovered its original direction in less than eight or nine hours. The greatest extent of its aberration was 45". A delicate electrometer, suspended at the height of fifty feet from the ground, was never perceptibly affected by the aurora; nor could we distinguish its rustling noise, of which, however, such strong testimony has been given to us, that no doubt can remain of the fact.” The account of the aurora observed at Fort Enterprize ^uror^ ot is also interesting and instructive with reference to the ™ri^n' theory of the phenomenon. “ The shapes of the aurora observed at Fort Enterprize, at its entry into the horizon, and progress through the sky, may be reduced under two general descriptions. In the first I shall class those which are formed like rainbows or arches in the earliest stage of their appearance. They rise with their centres sometimes in the magnetic meridian, and sometimes several degrees to the eastward or west¬ ward of it. The number visible at the same time seldom exceeds five, and is seldom limited to one. The altitude of the lowest, when first seen, is never less than four degrees. As they advance towards the zenith, their centres (or the parts most elevated) preserve a course nearly in the mag¬ netic meridian, or parallel to it. But the eastern and west¬ ern extremities vary their respective distances, and the arches become irregularly broad streams in the zenith, each dividing the sky into two unequal parts, but never crossing one another till they separate into parts. Those arches which were bright at the horizon increase their brilliancy in the zenith, and discover the beams of which they are composed when the interior motion is rapid. This inte¬ rior motion is a sudden glow, not proceeding from any visible concentration of matter, but bursting out in seve¬ ral parts of the arch, as if an ignition of combustible mat¬ ter had taken place, and spreading itself rapidly towards each extremity. In this motion the beams are formed, such as are described in the preceding observations upon the subject. They have two motions ; one at right angles to their length or sideways; and the other a tremulous AURORA BOREALIS. Aurora Borealis. ' and short vibration, in which they do not exactly preserve their parallelism to each other. By the first they project themselves into wreaths, serpentine forms, or irregular broken cuives. The wreaths, when in the zenith, present the appearance of coronae boreales. The second motion is always accompanied with colours; for it must be ob¬ served, that beams are often formed without any exhibi¬ tion of colours; and I have not, in that case, perceived the vibratory motion. The beams, in different aurorae, and sometimes in the same, are of different magnitudes, arising, probably, from their various distances. These evolutions, often repeated, destroy the shape and cohe¬ rence of the several arches, though they doubtless retain the arched appearance to the eye of a spectator at the southern horizon; for it would be absurd to suppose that these changes occur only in the zenith of one particular place. The observations at different places in 1820 af¬ ford satisfactory proof to the contrary; and the number of arches often increased or diminished in their advance to the zenith, by a dismemberment of which, from their distance, we could not distinguish the particulars. How¬ ever, their several parts passed gradually to the south¬ ward, where they assumed the form of an arch. They are also sometimes distributed into flashes, and other de¬ tached portions, which pass to the south-eastward. The revolution of an arch from north to south occupies a space of time varying from twenty minutes to two hours. At Cumberland House, the arches were in many instances almost stationary for several hours, a proof that if their motion was not slower, their distance from the earth was greater, than at Fort Enterprize. The arches, which are faint at the horizon, very frequently pass the zenith with¬ out any increase of brilliancy or apparent internal motion. “ The second general class of aurorae are those which propagate themselves from different points of the compass, between north and west towards the opposite points; sometimes also originating in the south-east quarter, and extending themselves towards the north-west. They may be subdivided, like the former, into the distant arches which pass to the southward without much visible change in their appearance, and those which discover beams, and separate at intervals into wreaths, flashes, and irregular segments, exhibiting all the phenomena described above. In explaining the mode by which the two general classes of aurorae are conducted into the horizon, I shall call the motion of the arches, which is in a plane seldom deviat¬ ing more than two points from the magnetic meridian, the direct motion ; and that by which the aurorae propa¬ gate themselves nearly at right angles to the magnetic meridian, the lateral motion. Let us suppose a mass of aurorae to be modelled at its birth in a longitudinal form, crossing the meridians at various angles, the whole to be impelled with a direct motion towards the magnetic south, but the parts having different velocities, and each extre¬ mity continually removing itself by a lateral motion from the centre, so as to increase the length of the mass. If the centre enter the northern horizon, it will appear like an arch, the real extremities being invisible; and its di¬ rect motion will carry it to the southward in that form. But if one extremity first enter the horizon, it will extend itself by its lateral motion to the opposite point, passing, at the same time, by its direct motion to the southward. Of the unequal velocities of the parts, we had many in¬ stances, in the direct motion of the arches, by which the centres were often carried from the zenith sixty or seventy degrees to the southward, while the extremities did not ma¬ terially alter their positions. Nor can this be accounted for by any application of the rules of perspective, because arches exactly similar sometimes changed the bearings of their extremities in proportion to the advance of their 245 centres; and at Cumberland House, on two occasions, Aurora the extremities of arches arrived at the east and west Borealis, points of the compass, while their centres remained only ten degrees above the northern horizon.” It was for a long time matter of doubt whether this me-Aurora teor made its appearance only in the northern hemisphere, Australis, or whether it was also to be observed near the south pole. But the occurrence of the aurora in the antarctic regions was clearly ascertained by Mr Forster, who, in his voyage round the world with Captain Cook, observed it in the high southern latitudes, though with phenomena some¬ what different from those which are seen here. On the 17th February 1773, when the navigators were in latitude 58° south, “ a beautiful phenomenon was observed,” says Mr Forster, “ during the preceding night, which appear¬ ed again this and several following nights. It consisted of long columns of a clear white light, shooting up from the horizon to the eastward, almost to the zenith, and gradually spreading on the whole southern part of the sky. These columns were sometimes bent sidewise at their upper extremities; and though in most respects similar to the noithern lights (clutoto, bovetxlis') of our hemisphere, yet differed from them in being always of a whitish colour’ whereas ours assume various tints, especially those of a fiery and purple hue. The sky was generally clear when they appeared, and the air sharp and cold, the thermometer standing at the freezing point. The accounts of subse¬ quent navigators, particularly Weddell, though given more in detail, differ in no material respect from that just quot¬ ed, and therefore need not be cited at length. They prove that this splendid meteor is not confined to the northern, but occurs also in the southern regions of the globe, though with considerable diversity in the accompanying phenomena. J 0 Colour.—The colours of the polar lights are of various tints. The rays ox beams are steel gray, yellowish gray, pea-green, celandine green, gold yellow, violet blue, purple, sometimes rose red, crimson red, blood red, greenish red, orange red, and lake red. Some of the beams appear as if tinged with black, and resemble dense columns of smoke. The arches are sometimes nearly black, passing into violet blue, gray, gold yellow, or white bounded by an edge of yellow. The colours are also sometimes vivid and prisma¬ tic. Maupertuis describes a very remarkable red-coloured polar light which he saw at Oswer Zornea on the 18th December 1786. An extensive region of the heavens towards the south appeared tinged of so lively a red, that the whole constellation Orion seemed as if dved in blood. The light was for some time fixed, but soon be¬ came movable; and after having successively assumed all the tints of violet and blue, it formed a dome, of which the summit approached the zenith in the south-west. Its splendour was so great as to be in no degree affected by the bright light of the moon. Maupertuis adds, that he observed only two of these northern lights in Lapland, winch are of very rare occurrence in that country, al- though the aurora there assumes a great variety of tints; hence they are considered by the natives as of portentous omen, and as the forerunner of some great calamity, ihese red-coloured polar lights have of late years been observed in the Shetland Islands; in many parts of Scot¬ land, as in the neighbourhood of Edinburgh ; and in Eng¬ land, fiom its northern to its southern extremity. Lustre of the Polar Lights.—The lustre varies in kind as well as intensity. Sometimes it is pearly, sometimes imperfectly vitreous, sometimes also metallic. Its degree of intensity varies from a very faint radiance to a light nearly equalling that of the moon. Pr ogiessive Motions.— 1 he reverend James Farquharson states that “ the aurora borealis follows a determinate order 246 AURORA BOREALIS. Aurora in its appearance and progress; that the streamers or beams Borealis, generally appear first in the north, forming an arch from '***~Y^*/ east to west, having its vertex at the line of the magnetic meridian ; that when this arch is yet only of low elevation, it is of considerable breadth from north to south, having the streamers of which it is composed placed crossways in relation to its own line, and all directed towards a point a little south of the zenith ; that the arch moves forward towards the south, contracting its lateral dimensions as it approaches the zenith, and increasing in intensity of light by the shortening of the streamers near the magnetic me¬ ridian and the gradual shifting of the angles which the streamers near the east and west extremities of the arch make with its own line, till at length these streamers be¬ come parallel to that line, and then the arch is seen as a narrow belt, 3° or 4° only in breadth, extending across the zenith at right angles to the magnetic meridian; that it still makes progress southwards; and, after it has reached several degrees south of the zenith, again en¬ larges in breadth, by exhibiting an order of appearances the reverse of that which had attended its progress to¬ wards the zenith from the north; and that the only con¬ ditions which can explain these appearances are, that the streamers of the aurora are vertical, or nearly so, and form a deep fringe or arch, which stretches a great way from east to west at right angles to the magnetic meri¬ dian, but which is of no great thickness from north to south; and that the arch moves southward, preserving its direction at right angles to the magnetic meridian.” The same gentleman elsewhere remarks, that “ the whole lights in the north part of the sky made a rapid pro¬ gress southward; and the manner of this progress was repeatedly finely exhibited in the fringes and fragments that had reached or passed the zenith, by the extinction of streamers at their northern faces, and the formation of new ones at their southern faces. The advanced southern fringe expired when it had reached about 25° south of the zenith ; and all did so, either when they attained a similar angle south, or before they had gone so far. Ihe confused mass of streamers in the north, as they came for¬ ward in succession to the zenith, and passed that point, unfolded themselves into narrow zones of light at right angles to the magnetic meridian, or very nearly so; for there was occasionally a small deviation from parallelism among themselves. The zones were more numerous than usual, and were separated from each other by less inter¬ vals, sometimes not exceeding 3° or 4°, sometimes, how¬ ever, 15° or 20°.” (Edinb. Phil. Mag!) Height of the Polar Lights.—Opinions differ as to the elevation of the aurora borealis above the surface of the earth, which is a point that can be determined only by a series of accurate observations. Dr Halley observed that the aurora described by him rose to a prodigious height, it being seen from the west of Ireland to the confines of Russia and Poland on the east, nor did he know how much farther it might have been visible; so that it ex¬ tended at least 30 degrees in longitude, and from latitude 50 degrees N. it was seen over all the northern part of Europe ; and, what was very surprising, in all those places where it was visible, the same general appearances were exhibited which Dr Halley noticed at London. But he ob¬ serves, with seeming regret, that he could by no means determine its height for want of observations made at differ¬ ent places; otherwise he might easily have calculated the height of the aurora, as he did that of the luminous ball of 1719. Father Boscovich, says he, determined the height of an aurora borealis, observed on the 16th of December 1737 by the Marquis of Poleni, to have been 825 miles ; Berg- mann, from a mean of thirty computations, makes the ave¬ rage height of the aurora borealis to be 70 Swedish or upwards of 460 English miles; Euler supposes it to be Aurora several thousands of miles in height; and Mairan also as- Borealis, signs it a very elevated region. In the 74th volume of the Philosophical Transactions Dr Blagden, speaking of the height of some fiery meteors, remarks that the “ auro¬ ra borealis appears to occupy as high if not a higher region above the surface of the earth, as may be judged from the very distant countries to which it has been visible at the same time.” On the 22d October 1804 it is said that the same polar light was seen at the same time in Saxony and in Liefland. Mr Dalton of Manchester, in a paper read to the Royal Society of London on the 17th April 1828, describes a polar light which he observed on the 29th March 1826, assuming the form of a regular arch at right angles to the magnetic meridian, and continuing for above an hour in the same position; thus affording a favourable opportunity for obtaining the data requisite for determin¬ ing its height. He took great pains to collect as many authentic accounts as possible of the apparent position of this luminous arch with reference to the stars, when seen from various places where it had been observed in England and in Scotland. And according to Mr Dal¬ ton’s view of the distribution of the meteor, it appears to have been seen in places 170 miles distant from one ano¬ ther in a north and south direction, and 45 miles distant from east to west, thus comprising an area of 7000 or 8000 square miles; but it must have been visible over a much greater extent. Accounts were received of its hav¬ ing been seen as far north as Edinburgh, and as far south as Manchester and Doncaster, and at most of the inter¬ mediate towns. From the exact correspondence of the descriptions at all these places, it was inferred that they referred to the same individual luminous appearance. In proceeding from north to south, the apparent altitude of the arch continually increased, still keeping the south of the zenith to the distance of Kendal, at which place it very nearly crossed the zenith. At Warrington, which is farther south, the culminating point of the arch was north of the zenith ; and, wherever seen, the arch always seemed to terminate nearly in the magnetic east and west, at two opposite points of the horizon. The observations in which the author placed the greatest confidence for determining the height of the aurora were those made at Whitehaven and at Warrington, places which are distant 83 miles from each other, and situated nearly on the same mag¬ netic meridian. Calculating from the data they afford, he found the height of the arch very nearly 100 miles above the surface of the earth, and immediately over the towns of Kendal and Kirkby-Stephen. This conclusion is countenanced by observations made at Jedburgh; yet if the former be compared with those at Edinburgh, the height will come out to be 150 or 160 miles, and the position vertical above Carlisle; but he thinks the former result more entitled to confidence. Assuming the height to be 100 miles, it follows that the breadth of the arch would be eight or nine miles; and its visible length, in an easterly and westerly direction from any one place, would be about 550 miles. But we are disposed to reject these calculations of Dalton, because from the particular details in his memoirs, and the known distribution of the aurorae, it is highly pro¬ bable that the aurorae said by him to have been seen at the same time at great distances were different aurorae, and then not much elevated above the clouds. Indeed Mr Farquharson, in the Philosophical Transactions, part i. 1829, when discussing the value of Mr Dalton’s observations, thinks that the observations made from Edinburgh to War¬ rington might be explained on the supposition that there were several nearly vertical arches of the aurora, almost contemporaneously hanging over many lines from Edin- AURORA BOREALIS. 247 Aurora burgh to Warrington, at a few thousand feet above the sur- Borealis. face. The observations of Dr Richardson, Captain Franklin, Lieutenant Hood, and others, render it highly probable that many polar lights occur at heights not higher than the re¬ gion of clouds. Dr Richardson’s observations seem to show that the aurora is occasionally seated in a region of the at¬ mosphere, below a kind of cloud which is known to possess no great altitude, namely, that modification of cirro-stratus which, descending low in the atmosphere, produces a hazy sheet of cloud over-head, or a fog-bank in the horizon. In¬ deed Dr Richardson is inclined to infer that the aurora bo¬ realis is constantly accompanied by, or immediately pre¬ cedes, the formation of one or other of the forms of cirro- stratus. On the 13th of November and 18th December 1826, at Fort Enterprize, its connection with a cloud inter¬ mediate between cirrus and cirro-stratus is mentioned; but the most vivid coruscations of the aurora were observed when there were only a few thin attenuated shoots of cirro- stratus floating in the air, or when that cloud was so rare that its existence was only known by the production of a halo round the moon. The natives of the arctic regions of North America pretend to foretell wind by the rapidity of the motions of the aurora; and they say, that when it spreads over the sky in a uniform sheet of light, it is follow¬ ed by fine weather, and that the changes thus indicated are more or less speedy, according as the appearance of the meteor is early or late in the evening; an opinion not im¬ probable, when it is recollected that certain kinds of cirro- stratus are also regarded by meteorologists as sure indi¬ cations of rain and wind. Dr Richardson frequently ob¬ served the lower surface of nebulous masses illuminated by polar lights; a fact illustrative of the comparatively low situation of these aurorae. Biot, also, in the island of Unst, observed many aurorae that could not be higher than the re¬ gion of clouds. Captain Franklin in like manner observed low aurorae. “ The important fact,” says he, “ of the exist¬ ence of the aurora at a less elevation than that of dense clouds was evinced on two or three occasions this night (13th February 1821, at Fort Enterprize), and particularly at 11 hours 50 min., when a brilliant mass of light, varie¬ gated with the prismatic colours, passed between an uni¬ form steady dense cloud and the earth, and in its pro¬ gress completely concealed that portion of the cloud which the stream of light covered, until the coruscation had passed over it, when the cloud appeared as before.” Captain Parry, as stated in his third voyage, observed aurorae near to the earth’s surface. It is said that while Lieutenants Scherer and Ross and Captain Parry were ad¬ miring the extreme beauty of a polar light, they all simul¬ taneously uttered an exclamation of surprise at seeing a bright ray of the aurora shoot suddenly downward from the general mass of light, and between them and the land, which was only three thousand yards distant. The ray or beam ofthe polar light thus passed within a distance of three thousand yards, or less than two miles, of them. Further, Mr Farquharson observed in Aberdeenshire an aurora bo¬ realis not more than four thousand feet above the level of the sea; and he agrees with Richardson, Franklin, &c., in believing that the auroras occur in a region immediately above that of the clouds, and of course vary in height with the different states of the atmosphere. But al¬ though this region was very low on the 20th December 1829, in the polar light seen from Alford, we know that at times it is several miles high, agreeing with the observa¬ tions of these intelligent travellers. We have frequently seen the aurora when the height of the clouds could not be estimated at less than two or three miles, and at other times not higher than a thousand or fifteen hundred feet. Position of the Polar Lights.—The arches of the polar lights generally cross the magnetic meridian at right angles; when two or more appear at once they are con- Aurora centric, and tend to the magnetic east and west. The Borealis, beams or streamers in the direction of their length coin- cide with the plane of the dip of the needle, or nearly so ; and each individual streamer is, in fact, parallel to the dip¬ ping needle. Dr Richardson thinks he has observed a pola- rity in the masses of cloud belonging to a certain kind of cirro-stratus approaching to cirrus, by which their long dia¬ meters, having all the same direction, were made to cross the magnetic meridian nearly at right angles. But the ap¬ parent convergence of such masses of cloud towards the opposite points of the horizon, which have been so frequent¬ ly noticed by meteorologists, is an optical deception, pro¬ duced when they are situated in a plane parallel to that on which the observer stands. These circumstances, says Dr Richardson, are here noticed, because, if it shall hereafter be proved that the aurora depends upon the existence of certain clouds, its apparent polarity may perhaps, with more propriety, be ascribed to the clouds themselves which emit the light; or, in other words, the clouds may assume their peculiar arrangement through the operation of one cause (magnetism, for example), while the emission of light may be produced by another, namely, a change in their internal constitution, perhaps connected with a mo¬ tion of the electrical fluid. Magnetic Property of the Polar Lights.—Many years ago philosophers remarked that the magnetic needle was agi¬ tated during polar lights; and hence it was inferred that these lights were somehow connected with magnetism. Other observers, again, maintained that these observa¬ tions must be erroneous, as they could not in any instance perceive the compass affected by the presence of this me¬ teor. But the late observations, of Biot, Hansteen, Gay- Lussac, Kupfer, and particularly of Richardson, Frank¬ lin, and Farquharson, have demonstrated that the magnetic needle is affected by the polar lights. As the fact is one of the most curious in meteorology, we shall now state some particulars illustrative of its nature. In Captain Frank¬ lin’s observations, the horizontal compass was placed in a firm sheltered stand, fixed to the back wall of the house at Fort Enterprize, three feet above the ground, on a northern exposure; and the dipping needle was similarly fixed to the end of the storehouse, at the distance of forty feet. There was no iron near either of them. The house stood on a sand-hill, and there were no large stones in its immediate neighbourhood. The horizontal compass belonged to a small variation transit made by Dollond; and its graduated scale, of one and a half inch radius, was divided into degrees, the degrees counting from north to¬ wards west to 360. Each degree was subdivided into 20, and, by the assistance of a magnifying glass, he could read it off accurately to within three minutes. The horizontal position was preserved by means of a spirit-level attached to the instrument. The manner in which the needle is affected by the au-Action of rora will require some description. “ The motion com-the polar municated to it,” says Captain Franklin, “ was neither sud-%hts on den nor vibratory. Sometimes it was simultaneous with ^scom* the formation of arches, prolongation of beams, or certain^ other changes of form or action of the aurora. But gene¬ rally the effect of these phenomena upon the needle was not visible immediately, but in about half an hour or an hour the needle had attained its maximum of deviation, brom this its return to its former position was very gra¬ dual, seldom regaining it before the following morning, and frequently not until the afternoon, unless it was ex¬ pedited by another arch of the aurora operating in a di¬ rection different from the former one. “ The arches of the aurora,” he adds, “most commonly traverse the sky nearly at right angles to the magnetic 248 AURORA BOREALIS. Aurora meridian, but the deviations from this direction, as has also made in December 1829, by the reverend James har- Aurora Borealis, been already stated, were not rare ; and I am inclined to quharson, h. R. S., of Aberdeenshire, with an apparatus orealis. consider that these different positions of the aurora have transmitted to him by the Royal Society of London. Ihis considerable influence upon the direction of the needle, apparatus consisted of a horizontal brass circle, about one When an arch was nearly at right angles to the magnetic foot in diameter, graduated to divisions of ten minutes, meridian, the motion of the needle was towards the west; and capable of adjustment to a perfect level by means of this westward motion was still greater when one extre- spirit levels and screwed feet. Concentrically within this mity of an arch bore 301°, or about 59° to the west of divided circle moved a circular horizontal brass plate, its the magnetic north, that is, when the extremity of the edge touching the divisions, and having at opposite points arch approached from the west towards the magnetic two verniers, which, by means of attached microscopes,^ north. A westerly motion also took place when the ex- indicated the movements which it made to 60th parts of tremity of an arch was in the true north, or about 36° ten minutes, or 10". The movement of the plate within to the west of the magnetic north, but not in so great a the circle was effected by means of a screw. A circular degree as when its bearing was about 301°. A contrary brass needle-box was attached to the surface of the rnner effect was produced when the same end of an arch ori- plate, and a vertical pointed steel wire for supporting the ginated to the southward of the magnetic west, viz. when needle formed the centre. At opposite points in the it bore from about 245° to 234°, and, of course, when needle-box were fixed two micrometers, with cross wires its opposite extremity approached nearer to the magnetic in the foci, for adjusting the needle to a level, andobser\- north. In these cases the motion of the needle was to- ing any change in its direction. The top of the needle- wards the east. In one instance only a complete arch was box was a circular plate of ground glass, in a brass rmg, formed in the magnetic meridian; in another, the beam made to slip easily off and on, and having screwed into shot up from the magnetic north to the zenith; and in its centre a vertical brass tube about eight inches long, both these cases the needle moved towards the west. for the purpose of suspending the needle with fibres of “ The needle was most disturbed on February 13, p. M., silk, for measuring the time of its oscillations. A honzon- at a time when the aurora was most distinctly seen pass- tal brass pin, with a minute perforation for the silk near ing between a stratum of clouds and the earth, or at least its middle, passed through the vertical tube near its top, illuminating the face of the clouds opposed to the obser- and being contrived with several motions, served to ad- ver. This and several other appearances induced me to just the suspended needle, and bring it correctly ovei the infer that the distance of the aurora from the earth varied steel point, where its levelling could be completely ascer- on different nights, and produced a proportionate effect on tained. The magnetic needle itself was a rectangular plate the needle. When the light shone through a dense hazy about five inches long, half an inch broad, and ^yth of an atmosphere, when there was a halo round the moon, or inch thick. An agate cup set in brass admitted of being when a small snow was falling, the disturbance was gene- screwed in either at the narrow or flat side of the needle; rally considerable ; and on certain hazy cloudy nights the and a little fixed ring of brass, with a minute perforation needle frequently deviated in a considerable degree, al- in its top, rising oyer the cup, admitted of the ready al¬ though the aurora was not visible at the time. Our ob- tachment of the silk; so that the needle could be placed servations do not enable us to decide whether this ought on the steel point, or suspended with the silk, with its flat to be attributed to an aurora concealed by a cloud or haze, face either vertical or horizontal. This apparatus or entirely to the state of the atmosphere. Similar devia- sured, with great accuracy, very minute changes in the tions have been observed in the day-time, both in a clear declination of the needle, one so small as Kf being quite and cloudy state of the sky, but more frequently in the sensible by it. latter case. Upon one occasion the aurora was seen im- The observations made with this apparatus, and P^h" mediately after sunset, whilst bright day-light was remain- lished in the Transactions of the Royal Society oj London ing. A circumstance to which 1 attach some importance for 1830, also show, in a most satisfactory manner, that the must not be omitted. Clouds have been sometimes ob- magnetic needle is actually affected by the presence of the served during the day to assume the forms of the aurora, polar lights. Ihey equally prove that the needle is not in and I am inclined to connect with the appearance of these every instance agitated by the polar lights, even when they clouds the deviation of the needle, which was occasionally are very brilliant; the oscillations taking place only when remarked at such times. An aurora sometimes approached the beams or fringes of the meteor are in the same plane the zenith without producing any change in the position with the dip of the needle, but as the needle is affected of the needle, as was more generally the case ; whilst at in those planes only where the fringes or arches are in the other times a considerable alteration took place although plane just mentioned, it is evident that observers in di - the beams or arches did not come near the zenith. The ferent latitudes may obtain very discordant results in the aurora was frequently seen without producing any percep- same evening. The observations collected by Dalton, of tible effect on the needle. At such times its appearance the appearance of the aurora of the 29th March 18~.6, was that of an arch, or an horizontal stream of dense yel- prove that many fringes or arches may be parallel to each lowish light, with little or no internal motion. The dis- other at remote distances ; and the observations of the turbance in the needle was not always proportionate to the President of the Royal Society, on a luminous arch in agitation of the aurora, but it was always greater when Cornwall, 29th September 1828, which appeared simulta- the quick motion and vivid light were observed to take neously with a remarkable aurora of many arches extending place in a hazy atmosphere. In a few instances, the mo- over the whole of Aberdeenshire, show that the meteor tion of the needle was observed to commence at the in- is sometimes active over a space nearly coincident with the slant a beam darted upwards from the horizon ; and its extent of the kingdom; and there is reason for believing former position was more quickly or slowly regained ac- that it often extends much farther. 1 here might, there- cording to circumstances. If an arch was formed imme- fore, be an extensive succession of observations of distur- diately afterwards, having its extremities placed on op- bance and non-disturbance of the needle at the same in- posite sides of the magnetic north and south to the former slant from north to south over many degrees of latitude, one, the return of the needle was more speedy, and it ge- Noises from the Aurora Borealis.-—Having, many yeais nerally went beyond the point from whence it first started.” ago, both in this country and in the Shetland Islands, heart A series of interesting observations on this subject were very distinctly noises proceeding from the polar lights, we AURORA BOREALIS. Aurora have always given full credit to the statements of those ob- servers who have published accounts of this fact. It is true that late observers, as Scoresby,1 Richardson,2 Franklin, Paiiy, and Hood, never heard such noises, although they do not deny that they may have been heard. Thus Rich¬ ardson says, “ I have never heard any sound that could be unequivocally considered as originating in the aurora; but the uniform testimony of the natives, both Crees and Copper Indians, and Esquimaux, and of all the older resi¬ dents in the country, induces me to believe that its mo¬ tions are sometimes audible.” Captain Franklin says, “ I have not heard the noise ascribed to the aurora, but the uniform testimony of the natives and of the residents in this country induces me to believe that it is occasionally audible.” Parry frequently listened for sounds from the polar lights, but never heard any. Lieutenant Hood says (Franklin’s Narrative, p. 535), “ We repeatedly heard^a hissing noise, like that of a musket bullet passing through the air, which seemed to proceed from the aurora ; but Mr Wentzel assured us that this noise was occasioned by se¬ vere cold succeeding mild weather, and acting upon the surface of the snow previously melted in the sun’s rays. The temperature of the air was then — 35°, and on the two preceding days it had been above zero. The next morning it was — 42°, and we frequently heard a simi¬ lar noise. Mr Hearn’s description of the noise tof the aurora agrees exactly with Mr Wentzel’s, and with that of every other person who heard it. It would be an absurd scepticism to doubt the fact any longer, for our observations have rather increased than diminished the probability of it.” Muschenbroeck says that the Green¬ land fishers in his time assured him that they had fre¬ quently heard noises proceeding from the aurora borea¬ lis. Mr Nairne is confident that he has heard a hiss¬ ing and whizzing noise when the polar lights were very bright; and Mr Cavallo affirms that he more than once heard a crackling noise from polar lights. Giesecke, who resided so long in West or Old Greenland, says, “ the polar lights sometimes appear very low, and then they are much agitated, and a crashing and crackling sound is heard, like that of an electric spark, or the falling of hail.” Professor Parrot of Dorpat describes a magnificent polar light he witnessed on the 22d October 1804, from which a crackling and rustling noise proceeded. “ We learn from the inhabit¬ ants,” says Captain Brooke, in hisinteresting travels through Norway, “ with respect to the polar or northern lights, that they had frequently heard the noise that sometimes at¬ tends them, which they describe like that of a rushing wind. At Hammerfest they said they were violent, and descended so low that it would appear almost possible to touch them.” In a letter from Mr Ramm of Tonset in Norway, addressed to Professor Hansteen, and published in the Magazin fur Naturwidenskaberne, Christiana, 1825, we are told that he several times heard a quick whispering noise simultaneously with the motion of the beams of the polar lights. In the same journal, Professor Hansteen says, “ The polar regions being in reality the native country of the polar light, we ought to be particularly interested in obtaining any additional information on the natural history of this remarkable phenomenon; and we have so many certain accounts of the noise attending it, that the nega¬ tive experience of southern nations cannot be brought in opposition to our positive knowledge. Unfortunately, we live, since the beginning of this century, in one of the great pauses of this phenomenon; so that the present generation knows but little of it from personal observation. It would 249 therefore be very agreeable to receive, from older people, Aurora observations of this kind, made in their youth, when the Borealis, aurora borealis showed itself in full splendour. It can be proved mathematically that the rays of the northern lights ascend from the surface of the earth, in a direction inclin¬ ing towards the south (an inclination which, with us, forms an angle of about 73°). If, then, this light occupies the whole northern sky, rising more than 17° above the zenith, the rays must proceed from under the feet of the observer, although they do not receive their reflecting power till they have reached a considerable elevation, perhaps beyond our atmosphere. It is therefore conceivable why we should frequently hear a noise attending the northern lights, when the inhabitants of southern countries, who see the phenomenon at a distance of many hundred miles, hear no report whatever. Wargentin, in the fifteenth volume of the Transactions of the Swedish Academy, says, that Dr Gisler and Mr Hellant, who had resided for some time in the north of Sweden, made, at the request of the aca¬ demy, a report of their observations on the aurora borea¬ lis.” To these observations Professor Hansteen adds, that Captain Abrahamson, in the Transactions of the Scandi¬ navian Literary Society, has given an account of several observations of noises that were heard proceeding from the northern lights. The professor concludes with stating that he himself knows several persons who have distinctly heard the same sounds; he expresses his surprise that a fact so well established should be called in question; and he relates, with some sharpness, a conversation he once had on this subject with an Englishman, who remarked that the Norwegian tales of noises proceeding from polar lights were akin to the ghost stories of this country. Theory of the Aurora Borealis.-—The theory of this phenomenon is involved in the copious details which have been given under the different foregoing heads; and, in¬ deed, from all that is known, it appears reasonable to infer that it is intimately connected with electricity and magne¬ tism. “ The aurora borealis,” says Dr Young, “ is certainly in some measure a magnetical phenomenon; and if iron were the only substance capable of exhibiting magnetic effects, it would follow that some ferruginous particles must exist in the upper regions of the atmosphere. The light usually attending this magnetical meteor may possibly be derived from electricity, which maybe the immediate cause of a change in the distribution of the magnetic fluid con¬ tained in the ferruginous vapours which are imagined to float in the air.” (Lectures, vol. i. p. 687.) This assump¬ tion offerruginous particles or vapours, however, seems pure¬ ly gratuitous and imaginary; and as iron is not the only sub¬ stance or matter capable of exhibiting magnetic effects, light itself being susceptible of polarization, the above hy¬ pothesis is therefore untenable even on the ground on which it has been rested by its author. But it is nevertheless cer¬ tain that the cause of this luminous meteor is intimately connected with magnetism and electricity; or rather, as the magnetic is variously modified and affected by the electric power, with the phenomena of electro-magnetism. “ It is doubtful,” says Dr Young in another place, “whether the light of the aurora borealis may not be of an electric nature; the phenomenon is certainly connected with the general cause of magnetismand he refers in support of this opinion to the ascertained fact that the primitive beams or rays of light are constantly observed in a direction paral¬ lel to that of the dipping needle; adding, that “ although the substance be magnetical, the illumination which renders it visible may still be derived from the passage of electricity, 2 i VOL. IY. 1 Arctic Regions, and Journal of a Voyage to the Northern Whale Fishery. 2 Remarks on the Aurora Borealis, in Franklin and Richardson’s Journey to the Shores of the Polar Sea. 250 A U R Aurora at too great a distance to be discovered by any other test. Borealis. (Lectures, vol. i. p. 716.) The fact is, that in magnetism, the agency of electricity is now clearly made out, and they are shown to stand to each other in the relation of effect and cause, at least in as far as that all the phenomena of magnetism are producible by electricity; but no electric phenomena have ever been hitherto produced by magne¬ tism. (Herschel’s Preliminary Discourse, p. 93.) Hence the aurora “ is certainly connected with the general cause of magnetism,” in as far as it is a joint result or effect of the cause by which it is now known that all the phenome¬ na of magnetism are producible ; but this connection is one of relation or coincidence merely; and hence it is to the agency of electricity that the phenomena of the aurora are primarily to be ascribed. “ This wonderful agent, says Mr Herschel, “ which we see in intense activity in lightning, and in a feebler and more diffused form traversing the upper regions of the atmosphere in the northern lights, is pre¬ sent, probably in immense abundance, in every form of mat¬ ter which surrounds us, but becomes sensible only when disturbed by excitements of peculiar kinds.” (Prelim. Dis¬ course, p. 329, 330.) Mr Canton, likewise^ conceives that the aurora is occasioned by the rapid transition or passage of electrical matter from positive towards negative clouds, throughout the upper region of the atmosphere, where the resistance is the least; but he supposes that the aurora which appears at the time when the magnetic needle is dis¬ turbed is not the cause of this disturbance, which he at¬ tributes to the heat of the earth, and that it is merely the electricity of the healed air above, disengaged chiefly in the northern regions, where the alteration in the tempera¬ ture of the air is greatest. Be this as it may, however, the experiment contrived by Mr Canton shows clearly that the phenomena of the aurora are intimately connected with, or rather consequent on, a particular constitution of the at¬ mosphere in regard to density and electricity. If, for ex¬ ample, a glass tube about three feet in length be partially exhausted of air, hermetically sealed, and then applied longitudinally to the prime conductor of an electrical ma¬ chine, the whole tube will be illuminated from end to end, and this illumination will continue for a considerable time after it has been removed from the conductor. If, again, the tube be drawn through the hand either way, the light will become remarkably intense throughout its whole length; and although a great part of the electricity will be discharg¬ ed by this operation, the tube will nevertheless emit flashes at intervals, if held by one extremity and kept quite steady; while, if grasped by the other hand at a different place, vivid flashes of light will dart from one end to the other, and continue to be emitted for a considerable time with¬ out any fresh excitation. It is to be observed, however, that if the density of the air included in the tube be either increased or diminished beyond a certain limit, none of these luminous appearances will be exhibited; and it is this circumstance which shows that the phenomena of the aurora depend on a certain constitution of the atmosphere in point of density and electricity, and that the meteoric appearances or coruscations can never attain the elevation ascribed to them by some philosophers, but must in every case be confined within the limits of our atmosphere, con¬ formably to the observations of Biot and others already detailed. Beccaria, indeed, conjectures that there is a constant and regular circulation of the electric fluid from north to south; and he gives it as his opinion that the aurora borealis is this electric matter performing its transit southwards, in a state of the atmosphere which renders it visible, or approaching nearer than usual to the earth. But such a transition or circulation as that here suggested could only be produced by the diurnal revolution of the earth round its axis; and as the meteor is observed in the A U R southern with nearly the same appearances as in the Aurum northern hemisphere, there must consequently be a circu- Coronarium lation from south to north as well as from north to south ; AuSgngog in other words, if there be any such tendency as that v > which Beccaria supposes, it must proceed equally or nearly so from both poles towards the equator. The following is a list of the most important papers, treatises, and works on this subject: Berlin Mem. 1710, i. 131 ; Halley, Phil. Trans. \7\&, 1719, xxix. 406, xxx. 684; Hearne, Phil. Trans, xxx. 1107; Langworth, Huxham, Hallet, and Cal- lendrini, Phil. Trans, xxxiv. 132, 150; Maier, C. Petr. iv. 121; Mairan, Traite de VAurore Boreale, 1733, 1754 ; Weidler, de Aurora Boreali, 4 ; Wargentin, Phil. Trans. 1751, p. 126, and History, 1752, p. 169, 1753, p. 85; Bergmann, Schw. Ahh. 200, 251; Wiedeburg, uher die Nordlichter, 8, Jena, 1771 ; Hupsch, Vntersuchung des Nordlichts, 8, Cologne, 1778; Van Swinden, Recueil de Memoires, Hague, 1784; Cavallo, Phil. Trans. 1781, p. 329 ; E. M. Physique, art- Aurore Boreale; Wilke von den Neuesten Erhldrungen des Nordlichts, Schwedisches Mus. 8, Wismar, 1783; Hey, Wollaston, Hutchinson, Franklin, Pigott, and Cavendish, Phil. Trans. 1790, pp. 32, 47, 101; Dalton’s Meteorological Observations, 1793, p. 54, 153; Chiminello on a Luminous Arch, Soc. Ital. vii. 153 ; Ritter on the Lunar Periods of the Aurora, Gilb xv. 206. (R< J-) AURUM Coronarium, in Homan Antiquity, a present of money collected in the provinces for a victorious general, which was originally expended for a golden crown (Cic. Leg. Agr. ii. 22). The number of crowns sent to a general was sometimes very great. (Liv. xxxix. 7.) AURUM Musiyum, or Mosaicum, the old name for the bisulphuret of tin. See Chemistry. AURUNGABAD,a cityof Hindostan,inthe native state of Hyderabad, or dominions of the Nizam. It was founded about the year 1620 under the name of Gurka, by Mallik Amber, an Abyssinian who had risen from the condition of a slave, to great influence and command. Subsequently it became the capital of the Mogul conquests in the S. of India; and in the time of Aurungzebe, who made it the seat of government during his viceroyalty of the Deccan, it received the name of Aurungabad, and became the prin¬ cipal place of an extensive province of the same name, stretching westward to the sea, and comprehending nearly the whole of the territory now comprised within the British districts, constituting the northern division of the Presidency of Bombay. Aurungabad continued to be the capital of the succession of potentates bearing the modern title of Nizam, after those chiefs became independent of Delhi, until they quitted it for Hyderabad. The city has greatly fallen from its ancient grandeur. The interior is but half peopled, and in ruins, presenting melancholy appearances of desertion and decay. The population is, however, still considerable, and in the bazaar, which is very extensive, are exposed for sale various kinds of commodities, European and Indian, par¬ ticularly silks and shawls. The walls are similar in their construction to those of all the other cities in this quarter in India, being rather low, with round towers. Distance from Poona 138 miles, from Bombay by Poona 207, from Hyderabad 270. Long. 75. 21. E. Eat. 19. 51. N. (e. t.) AURUNGZEBE, the last of the eminent Mogul sove¬ reigns of India. See India. AUSCULTATION (auscultare, to listen), among phy¬ sicians, is a method of distinguishing internal diseases by observing the sounds in the different organs by means of a tube applied to the surface. See Stethoscope. AUSENSES (Avcms), an ancient and very savage people of Libya. Herodotus tells us that they had all their women in common. The children were brought up by their mothers till they were able to walk; after which they were intro- A U S Ausonia duced to an assembly of the men, who met every three I! months, and the man to whom any child first spoke acknow- asia*1" ledSed d'msed ds father. They celebrated annually a feast i / in honour of Minerva, in which the girls, dividing into two companies, fought with sticks and stones, and those who died of their wounds were concluded not to have been virgins. AUSONIA, an ancient name of Italy, so called from the Ausones, who were likewise designated Aurunci. AUSONIUS {Decimus Magnus), a Homan poet of the fourth century, was the son of an eminent physician, and born at Burdigala {Bordeaux) about A.r>. 300. His educa¬ tion was conducted with unusual care, either because his ge¬ nius was very promising, or because the scheme of his nativity, which had been cast by his maternal grandfather, was found to promise great fame and advancement. He made extra¬ ordinary progress in classical learning; and after complet¬ ing his studies at Toulouse, he practised for a time at the bar in his native place. At the age of 30 he became a teacher of grammar, and soon afterwards was promoted to be pro¬ fessor of rhetoric. In this office he acquired so great a re¬ putation that he was appointed preceptor to Gratian, the Emperor Valentinian’s son. The rewards and honours conferred on him for the faithful discharge of his duties, prove the truth of Juvenal’s maxim,—that when fortune pleases she can raise a man from the humble rank of rheto¬ rician to the dignity of consul. He was appointed consul by the Emperor Gratian in the year 379, after having filled other important offices; for besides the dignity of quaestor, to which he had been nominated by Valentinian, he was made praefect of Latium, of Libya, and of Gaul, after that prince’s death. His speech returning thanks to Gratian on his promotion to the consulship, is highly commended. The time of his death is uncertain, but he was certainly alive in 388, and is said to have attained a great age. It has been supposed that he was a convert to Christianity. There is great inequality in his works. His manner and style are often harsh, and he is decidedly inferior to Claudian in Lati- nity and versification. The best edition of Ausonius’poems is the Variorum of Tollius, published in 8vo at Amsterdam in 1671. AUSPEX, a name signifying “the observer of birds” for the purpose of ascertaining the will of the gods, and is synonymous with augur. The word is formed from A U S 251 avis, bird, and inspicere, to inspect. Plin. Quasi. Rom. Ausserho- C. 72. den AUSSERHODEN, or Outer Rhodes, one of the dis- II tricts of the canton of Appenzell, in Switzerland. See Ap- Aus.fcra1' penzelu, ^ asia7 j AUSTEN, William, an eminent English artist of the fifteenth century, whose works in bronze are pronounced by Flaxman to equal in style the first Italian Cinquecentists. His best-known work, the magnificent tomb of Richard Earl of Warwick, who died in 1439, is in the Beauchamp chapel in that city. It is of gilt bronze, ornamented with many figures in a vigorous style, and displaying great knowledge of the human figure. It is inscribed as the work of “ Willm. Austen, citizen and founder of London.” See Dugdale’s Warwickshire. Austen, Jane, an elegant novelist of the present century, born in 1775 at Steventon in Hampshire, of which parish her father was the rector. Miss Austen was a lady of great per¬ sonal attractions, and a most amiable disposition. Her six novels are pure and spirited delineations of domestic life, with that delicate discrimination of female character which few but of the gentler sex can adequately pourtray. “ Sense and Sensibility J “ Pride and Prejudice,” “ Mansfield Park” and “Emma,” were published before her death; but “North- anger Abbey j and “ Persuasion” were posthumous works. Miss Austen died at Winchester on the 24th of July 1817. AUSTER, the south wind, or south-west wind, called Notus, Noro?, by the Greeks. AUSTERLITZ,a small town of Moravia, 12miles E.S.E. of Brunn. It has a magnificent palace belonging to the prince of Kaunitz-Rietberg, and contains 3300 inhabitants. It has been rendered memorable by the great victory ob¬ tained in its vicinity, on the 2d December 1805, by the French under Napoleon, over the united forces of Austria and Russia under their respective emperors. A US TLE, or Austell, St, a market-town in the hundred of Powder, county of Cornwall. It stands in a district rich in tin and copper mines, and abounding in clay used in the porcelain-clay works in the neighbourhood, as well as in the potteries of Staffordshire. There are also some manufac¬ tures of woollen cloths. The church is an ancient struc¬ ture with a very fine tower and many curious sculptures. Market-day Friday. It is 243 miles from London, and 13 from Truro. Population of town in 1851, 3565. AUSTRALASIA, Introduc- In modern geography, the fifth great division of the earth’s toryobser- surface. The learned and intelligent President de Brosses was the first writer who suggested that all the lands and islands in the Austral world should be divided into three portions, corru-’ sponding with the three great oceans, the Indian or Ethiopic, the Atlantic, and the Pacific; those in the Indian Ocean and to the south of Asia to be named Australasia ; those in the two Pacifies, from the multitude of islands, Polynesia (a name first used, we believe, by De Barros) ; and those in the Atlantic to the south of Cape Horn, and the Cape of Good Hope, Magellanica. The last, however, became unnecessary, as soon as it was ascertained that the Terra Australis incognita had no existence. The two divisions of Australasia and Polynesia will be fou nd to comprehend, with sufficient convenience, all those islands that cannot with propriety be referred to any of the four continents of the globe. Nor is there any difficulty in draw¬ ing a line of separation between these two divisions ; though it is not quite so easy to mark the distinct boundary between the Australasian and the Asiatic islands, where they melt into each other, about the equator, at the N.W. extremity of Papua or New Guinea. In a geographical view, the small islands of Waygiou, Salwatty, Batanta, Mysol, and I imorlaut, ought strictly to belong to Australasia; but peo¬ pled as they are by Asiatics of the Malay tribe, and under thg influence of the Dutch settlements, it may perhaps be more proper, in a moral and political point of view, to con¬ sider them as belonging to the Asiatic Islands; more par¬ ticularly as we shall then have all the Australasian popula¬ tion with very few exceptions, marked with more or less of the African or Negro character. But, in fact, all geogra¬ phical divisions are and must be to a certain degree arbitrary. If, then, we take the equator as the northern boundary i]ouruiaries from the 132° to the 175° of east longitude; continue a line on the latter meridian to the 55th parallel (bending a little to take in New Zealand) for the eastern ; another line along the same parallel to the 65th degree of east longitude for Plate C. the southern; and a slanting line to the point on the equa¬ tor from which we set out, so as to include Kerguelen’s Land, and pass on the eastern sides of Timorlaut, Ceram, Mysol, and Salwatty, for the western boundary; those lines 252 Austral¬ asia. Australia, or New Holland, Progress o discovery. AUSTRALASIA. will circumscribe the whole of the Australasian islands. We have included the uninhabited islands of Kerguelen and St Paul and Amsterdam, because they cannot properly be con¬ sidered as African islands, though arranged, we believe, under that division by Pinkerton ; they are of less import¬ ance to geography than to geology. Australasia, then, may be subdivided into the following groups and islands:— 1. Australia, or New Holland. 2. Van Diemen’s Land, or Tasmania. 3. New Guinea, and the Louisiade Archipelago. 4. New Britain, New Ireland, and neighbouring islands. 5. Solomon’s Islands. 6. New Hebrides. 7. New Caledonia. 8. New Zealand, and isles to the southward. 9. Kerguelen’s Islands, or Islands of Desolation. 10. St Paul and Amsterdam. 11. Numerous reefs and islets of coral scattered over the Australasian Sea. I. The first attempt to explore this island, which, from its size, may be considered as the fifth continent of the earth, is unquestionably due to the Dutch; for although some part of the northern coast may have been seen by the early na¬ vigators of Spain and Portugal, there is no direct testimony in favour of such a discovery. There are two charts in the British Museum which belonged to the Harleian Collec¬ tion; one French, w ithout date, which was probably the ori¬ ginal ; and the other English, apparently a copy: the latter is dedicated to the king of England, and bears date 1542. In both of these charts is marked down an extensive tract of country to the southward of the Moluccas, under the ' name of Great Java, agreeing more nearly with the position and extent of New Holland than any other land. The form given to the N.W. part of the coast in these charts ap¬ proaches nearest to the truth ; a part, indeed, which may have been seen by those early navigators who visited the Moluccas long before the date of the English chart. It is a singular coincidence in geographical nomenclature, that, on the east coast of the French chart, something like a Bo¬ tany Bay should be designated under the name of Coste des Herbaiges. The Abbe Prevost, in the Histoire Generale des Voyages, and the President de Brosses, in his Histoire des Navigations aux Torres Australes, are not very happy in advancing a claim in favour of Paulovier de Gonneville, a French captain, to the discovery of this Terra Australis in 1504. It was the coast of Madagascar upon which Gon¬ neville was driven, as is evident by tbeir own accounts. The best and most authentic abstract of the Dutch dis¬ coveries on the coasts of New Holland is contained in the instructions given by the governor-general of Batavia to Commodore Abel Jansen Tasman, and published by Mr Dalrymple in his Collection concerning Papua. From this document it appears that the Dutch government of Bantam in 1605 despatched the Duyfhen yacht to explore the islands of New Guinea. Returning to the southward along the islands on the northern side of Torres Strait, she came to that part of the Great South Land which is now called Cape York; but all these lands were then thought to be connected, and to form the southern coast of New Guinea. “ Thus,” says Captain Flinders, “ without being conscioys of it, the com¬ mander of the Duyfhen made the first authenticated dis¬ covery of any part of the Great South Land, about the month of March 1606.” About the same place, and in the same year, Torres, a Spanish navigator, being second in command to Fernandez de Quiros, saw the Terra Australis, but had as little knowledge of the nature of his discovery as the commander of the Duyfhen. He passed the strait, how¬ ever, which divides this Terra Australis from New Guinea, whose existence was not generally known till 1770, when it was rediscovered and passed by our great circumnavigator Captain Cook. Of this, and his other discoveries, Torres Austral- addressed an account to the king of Spain, and, as it after- asia- wards appeared, had taken the precaution to lodge a copy of it in the archives of Manilla; for, when that city was sur¬ rendered to the British forces in 1762, Mr Dalrymple snatched from oblivion this interesting document of early discovery, and, as a just tribute to the enterprising Spanish navigator, he gave to this passage the name of Torres Strait, by which it is now universally known. In 1617 the Dutch sent a second expedition, but “with little success;” the journals of which were lost. In 1623, the yachts Pera and Arnheim were despatched from Am- boyna, under the command of Jan Carstens, who, with eight of the Arnheim’s crew, was treacherously murdered by the natives of New Guinea; but the vessels prosecuted the voyage, and discovered the great islands Arnheim and the Spult. The Arnheim returned to Amboyna; the Pera per¬ sisted, and ran along the west coast of New Guinea, as they thought, but in reality New Holland, to Cape Keer-veer or Turn-again, and from thence explored the coast farther south¬ ward, as far as 17°, to Staten River. “ In this discovery were found everywhere shallow water and barren coasts, islands altogether thinly peopled by divers cruel, poor, and brutal nations; and of very little use to the (Dutch East India) Company.” The next expedition sent by the Dutch was from Banda in 1636, when Gerrit Tomaz Pool proceeded with the yachts Klein Amsterdam and Wesel, and nearly at the same place, on the coast of New Guinea, met the same fate which had befallen Carstens; but the supercargo, Pieterson, continued the voyage, and discovered the coast of Arnheim, or Van Diemen’s Land, in 11° S., and sailed along the shore 120 miles, but without seeing any inhabitants. Abel Jansen Tasman sailed on a second voyage of dis¬ covery from Batavia in 1644; but no account of this voyage was ever made public, nor is it known to exist. No chart bearing his name is now known, but there is little doubt that the N.W. coast of New Holland was first explored by him; and it is singular enough that Dampier should say he had Tasman’s chart of it. Tasman is also supposed to have sailed round the Gulf of Carpentaria ; an opinion which Cap¬ tain Flinders considers to be strengthened, from the names of Tasman, of the governor-general, and of two of the coun¬ cil, who signed his instructions, being applied to places at the head of the gulf, as well as that of Maria, the governor’s daughter, to whom Tasman is said to have been attached. Tasman had sailed, on a former voyage, from Batavia in 1642, for the Mauritius; whence steering south and eastward upon discovery, he fell in with land, to which he gave the name of Anthony Van Diemen’s Land, in honour of the governor-general, “ our master,” he adds, “ who sent us out to make discoveries.” The last voyage undertaken by the Dutch for the dis¬ covery of Terra Australis was in 1705, when three Dutch vessels were sent from Timor, “ with orders to explore the north coast of New Holland better than it had been done before.” The account, however, given by the President de Brosses is so vague and imperfect that very little satisfactory information is to be obtained from it. It is on the west coast that the Dutch appear to have been most successful. In Tasman’s instructions it is stated, that “ in the years 1616, 1618, 1619, and 1622, the west coast of this great unknown south land, from 35° to 22° south latitude, was discovered by outward-bound ships, and among them, by the ship En- dragt.” Dirk Hartog commanded this ship, and seems to have made the coast in latitude about 26° 30' S., and to have sailed northward along it to about 23°, giving the name of Landt van Endragt to the coast so discovered; and that of Dirk Hartog’s Road (called afterwards Shark’s Bay by Dampier) to an inlet on the coast a little to the southward of 25°. A plate of tin was found in 1697, and again seen by AUSTRALASIA. 253 Austral- Baudin in 1801, on one of the islands which forms the road- asia. stead, bearing an inscription that the ship Endragt of Am- sterdam arrived there on the 25th October 1616. After this several outward-bound ships fell in by accident with differ¬ ent parts of this coast. The Dutch made little progress in any other part of the extensive coasts of New Holland. The instructions to Tas¬ man say, “ In the year 1627 the south coast of the Great South Land was accidentally discovered by the ship the Guldee Zeepard, outward bound from Fatherland for the space of 1000 miles.” From the circumstance of this ship having on board Pieter Nuyts, who was sent from Batavia as ambassador to Japan, and afterwards appointed governor of Formosa, the name of Nuyts’ Land was given to this long range of coast. The first English navigator who appears to have seen any part of New Holland is the celebrated William Dampier, who, in his buccaneering voyage round the world, in January 1686, touched at the N.W. coast, for the purposes of ca¬ reening his vessel and procuring refreshments. He made the land in latitude 16° 15', and ran along the shore to the N.E. till he came to a bay or opening fit for the purpose. In 1699 Dampier a second time visited the north-western coast of this Terra Australis, being now legitimately employed in making discovery in His Majesty’s ship the Roebuck. Of this part of the coast little more is yet known than what has been described by Dampier, and that little is due to the ex¬ ploration of Captain King. It was left for our celebrated navigator Captain Cook to complete the grand outline of the fifth continent of the world. The reign of George III. will ever be distinguished for the liberal principles on which voyages of discovery were under¬ taken, and their results communicated to the world. The Endeavour was fitted out to observe, at Tahiti, the transit of Venus over the sun’s disk; on her return, in 1770, Captain, then Lieutenant Cook, explored the whole E. coast of the Terra Australis Incognita, from Cape Howe to Cape York, not minutely entering into the details of every part, which would have been impossible, but laying down a correct general outline. “ He reaped,” says Captain Flinders, “ the harvest of discovery ; but the gleanings of the field remained to be gathered.” In his passage through Endeavour Strait, between Cape York and the Prince of Wales’ Islands, he not only cleared up the doubt which till then existed, of the actual separation of Terra Australis from New Guinea, but, by his accurate observations, enabled geographers to assign something like a true place to the former discoveries of the Dutch in these parts. In 1777 Captain Cook, in the Resolution and Discovery, visited Van Diemen’s Land; but as Captain Furneaux, in His Majesty’s ship Adventure, had preceded him four years, and Tasman and Marion had examined the coast, little was here supposed to i emain for discovery, except in detail. It was long subsequent to Furneaux’s visit that Van Diemen’s Land was ascertained to be an island; a discovery which may have been retarded by that officer having given an opi¬ nion “ that there is no strait between New Holland and Van Diemen’s Land, but a very deep bay.” The existence of such a strait was, however, suspected ; but the various at¬ tempts to ascertain it, without success, by different navigators from both sides of the coast, seemed to have decided the ques¬ tion in the negative, when Mr Bass, surgeon of the Reliance, having observed, as he ran down the E. coast in an open whale boat, that a heavy swell rolled in from the westward, was satisfied in his own mind that such a swell could proceed only from the great Southern Ocean. To ascertain whe¬ ther this was the fact, was a point of great importance to the new colony on the eastern coast; and for this purpose Mr Flinders, together with Mr Bass, was sent on this service in a small decked boat. At the end of three months they re¬ turned to Port Jackson, with an interesting account of the survey of the coasts of Van Diemen’s Land, which they had Austral- completely circumnavigated, and thus confirmed the conjee- asia- ture of Mr Bass, whose name the strait deservedly bears. The French are entitled to the honour of some partial discoveries on Terra Australis. Captain Marion, in the year 1772, was despatched from the Isle of France with two ships, the Mascarin and Marquis de Castries, on a voyage of discovery, one of the objects of which was that of the sup¬ posed southern continent. He touched at Van Diemen’s Land, quarrelled with the natives, and finding no fresh water, and the weather being stormy, he set sail for New Zealand, having added very little to the prior discoveries of Tasman. In the year 1792, Rear-Admiral D’Entrecasteaux, having been sent out with two ships, La Recherche and L’Espe- rance, in search of the unfortunate La Perouse, made the S. coast of New Holland, which he explored as far as the Termination Island of Vancouver; the deficiencies of whose chart he was able to supply, by the state of the weather per¬ mitting him to keep the coast closer on board than the Eng¬ lish navigator had been able to do. Termination Island was found to be the first of a large group laid down by Nuyts, whose accuracy is praised by the Admiral, he having found “ the latitude of Point Leeuwin and of the coast of Nuyts’ Land laid down with an exactness surprising for the remote period in which they had been discovered.” This liberal acknowledgment did not, however, prevent him from giving to the group of islands, which he only saw, but did not sur¬ vey, the name of Archipel de la Recherche. But the most important discovery of D’Entrecasteaux was an inlet on the S. coast of Van Diemen’s Land, which was found to be the entrance into a fine navigable channel, running more than thirty miles to the northward, and there communicating with Storm Bay; containing a series of excellent harbours, or rather one continued harbour the whole way, from beginning to end. “ The charts,” says Captain Flinders, “ of the bays, ports, and arms of the sea, at the S.E. end of Van Diemen’s Land, constructed in this expedition by Messieurs Beau- temps, Beaupre, and assistants, appear to combine scientific accuracy and minuteness of detail with an uncommon degree of neatness in the execution. They contain some of the finest specimens of marine surveying, perhaps, ever made in a new country.” In 1800 Captain Baudin was sent out with two armed vessels, Le Geographe and Le Naturaliste, on a voyage of discovery nominally round the world, but actually, as appears from his instructions, to examine every part of the coasts of New Holland and Van Diemen’s Land. The first volume of the account of this voyage was published by M. Peron, one of the naturalists, in 1807 ; the second never appeared. All the old names of the capes, bays, inlets, and islands, were unblushingly changed to those of Napoleon, his family, his marshals, and members of the Institute ; and to 900 leagues of the southern coast, comprehending all the discoveries of Nuyts, Vancouver, D’Entrecasteaux, Flinders, Bass, and Grant, was given the general name of Terre Napoleon, wLile not 50 leagues of real discovery were effected which had not been anticipated by Captain Flinders, who, after losing his ship, and proceeding homewards, was scandalously detained as a prisoner in the Isle of France, “to give time for the previous publication of the voyage of M. Baudin, to pre¬ possess the world that it was to the French nation only the complete discovery and examination of the south coast of Australia was due.” Flinders, however, ultimately triumphed. After an unjust and cruel captivity of seven years, he arrived in England in 1810, and in 1814 published his discoveries in two volumes, accompanied with an atlas of charts, which may be regarded as models in maritime surveying. At this time not a single chart of coast, bay, or island, of Captain Baudin’s discoveries had appeared, though shortly afterwards an atlas was pub¬ lished by Freycinet, the first lieutenant, differing in their form AUSTRALASIA. 254 Austral- and structure very little from those of Captain Flinders, but ^ asia] ) bearing the names recorded in M. Peron’s first volume. The frontispiece to this atlas affords an instance of that almost impious adulation which Buonaparte was in the habit of re¬ ceiving from his creatures. An eye, having an N within it, darts its rays through a dark cloud overshadowing a globe with the southern pole uppermost, on which is drawn the out¬ line of New Holland, with this inscription, “ Fulget et ipso.” To Captain Flinders we owe the completion in detail of the survey of the coasts of New Holland, with the exception of the W. and N.W. coasts, which he was prevented from accomplishing by the loss of his ship. To him also, we are indebted for the very appropriate name of “ Australia,” which is now universally adopted to designate the entire island- continent, instead of the old Dutch name of New Holland. Dampier had said, in anchoring near the south end of De Witt’s Land, behind Rosemary Island, which was one of an extensive cluster, “ by the tides I met with a while after¬ wards, I had a strong suspicion that there might be a kind of archipelago of islands, and a passage possibly to the S. of New Holland and New Guinea, into the Great South Sea east¬ ward but whether it might be a channel or strait, or the mouth of a large river, he seems not to have made up his mind. Vlaming saw an opening 12 miles wide near the same place, and could find no anchorage. It has now been ascer¬ tained that there is no outlet into the Great Ocean eastward, nor into the Gulf of Carpentaria, nor into Bass Strait; but the geographical problem yet remains to be solved, whether the opening in the coast behind Rosemary Island be not the mouth of a large river. Le Geographe and Le Naturaliste, under Baudin, stood along this coast, examined in a very slovenly manner some particular points, but assisted geo¬ graphy less than they perplexed it, by unwarrantably chang¬ ing every old name for that of some of the upstarts created by the French revolution. In 1829, when the settlement at Swan River was effected under the governorship of Captain Stirling, R.N., it was ex¬ pected that our knowledge of the harbours and rivers on the W. coast of Australia would be considerably enlarged. In this expectation, however, geographers were much disap¬ pointed, no naval discoveries of any importance having been accomplished under the auspices of the government. It was not until 1837 that the anchorages and harbours in the im¬ mediate vicinity of the settlement were correctly laid down ; in which year detailed charts of the coast from King George’s Sound to Melville Harbour were furnished to the colonial go¬ vernment by J. C. Wickham, commander of H.M.S. Beagle. That excellent officer was intrusted with the duty of con¬ ducting a minute survey of all the Australian coast which Flinders had left unsurveyed. He was succeeded in 1839 by Mr Stokes, who continued zealously employed in this im¬ portant duty until 1843 ; assisted by a staff of meritorious and scientific officers. The result of their investigations was not only a considerable addition to natural history, but a com¬ plete topography of the bays and harbours on the N.W. and northern coasts ; besides the important discovery of four rivers of considerable magnitude. The largest of these, the Victoria, flows into Cambridge GulfinLat. 16°, which Stokes explored towards its source for a distance of 140 miles. He also discovered in Torres Strait a safe channel through the in¬ ner passage, at the extreme N. of this vast territory ; while at the extreme S. he rendered the charts of Bass’s Strait as safe for the mariner to navigate by, as those of the English Channel. Having circumnavigated the island, he and his predecessor left no harbour or estuary unsurveyed, which previous navigators had passed over ; and doubtful positions of capes and other headlands they finally assigned to their correct latitudes and meridians upon the map. The detailed outline of the Australian coasts may now therefore be con¬ sidered as complete, so far as maritime discovery is concerned. It is from the interior that we must look for further explora¬ tions of the many streams which are known to flow into the Austral- bays on its extensive shores. asia. For 25 years after the settlement was effected at Sydney, the Blue Mountains, which are visible from the heights around Explora- Port Jackson, formed the barrier to the government sur-the veyors in their explorations to the westward. And it is a factinterior- which serves to illustrate the difficulties which beset the pro¬ gress of the Australian explorer, even at the present day, that during this period all the country beyond the inlets and their ramifications on the coast, and the course of the Hawkesbury River in the interior,—a semicircular section of land about 50 miles across, and comprised within the present county of Cumberland,—was a complete terra incognita to the settlers. This range of mountains, which forms a section of the great Australian Cordillera, was at last surmounted by Mr Evans, a government surveyor, and a path found through the forest in 1813. This discovery led to the occupation of the pas¬ toral lands to the westward ; since known to all the world as the Bathurst gold-fields. Three enterprising colonists named Wentworth, Lawson, and Blaxland, were the first to occupy that region with their flocks and herds. They as¬ certained that it was not only better watered, and had more permanent running streams than the country on the eastern flank of the main range, but possessed a cooler climate, with richer alluvial soils, and was altogether better adapted for agricultural operations than the poor lands and warm climate nearer the coast. Forty years have since then elapsed ; and not only has that western country become densely peopled on every side, and a road carried over the mountains, but even in the trackless wilds of the interior, intrepid men, braving all hardship and peril, have explored the recesses of this vast continent. Of these explorations it will be necessary to give a brief Evans, abstract. In 1813 Mr Evans prosecuted two successful jour- 1813. neys across the Blue Mountains, to the distance of about 300 miles W. from Sydney. As he ascended the range to¬ wards the sources of the eastern streams, he came upon the Fish River, to which he gave its name in consequence of the great number of fish his party caught in it; and descend¬ ing on the western shed of waters he traced the course of the Macquarie River through the Bathurst plains. He was surprised also to find fish of a large size resembling trout in this river, some weighing as much as fifteen pounds. On the plains, unusually large herds of kangaroos were met with, besides numbers of emus. Some aboriginal women and children whom he encountered, were so terrified at the ap¬ pearance of the white men, that they fell down with fright. Governor Macquarie, who subsequently visited the plains, considered them an eligible site for a township and the centre of a district. He accordingly planned out the present town of Bathurst, by the banks of the river. In May 1815 Mr Evans was despatched a second time Evans, across the Blue Mountains to follow the course of the Mac- 1815. quarie River still further into the interior. On this occa¬ sion he traced it for about 115 miles from its source, and then returned; reporting as his opinion that the river crossed the entire breadth of the island to its north-western extremity, a distance of 2200 miles in a straight line. This is an instance of the erroneous speculations of surveyors as to the course of unexplored streams, of which another ex¬ ample was lately given by Sir T. L. Mitchell, with regard to the Victoria. Had Mr Evans pursued his survey about as far again as he had gone, he would have found that his supposed Australian Mississippi lost itself entirely in a marshy plain. In 1816 Mr Oxley the surveyor-general of the colony, Oxley> in penetrating into the interior across the Bathurst plains 1816, in a S.W. direction, came upon a fine flowing stream which he named the Lachlan ; and which has since been found to be one of the great tributaries of the Murray. He followed its course down to 34° S. Lat., and 145. 20. E. Long., and AUSTRALASIA. 255 Austral- traversed the undulating prairie lands to the southward; asia. besides exploring the western flank of the Peel range, or Coccopara Mountains. On his return in January 1817, he Explora- recrossed the river in Long. 147. 15. E., and encamped in tions in the'Wellington valley, through which the Macquarie runs, interior. prom thence he traced that river down its course for about 190 miles, where he found it disappear in what is now termed the marshes of the Macquarie; although scarcely 20 miles before it terminates it is a clear flowing river 50 yards wide, and from 7 to 16 feet deep. Retracing his steps, Oxley struck right across the country in an easterly direc¬ tion from Mount Harris, Lat. 31° S,, until he reached the sea-coast. In this journey he encountered many obstacles; and at one time his progress was arrested by the dense ve¬ getation, when he entered the impenetrable country on the western side of the great dividing range. He succeeded, however, in crossing to the eastern waters, when he came upon the Hastings River, which he traced to its outlet at Port Macquarie, about 200 miles N. from Port Jackson. That part of the Bathurst country traversed by Evans and Oxley was but thinly peopled. The natives were the same as those of Sydney, but more docile ; they wore their kangaroo and opposum-skin rugs with the fur inside, indi¬ cating a colder region at that altitude, which averages about 1800 feet above the level of the sea. They exhibited the usual terror of savages at seeing a man on horseback for the first time, imagining Mr Evans and his horse to be one animal. Beyond Bathurst plains, the country was even su¬ perior to that first explored. The grassy undulating downs showed a fertile soil; while the kangaroos and emus flocked in hundreds over the sward. A saccharine exudation from the trees, resembling manna, attracted Mr Evans’s atten¬ tion. He also passed mountains composed entirely of blue limestone, and picked up topazes, rock-crystals, and agates, on the very same streams and hills where the gold-fields are now worked. Oxley, In 1823 Mr Oxley was despatched to make a survey of 1823. Moreton Bay, 500 miles N. from Sydney. He found se¬ veral considerable streams flowing into the bay ; the largest he named the Brisbane, after the governor then in office. This river is navigable for 60 miles, and presents one of the finest deep-flowing streams on the eastern coast. Proceed¬ ing further N. he entered Hervey Bay, and explored Port Curtis, where he found a considerable stream, which he named the Boyne. Hovell In 1824-5 explorations were actively pursued to a like i qoJIume’ distance southward. Messrs Hovell and Hume, two enter- -4-5. prizing settlers, who had driven their live stock over the ranges to fresh pastures on the Yass Plains—through which the present road from Sydney to Melbourne passes—ani¬ mated by the spirit of discovery, pushed on, single-handed, to explore the southern regions. During their journey they passed over a most extensive range of country from the junction of the Murrumbidgee and Yass Rivers to the west¬ ern shore of Port Phillip. They were the first travellers who crossed the main branch of the greatest known Australian river, which was deservedly named by the colonists after Mr Hume. On its further exploration, however, by Cap¬ tain Sturt in 1830, when he descended to its termination in a boat, that gallant officer named it the Murray, in compli¬ ment to Sir George Murray, who presided over the colonial office at that time. Cunning- In 1825 the indefatigable but unfortunate botanist, Allan ham, 1825. Cunningham, prosecuted a successful exploration up the valley of the Hunter, and through a gap in the Liverpool ranges, which he called Pandora Pass ; where he discovered a fine country, through which a western stream flowed in a northerly direction. In 1827 he crossed the same range of mountains at the source of the N. branch of the Hunter River, and travelled in a northerly direction over the beau¬ tiful table-land known as the Liverpool Plains. Continuing his course a little more to the eastward of that region, he Austral- traversed a fine grazing country at the elevation of 1500 asia. feet above the level of the sea, which he called New Eng- v'—-v—^ land. Farther N. still, he discovered the verdant prairie-Explora- lands of Darling Downs, proceeding onwards until hetions in tlie reached the Lat. of 28. 10. S., having discovered a greaterinterior- extent of grazing land in New South Wales than any ex¬ plorer before or since. Making a detour to the eastward, he ascertained the direction of the great dividing range, and retraced his steps. During the following year, and in 1829, he proceeded to Moreton Bay, and prosecuted a successful journey to the source of the River Brisbane. He likewise discovered a pass on the E. side of the range which divides Darling Downs from Moreton Bay district. In 1828-9 Captain Sturt travelled from Wellington Valley, Sturt, along the banks of the Macquarie River, and skirted the 1828-9. marshes which absorb that stream—the same which Oxley had deemed interminable—until he found an open and ver¬ dant country to the N.W., with several small streams flow¬ ing in that direction. Continuing his course westward, he ascended “ New Year’s Range,” and descried some high table-land and grassy plains to the N.W. His further re¬ searches were rewarded by the discovery of the Darling, the greatest tributary of the Murray ; its source being with¬ in tropical Australia. Having ascertained the course of this important river, which he followed down as far as 30. 20. S. Lat. and 145. 40. E. Long., he returned, impressed with the idea that it, as well as all the western streams, flowed into an inland sea ; a favourite hypothesis of geographers at the time. With a view to determine this point, and the course of the Murrumbidgee River, or the outlet of its waters, this enter¬ prising officer started a second time in January 1831 ; and the result has been, that instead of the Darling and the Lachlan, and other streams that run to the westward, falling into a great inland sea or extensive marsh, as was conjec¬ tured, their united waters constitute a large river, which, under the name of Murray, was found to turn to the south¬ ward, and empty itself into an extensive estuary, 60 miles in length, by 30 or 40 in width. The river, near the point where it fell into this lake or estuary, was about 400 yards wide and 20 feet deep. The whole country on both banks was composed of undulating and picturesque hills, at the bases of which extended plains and valleys, within sight of many thousand acres of the richest soils. The mouth through which the waters of the estuary com¬ municated with the sea was in Encounter Bay, in Long. 139. 40. E. and Lat. 35, 25. 15. S., a little to the eastward of the Gulf of St Vincent, and round the point named Cape Jervis. The river was well stocked with fish, and its banks more populous than any other part of the country that had been traversed. Some accounts state the total number of aborigines seen to have amounted to at least 4000. They could scarcely be brought to believe that the dis¬ covering party were of the same genus as themselves; they placed their hands against those of the strangers, in order to ascertain if the number of fingers on each corresponded. Nothing surprised them more than the act of taking off the hat, believing, it would seem, that the superstructure of felt formed a part of the strange animal that had come into their country. In 1831, while these explorations w ere opening up a Banister, knowledge of Eastern Australia, the government of the new 1831. colony of Swan River in Western Australia, despatched Captain Banister to explore the country between that settle¬ ment and King George’s Sound. This journey he accom¬ plished at the risk of death by starvation to himself and his party. He has represented the country he passed through as of the most inviting description for settlers, both for grazing and agriculture. Several other expeditions were subsequently prosecuted to the N.W. of that territory by AUSTRALASIA. 250 Austral- Captain Grey and others, which added much information asia. concerning the coasts and bays up to that time visited only by Tasman, Dampier, Baudin, and King. Explora- In 1832 Major (now Sir Thomas L.) Mitchell, surveyor- tions in the general of the colony, was instructed by the government to interior, proceed on a journey of discovery to the N.W. of Liverpool Mitchell, piainSj ;n search of a great stream reported by a captured bushranger to exist in that direction. No such river could be discovered. The party, however, explored a large tract of indifferent country on the upper branch of the Darling River, which, no doubt, was the great stream of the bush¬ ranger, called by him the Karaula. The ability and energy displayed by Major Mitchell in this expedition, induced the government to fit out an exploring party under his command upon an extensive scale, having for its object the thorough survey of the Darling and its tributaries. Lhe expedition 1835. started from Bathurst in 1835, more fully equipped for the journey than any which had started previously in the colony. Major Mitchell was ably seconded in his scientific arrange¬ ments by the assistance of the botanist Allan Cunningham. Within a few weeks, however, of their departure, that estima¬ ble man fell a sacrifice to his scientific enthusiasm. While the leader and his men were surveying the Bogan River in about Lat. 32. S., he was lost from the main body of the party in his ramblings for plants through the interminable wilder¬ ness ; and from subsequent facts which came to light, there is every reason to believe that he was murdered by the natives. In memory of his sad fate and invaluable services to the colony, the government have erected an obelisk in the Bo¬ tanic Garden at Sydney. Major Mitchell reluctantly left the spot where his companion had been missed, and traced the Bogan River down to its confluence with the Darling. Be¬ low this junction he erected a stockade which he called Fort Bourke, and from thence surveyed the Darling as far as Lat. 32. 34. S. The fort he found useful as a resting-place on his return homewards. 1836. In 1836 Major Mitchell accomplished a still greater jour¬ ney into the interior from Bathurst; he followed the course of the Lachlan along its northern bank. After surveying its junction with the Murrumbidgee, and tracing the latter stream to its confluence with the Murray, as previously ex¬ plored by Sturt, he followed that river in its N.W. course till he found its clear waters mingling with the turbid stream of the Darling, in Lat. 34. 10. From this point he traced the Murray River upwards, crossing the stream to its southern bank a short distance below its junction with the Murrum¬ bidgee; after which he continued surveying upwards to Lat. 36. S. From this point he left the Murray and its tribu¬ taries, and journeyed in a S.W. direction across several small streams which he found flowing to the N. In Lat. 37. 10. he came upon a considerable stream flowing to the S. This river he navigated in a canvas boat down nearly to its out¬ let in the sea; and named it the Glenelg River (in honour of the colonial secretary, Lord Glenelg), which will be found on the map to be situated in Victoria, crossing the boundary between that colony and South Australia, and disemboguing itself into the sea a few miles farther to the west. After surveying this outlet he proceeded eastward towards Port¬ land Bay ; and was surprised on his journey thither to en¬ counter two gentlemen driving “ tandem” through the beau¬ tiful forest lands as leisurely as if they had been in Hyde Park, where he expected to meet with no inhabitants but hostile aborigines. These travellers belonged to a whaling station at Portland Bay, which had been established in 1834 by the enterprising Brothers Henty, merchants and bankers of Launceston, Van Diemen’s Land. Since that period it has risen into a flourishing government town. Mitchell’s further discoveries to the eastward were likewise forestalled by information he received, that a number of settlers from Austral- Van Diemen’s Land had colonized the shores of Port Phillip **sia. during the previous year. On his journey back to Syd- ney, however, he explored that magnificent territory—the Lxplora- garden of Australia, which he denominated Australia Felix, from its agreeable aspect and fertility. All this extensive111 erior‘ country southward from the River Murray to the coast is well watered ; and the Snowy Mountains not only temper the climate, but they afford a supply of moisture throughout the summer to the large rivers to which they give birth; while the Great Southern Ocean on three sides throws up clouds of moisture, which descend in abundant rains. Ex¬ tensive downs occur, which are covered with the best kind of grass, or are gracefully wooded. From Mount Macedon Major Mitchell says he reconnoitred Port Phillip at the dis¬ tance of 60 miles. “ In this region,” he adds ; “ the party crossed ranges of granite, others of trap-rock; the woods form¬ ing open forests, which only partially covered the country. This, even in its present state, seems nearly all available for the purposes of agriculture and grazing ; and being almost without any aboriginal inhabitants, it is consequently in the best state for the reception of British emigrants.”1 The re¬ gion described so graphically in this extract is the recently discovered gold region of Victoria; Mount Alexander being the Mount Byng of Mitchell. In 1840 Count Strzlecki, an adventurous traveller of Strzlecki, great reputation in other lands, and devoted to geological pursuits, made a successful though harassing journey on foot from the Murrumbidgee River southwards through the Aus¬ tralian Alps, and across the Gipps’ Land district to Alberton in Corner Inlet; from whence he penetrated through the densest and widest “ scrub” or brushwood in Australia, which had hitherto baffled all the settlers and surveyors. His Physical Description of New South Wales is at once the most scientific work on Australian geology and minera- l°gy, and the most practical treatise on Australian agricul¬ ture which has hitherto been published. In 1840 the government of the new colony of South Eyr®> Australia despatched Edward John Eyre from Adelaide, 1840_ • overland to King George’s Sound, through the territory de¬ nominated Nuyts’ Land on the map. He and his party ac¬ complished the journey, after encountering great privations and disasters, some of his party having sunk through sheer fatigue, and their aboriginal guide having been lost. In 1841 he likewise conducted an expedition of discovery to¬ wards the interior from Spencer’s Gulf. From that point he found a shallow marshy lake, about 20 miles in breadth, extending, in a serpentine form, 400 miles into the interior. This substitute for “ the great inland sea,” so confidently expected by geographers, he named Lake Torrens. After reaching 29. S. Lat., he returned without crossing the Tropic of Capricorn, the main object of his expedition. In 1844-5-6 the great purpose of inland exploration, to Sturt, ascertain the nature of the country in Central Australia, was 1844" determined by the “ father of Australian discovery,” Cap¬ tain Sturt. From Adelaide he penetrated due north in¬ to the very centre of the island; and his account of the desolate stony region he found in the interior, proves be¬ yond a doubt that the vast terra incognita of Central Aus¬ tralia is a desert, a second Sahara. He found it depressed in some places below the level of the sea, where, in the rainy season, extensive marshy lakes are formed, which, in the dry season, become parched up, and fringed with in¬ crustations of salt; upon the surface of which vegetation is blasted and animal life is unknown. The sufferings which this undaunted old man encountered uncomplainingly, and the privations which he and his party endured from thirst and hunger under the rays of a sun which frequently raised 1 See Account of Major Mitchell’s Expedition into the Interior of Australasia. Journal of the Royal Geographical Society of London, vol. vii. 1837. Austral¬ asia. Explora¬ tions in the interior. Leich¬ hardt, 1843-4-5. Mitchell, 1846. Kennedy, 1847-8. AUSTRALASIA. the temperature to 157°, and the scorching winds of the Austral simoom, are unparalleled, except in the history of the African expeditions of Park and Lander. In 1843 an unobtrusive botanist of the name of Dr Lud¬ wig Leichhardt arrived at Sydney from Moreton Bay— where he had been devoting himself to Australian botany and zoology—and solicited the public support to fit out an expedition for the purpose of crossing overland from More- ton Bay to Port Essington. A similar project had, a short time previously, been laid upon the table of the legislative council for the sanction of the governor, by Sir Thomas Mit¬ chell. The legislative body approved of the undertaking, but Sir George Gipps, the governor, referred the matter to the home authorities before he would grant funds for such a purpose. Meanwhile Dr Leichhardt was successful in ob¬ taining for his enterprize public subscriptions of sufficient amount to fit out himself, five Europeans, and an aborigi¬ nal native ; which ultimately were increased by another vo¬ lunteer, and a black man, making in all eight individuals ; who with a most slender equipment started from the Dar¬ ling Downs on the 30th September 1844, to prosecute this distant journey through an unknown country for 3000 miles. After hairbreadth escapes from perils “by flood and field,” and no less dangerous savages, who killed one of the party, this gallant little band reached their desti¬ nation on the 17th December 1845, after a journey of fif¬ teen months. The briefest abstract of this indefatigable explorer’s additions to Australian geography would extend the present article beyond its limits : they are to be found modestly recorded in his ably written and scientific journal.1 The volume itself comprises the details of one of the most remarkable enterprizes ever planned by human sagacity and executed by courage and endurance. In 1846, while the intrepid Leichhardt and his compa¬ nions had been given up for lost by the people of New South Wales—who were not apprised of his success until his own return by sea on the 29th March of that year—the sanction of the home-government had been obtained to fit out the proposed expedition of Sir Thomas Mitchell, for the same purpose. Sir Thomas altered his plans upon learning the result of Leichhardt’s expedition. Keeping to the west¬ ward of Leichhardt’s route he came upon what appeared to be the source of a large river flowing in a north-westerly direction ; which he felt convinced was the upper branch of the Victoria, discovered by Wickham and Stokes, flowing into Cambridge Gulf. After tracing this stream towards Central Australia for about 150 miles, our sanguine explorer left the further prosecution of this enterprize, on his return to Sydney, to his able and accomplished junior on the surveying staff, Edmund B. Kennedy. He shortly after¬ wards sailed for England, full of the conviction that he had discovered a great highway from Eastern Australia to India by an inland navigable river. Like his predecessor Evans, in his speculations on the course of the Macquarie, he was doomed to be disappointed ; for soon after Mr Kennedy found that the supposed Victoria suddenly turned to the southward and became absorbed in the great Australian desert, in the same manner that Oxley found the Macquarie vanish among the marshes. In 1847, after Mr Kennedy had returned from his fruit¬ less survey of the Victoria River, the government acquiesced in the suggestions of that gentleman, and other members of the survey department, to prosecute short exploratory jour¬ neys into the interior and the northern parts of Australia, as a better method of completing the survey of the country than by long and hazardous expeditions. Mr Kennedy’s plan was to survey that part of tropical Australia situated between Cape York in Lat. 10. 43. S., and Rockingham Bay in Lat. 257 18. 10., a distance by ordinary travelling of not more than Austral- 500 miles. But this country, within the influence of the tro- asia- pical rains, is apparently of such an impassable nature from swamps and prickly scrubs, and so thickly inhabited by hos- Explora- tile aborigines, that this expedition proved to be the most ti°ns_in tlie perilous and calamitous of any hitherto attempted in Aus- interlor- tralia of which we have any record. Out of thirteen per¬ sons who started from Rockingham Bay on 5th June 1848, one man alone—Mr Kennedy’s aboriginal servant, Jackey Jackey—reached Port Albany, after a six months’ journey. At this harbour, a small schooner, the Ariel, commanded by Captain Dobson, was lying at anchor with stores on board, waiting the arrival of the party, to succour them and take them back to Sydney. Here this faithful creature related, in his broken English, his doleful tale. It had taken them a month to extricate themselves from the swamps and thickets of Rockingham Bay. Their sheep and horses could scarcely find any grass to eat. They journeyed along the coast ranges for four months through a frightfully-broken coun¬ try, almost destitute of game and provender, which reduced both men and horses to the verge of starvation ; insomuch that they had to kill twenty-four of the latter to sustain their own lives. Notwithstanding these attempts to support their strength, Mr Kennedy found his men so faint from inanition that he resolved upon leaving eight of them at Weymouth Bay, within about 150 miles of Port Albany, from whence he promised to return for them by sea. Fresh disasters were in the way of this intrepid traveller; one of the men acci¬ dentally shot himself, and was disabled. It was agreed that this man and his two mates should remain behind, while Mr Kennedy and his servant were to proceed onwards. Undis¬ mayed, he pursued his journey, attended by his faithful ser¬ vant, and was almost within view of the harbour where he expected succour, when he was inhumanly murdered by a tribe of barbarous savages who speared him to death. The incident of his death, as related in the simple language of Jackey Jackey, is truly affecting. “ He then said, ‘ Jackey, give me paper and I will write ;’ I gave him paper and pen¬ cil and he tried to write, and he then fell back and died. And I caught him as he fell back, and held him, and I then turned round myself and cried; I was crying a good while until I got well; that was about an hour, and then I buried him ; I digged up the ground with a tomahawk, and covered • him over with logs, grass, and my shirt and trousers; that night I left him near dark.”2 Without delay the vessel was brought round to Weymouth Bay, after a fruitless attempt to find the wounded man and his two companions; who there is little reason to doubt met with the same untimely fate as their leader. Here, alas! two living skeletons were all that remained alive of the eight men left at the bay ; the other six “ withered away, and died from sheer inanition and prostration of the physical energies,” as described by one of the survivors, Mr Carron, the botanist to the expedition. Elis simple and unaffected narrative of their sufferings is the only existing document from which any account of the ex¬ pedition can be gathered. For although the local govern¬ ment subsequently despatched a party to collect what papers and instruments of Mr Kennedy’s might be found in the possession of the natives, scarcely anything of importance was recovered. The latest, and greatest in contemplation, of these exploring Leich- expeditions, the melancholy result of which can scarcely be now a matter of doubt, was that led on by the zealous and 1 indomitable Leichhardt. We have already mentioned his return from his successful expedition to Port Essington in March 1846. Not having then accomplished his original design of penetrating into Central Australia, he rested but a brief space in the settled districts until he was again rally- 1 Journal of an Overland Expedition in Australia from Moreton Bay to Port Essington, during 1844—5. By Dr Ludwig Leichhardt. 2 Jackey Jackey’s Statement to Dr Vallack.— Sydney Morning Herald, February 1849. VOL. IV. ^ K AUSTRALASIA. Explora¬ tions in the interior. G eneral view of Australia. ing a band of adventurers round his Standard of Discovery. “ His protect was to penetrate to the westward, it practi¬ cable, across the great desert, to the settlement ot Swan River, a distance little short of 3000 miles m a direct n , hoping to find by the way a succession of oases, hke those in the African or Arabian deserts, which would enable 1 to recruit hi* party on tire journey.”' After mak mg a Mse start in 1847, when some of his v<,lHntcers,wl,osc siasm quailed before the privations m store or le ? doned the expedition, he finally left the Darlmg Downs m the early part of 1848. Since that year no tidings have reached usP from the gallant band of explorers, excepting some false rumours of their massacre brought in by the aborigines; which induced the government to despatch a party in July 1852, to make inquiry into the truth or false¬ hood of the report, but without any satisfactory result. Since the date of his last letter in April 1848, atthe furtljpt white man’s home in the interior, from Moreton Bay, five Australian springs have strewed their flowers on the tar western shore, but no Leichhardt has revisited these objects of his ardent study : and the probability is, that it he and his companions have not been massacred by savages, their bodies are buried under the sands ot the great desert. It is a remarkable fact, that the most recent of these ex¬ ploratory expeditions have been the most calamitous, not¬ withstanding the advantages of former experience, and 0 modern scientific invention. It is worthy ot remark, also, that those unfortunate leaders whose untimely fates have been recorded, were all young men, while the veteran ex¬ plorers have survived to witness the beneficial results ot their discoveries. A new expedition under General Haug has been decided on by the British government. Its chief ob¬ ject will be the exploration of N.W. Australia, for which pur¬ pose the expedition is to start from the Victoria River, and to reach the southern extremity of the Gulf of Carpentaria. General Haug hoped to leave England in Nov. 1853. As the structure of the country is brought to light y those discoveries, we observe the broken fragments ot its geography gradually pieced together, and at last united into one great whole. Before us on the map we have the grand outline of this island-continent completed, and its limits cor¬ rectly ascertained ; showing a superficies on the earth s sur¬ face equal to about three-fourths of the continent of Europe. And although four-fifths of that area is a blank in geography, yet we have sufficient data to determine its principal geogra¬ phical features. From Wilson Promontory, in 39.11., the ex¬ treme south point, to Cape York in 10.43. S. Lat, its extreme north, we know that there is a continuous chain ot moun¬ tains, which, for want of a better name, Sir Roderick Mur¬ chison has called the Australian Cordillera,—the backbone of Australia, stretching in one sinuous serrated ridge from S to N. for 1708 geographical miles, in a straight line, at an average altitude of 1500 feet above the level of the sea; dividing the eastern and western waters of Eastern Australia: and that the water-shed is rapid on its eastern flank, where the sources of the streams are upon an average not more much importance can be contributed to the great geogra- Austra - pineal problem of what the terra incognita Australis is ; for v j we have now sufficient data to solve the question. And it is not unphilosophical to conclude from all that is known of General its geography, that the entire island, at some distant geo o- Australia- gical epoch, formed a vast archipelago, with those two moun¬ tain chains forming distinct groups of islands trending north and south, while the desolate region between was the bed ot a shallow sea, studded with smaller islands. Of the individuals belonging to the organic kingdoms ot nature which inhabit this varied territory, we may observe in this place generally, that they are remarkable for their differ¬ ence in structure from those of any other part ot the world; still the inorganic substances which compose the rocks and minerals are much the same as those found upon other lo¬ calities of the earth’s crust. And although the recent dis¬ coveries of her mineral treasures have taken the world by surprise, it is evident that the convulsions of nature which produced these phenomena obeyed the same laws which up- heaved the lands of the northern hemisphere. And we shall find, when treating of the gold-discovery, that the light o science in the hands of an eminent geologist guided him to foretell its existence. (For a more detailed view of its sur¬ face, geographical divisions, mountains, rivers, lakes, and coasts, see the article Australia.) The aborigines, wherever they have been met with, are of the Aborigines very lowest description of human beings. In the journal ot the Duyfhen, the N. coast is described as thinly “ inhabited by wild, cruel, black savages, by whom some of the crew were murderei; and the ship Vianen, touching on the western coast about 2 . observed “ a foul and barren shore, green fields, and very wild, black, barbarous inhabitants.” In 24° S., Polsert, jho commanded the Batavia, saw four natives, whom he describes as wild, black, and altogether naked, not covering even those parts which_a!most all savages conceal.” Tasman “ found in Hollandia Nova, m Lat. 17. 12. S., a naked black people, with curly hair, malicious and cruel, using for arms bows and arrows, hazagaeys, and kalawaeys. 1 e S coast is so barren, and the naked hillocks of sand so continuous, that there appears tobe nothing for human inhabitants to subsist upon. “ It is not surprising,” says D’Entrecasteaux, “ that Nuyts has given no details of this barren coast; for its aspect is so uniform, that the most fruitful imagination could find nothing to say of it. f'One of our navigators, however, saw more than the coast line, which is either of rock or hillocks of sand. But where the country begins to improve towards the eastward, in the neighbourhood of Kanga¬ roo Island, Captain Flinders found not the least vestige of inhaji- tants : and, from the stupidity of the kangaroos on that island, « which,” he observes, “not unfrequently appeared to consider us as seals,” he concludes there either were no natives, or that they were ignorant of every kind of embarkation. Towards the nort - ern part of the eastern coast, the same navigator thinks they aie somewhat superior to those near Sydney, having belts round the waist, and fillets about the head and upper part of the arm, associa¬ ting in greater numbers, and dwelling in huts of a superior con¬ struction. They also catch fish with nets, which he thinks is alone a feature of distinction from those who only spear the fish, as a net requires more than one person to manage it, consumes much time in making, cannot easily be dragged about, and, in short, must oc¬ casion a sense of the advantage to be derived from mutual assistance, and suggest the necessity of a permanent residence. _ , Notwithstanding these evidences of social Pr°gff ™ the sources of the streams are upon an average nut n.uic jNotwimstanumg ^ v. * * o t d for Mhty miles in a direct line from the coast where they Xn~mtSr disembogue into the South Pacific Ocean; while the western ^mo g t IJ ^ Jmankind peopling New Guinea waters have a gradual descent to the great Murray River, ^ ^ ^ol ian islands, the ethnologist can discover clear and flowing through the interior, for an average distance ot 500 distinctive characteristics in the Australian aboriginal people, miles On the western coast from Cape Leeuwin to N.W. warrant him in classifying them the furthest r™ov Q l?t A Capt similar features present themselves in the —hi- Vanity f^man^ ^ cal direction of the rivers and mountain ranges, only on a Their g < ^ aa P-rfimnlified in the smaller scale; while between these two mountain parallels exists the Great Australian Desert, a second Sahara ; which Sturt has defined on its southern limit, and Mitchell and Kennedy to the eastward. It now remains for future ex¬ plorers to approach it from the north and from the west to C i A ^ w-»nrk+Vnno* T1PW OT Their general uescriptiuu may uc — > g . , pean notions on the standard of humanity, as exemplified in the northern varieties of mankind. They are tadeousiy ugiy, with fl noses, having wide nostrils; eyes deeply sunk in the head, 1 g and wide apart, over-shadowed by bushy black eyebrows ; hair black and straight, clotted but not woolly, th? maJj*1 tM £ lon an notonous crooning songs, are reduced to a barbaious vin ° ™ by striking two pieces of wood together at long and short intervals. As exceptional cases of a better nature (our previous remarks - ing strictly reference to the Australian aborigine in 1 P J savage condition), we can speak of many instances where feelings of great tenderness have been shewn, by the females more especi¬ ally, and European life and property have been voluntai ‘'T1, from fire and shipwreck. We can likewise testify to the factof finding faithful and honest followers among them during^rt - vels in the interior. We treated them as children, and they were obedient: had we resented supposed injuries they tried to inllic upon us, as if they were responsible men, as some have done, w should have exposed ourselves to their deadly enmity. In our trans¬ actions with them we dealt on the principle which they themselves considered just. The fidelity and devotion of Jackey Jackey to- wards the unfortunate explorer Kennedy, are sufficient ^ thel“- selves to prove that the rudiments of a better nature than they o dinarily display are implanted in their minds. The history of this race is comprised within a small compass. Records they have none, and their traditions are as evanescent as their dwellings; and like the summer fires, which sweep every vestige of these rude structures from the face of the earth, so their history is buried in oblivion with each succeeding generation.. o estimate their present population is likewise a matter of uncertainty. Some years ago the governments instituted a calculation which gave for New South Wales, including Port Phillip, 13,700, and for South Australia, 4500 ; taking this as a criterion of the other portions ol Australia at an approximate census, there would in. 1853 be some 210,000 aborigines on the entire island. In this.estimate we have allowed for their rapid decrease before the colonizing races rope; which may, ere long, render them an extinct people. Ibis subject is fraught with intense interest to the ethnologist. Some morbid philanthropists who have formed associations for the pre¬ servation of these races, attribute their extinction to the aggres¬ sions by fire and sword upon them by the settlers, and the deadly diseases they introduce. Although to some extent this may be the case, still there is a more powerful influence at work, which ulti¬ mately will cause the inferior race to be swallowed up by the supe¬ rior. Count Strzlecki, states his views in these terms “ The abo¬ riginal woman, after connection with a European male, loses the power of conception on a renewal of intercourse with the male.ot her own race, retaining that of only procreating with the white man.” From our own investigations, and the testimony of others whom we have consulted, we cannot adduce evidence sufficient to corroborate this statement.1 The facts are before us that the abo¬ riginal inhabitants of Van Diemen’s Land have dwindled down, from between 4000 and 5000, to 8 males and 10 females, who are calculated to die out within 20 years, notwithstanding the efforts of the government to preserve them ; whereas, in that time, the same number of our prolific countrymen in the neighbouring isle, would in all likelihood increase tenfold. The tribe also that inhabited the country around Port Jackson and Botany Bay, which Governor Phillip on his arrival found to number about 1500 individuals, is now extinct. The last of its members died in 1849, little more than 60 years after the occupation of their lands by the Anglo-Saxon. These facts are startling, and demand further investigation. If the rocks and mountains, and the earths, resemble nearly the inorganic substances that are met with in other parts of the world, there is at least a very extraordinary and a distinct characteristic difference in both the animal and vegetable part of the creation, which makes a considerable class of subjects in both these kingdoms peculiar to Australia. The fauna and flora of this arid region are so unique, so far removed in their nature and habits from the gene¬ rality of species which exist in other parts of the world, so low in the scale of classified animals and plants, and bearing so close an affinity in their structure to the extinct tribes and genera whose fossil remains are found imbedded in European rocks of the eocene geological period, that some ethnologists are tempted to advance Austral- the hypothesis that Australia exhibits the most ancient surface- asia. geology for our investigations, of any portion of the terraqueous globe. In other words, that this great south land has existed up- heaved from the ocean, contemporary with the bygone epochs of the paleozoic formation, which at a recent geological era was sub¬ merged below the sea; and that its groups of living creatures, and its vegetation, have been perpetuated throughout subsequent epochs which have extinguished whole genera of animals and plants in the northern hemisphere. The recent investigations of naturalists in Australia and the surrounding seas, have shown that certain forms of star-fishes and bivalve shells found petrified in the chalk forma¬ tions of Europe, have existing types in the tropical seas of Australia, and that the Port Jackson shark is the only living example ot the ancient group of Cestrationte fishes. And while the superficia ob¬ server perceives, in the apparently anomalous examples of plants in the grasses and gum-trees,—and animals, in the kangaroo and duck-billed platypus, a mere assemblage of lusus natures, when com¬ pared with the productions of other regions, the attentive student of natural history finds at every step some useful harmony between the individuals of the organic kingdoms, and the peculiar physical geography of this great southern land. Here he finds the grasses containing an unusual pith in their stems, from which they derive nourishment during the dry seasons which occur in this and cli¬ mate, when the hollow-stemmed grasses of Europe would perish. And when he examines the structure of that curious animal the duck¬ billed platypus (Ornithorhynchus paradoxus), he discovers that i s organism is peculiar to the manner in which it secures food from the water insects, where, in its burrowings in the earth, scarcely any worms are to be found. These and other anomalous forms ot the organic world in Australia, are doubtless reconcileable to the universally harmonious system of nature, and require only further investigation to be made manifest. . , The animals hitherto discovered, with very few exceptions, are Animals, of the numerous species of kangaroo or the various opossum type , the former having their hinder legs long out of all proportion when compared with the length of the fore-legs, and both families being Marsupial, that is, having a sack under the belly of the female for thf reception of the young ; of which families though divided into different genera, there are at least a hundred distinct species. To these marsupial genera may be added another of a singu ar me, classed by naturalists under the genus Ai, represented by the wom¬ bat of the natives, or the native bear of the colonists, a herbivorous animal of the sloth kind. Of carnivorous animals, there are very few. The dingo or native dog has some resemblance to the Eng fox in its appearance and predatory habits, and is the dread of the sheep-farmer. It is supposed, however, not to be indigenous, and with the buffalo, which is found on the northern coast, has no doubt been brought by the Malays, who cross over to fish for tre- pang, from Java, Timor, and other islands in the Indian Archi¬ pelago, as it exhibits very little specific difference from the jackal of these countries. The feline tribe is represented by several species of yellow-spotted cats; and these pretty nearly complete the catalogue of Australian quadrupeds. One annual however deserves some specific notice, from the discussions that have arii regarding the nature and uses of the unusual organic sJructul® ° its head : we allude to the duck-billed water-mole of the colonists (Ornithorhynchusparadoxus, or Platypus anatinus) ;a quadruped, says the late Dr White of the British Museum, “ with the beak ot a bird, which is contrary to known facts and received opinion,. The investigations, however, of modern scientific men have isco- vered that even this apparent paradox of nature, setting the bill of a bird upon the head of a quadruped, ' is in harmony with er laws. This organ, although it has the same function as the bil of a duck, is not, like that appendage, affixed to the skeleton, but merely attached to the skin. It was by Cuvier, along with a some¬ what similar Australian animal, the Echidna ranked among the Edentata; but now they are both more usually arranged as a dis¬ tinct class of mammals termed Monotremata. They approach the marsupials in possessing the abdominal bones of that order, thoug they have not the pouch; and they approximate mammals to birds in possessing a common cloaca. The echidna has also a bill-formed mouth, and spines like those of a hedgehog on its body. Aus¬ tralia at the present period is the great metropolis of the order. The flying phalangers (Phalangista) are likewise an interesting and 1 It may be remarked that the assertions of Strzlecki on this subject are more than doubtful, and are at variance wi a ana o^y respecting sexual intercourse between other races of mankind. The same notion once prevailed regardingthe negro an w i e T 11 of the human species ; but is not founded on fact. The barrenness of the aboriginal females, under such circumstances, wi ex surprise when we consider the well-known effect of promiscuous sexual intercourse in checking fecundity : while e rap . the Australian native population is further explicable by the frequent practice of infanticide, especially of female chi , labour exacted from their women, the introduction of epidemic disorders by Europeans, and immoderate indulge t> liquors.—Ed. 261 AUSTRALASIA. Austral- beautiful group of marsupials. Crocodiles, turtles, and yangan, asia. or dugong, one of the cetacese, inhabit the rivers and harbours of / ■*»— ^ tropical Australia ; and in the southern, eastern, and western Animals streams> large fish of the perch tribe abound. The seas swarm with scaled fish and Crustacea; many of them edible, others poisonous, and some of the most brilliant colours. Reptiles are frequently met with, but not abundant. There are several species of snakes; some are venomous, but the majority are harmless. Lizards are more plentiful, and all of them harmless; while a large species of iguana affords the natives a delicate kind of food. The birds are equally singular with the beasts, there being black swans and white eagles; the former everywhere in such multitudes as to spoil a proverb that had held good for two thousand years; and their song as described by Mr Bass, “ exactly resembles the creaking of a rusty sign on a windy day.” The Mcenura superba, with its scalloped tail feathers, is perhaps the most singular and beautiful of that graceful species known by the name of birds of paradise; ducks, pigeons, cockatoos, parrots, and parakeets, are innumerable, and of great variety and beauty. The mountain eagle is a magnificent creature, and the emu is, next to the ostrich, the tallest bird that exists, many of them standing full six feet high; and the insect creation presents strange and brilliant forms. Plants. The plants are no less singular than the animals. Of these the distinguished botanist Mr Brown has given a very curious and in¬ structive account in his Geographical and Systematical Remarks, in the Appendix to Flinders’s Voyage. He collected nearly 3900 species of Australasian plants, which, with those brought to England by Sir Joseph Banks and others, supplied him with the materials for a Flora terras Australis, consisting of 4200 species, referable to 120 natural orders; but he remarks that more than half the num¬ ber of species belong to eleven only of those orders. Of the Euca¬ lyptus or gum-tree, the largest yet discovered, there are not fewer than 100 different species. “ The Eucalyptus globulus of Labillar- diere,” says Mr Brown, “ and another species, peculiar to the S. of Van Diemen’s Land, not unfrequently attain the height of 150 feet, with a girth near the base of from 25 to 40 feet.” Of this magni¬ ficent genus there are 50 different species within the limits of the colony around Sydney. Of the beautiful and elegant Melaleuca, Mr Brown collected upwards of 30 species, all of which, with the excep¬ tion of the two species Leucodendron and Cajaputi, appear to be con¬ fined to Terra Australis. The tribe of Stackhousece is entirely pecu¬ liar to that country. Of the natural order of Proteacece, consisting of about 400 known species, more than 200 are natives of New Holland, of which they form one of its characteristic botanical features; the Banksia, in particular, being one of the most striking peculiarities of the vegetable kingdom. The Casuarina, of which 13 species have been discovered, is another characteristic feature of the woods and thickets of Australia. The most extensive genus, however, is the apetalous Acacia, of which there are more than 100 species; and this, with the Eucalyptus, “ if taken together,” says Mr Brown, “ and considered with respect to the mass of vegetable mat¬ ter they contain, calculated from the size as well as from the number of individuals, are perhaps nearly equal to all the other plants of that country.” The Casuarina and the Eucalyptus are represented as furnishing excellent timber for ship-building, and for all the pur¬ poses of domestic furniture and agricultural implements; the gum of the Eucalyptus is medicinal; and that of one species might be employed as pitch. Freycinet says they procured a resinous sub¬ stance fi’om the Xanthorrhea, which served them to caulk their vessels. The bark of a tree (Acacia dealbata) is known to be more efficacious in tanning leather than the oak-bark; and a shrub (Leptospermum scoparium) was used by Captain Cook as a substi¬ tute for tea. Nutmegs were found by Flinders on the northern coast, but they were small, and had so little of an aromatic fla¬ vour, that Mr Brown gave the plant the specific name of insi- pida. Among the curious productions of the vegetable world is the Nepenthes distillatoria, or pitcher plant, of which a very cor¬ rect and detailed drawing is given in the Atlas to Flinders’s Voyage. The pines of the genus Auracaria have the double-dotted vascu¬ lar tissue of the carboniferous Coniferas. The Eucalypti or gum- trees shed their bark annually instead of their leaves; while the latter hang vertically from the branches, instead of horizontally, as in most English forest-trees; and the Casuarina! or she-oak trees have the jointed articulations of Hippuris instead of leaves. Alto¬ gether, the anomalous characters of Australian botany, though pre¬ senting organic phenomena distinct from those of the northern hemi¬ sphere, are in harmony with the branches of the animal kingdom already alluded to. Since Brown’s Prodromus was published in 1810, very little has been added to that profound work. And it is a remarkable fact, that few genera, if any, have been discovered since that eminent botanist and his patron Sir Joseph Banks first collected the plants of Botany Bay. Although Cunningham, La- billardiere, and others, have added materially to the list of species, there is still a vast region open to botanic enterprize, especially in the unexplored mountain ranges of the great Australian Cor- * i dillera. Austral¬ asia. II. Having marked the progressive discovery of this fair and fertile island, until it was ascertained to be such by Tas- General man, Marion, Furneaux, Cook, D’Entrecasteaux, Bass, and view of Flinders, we shall not think it necessary to notice the mi- Van Die- nor discoveries of Bligh, Hunter, Cox, &c., but proceed to men 8 give a general account of its dimensions, surface, and natural Land- productions. It is situated between the parallels of 41. 0. and 43. 32. S. Eat, and 144. 32.and 148. 25. E. Long.; its medial length from N. to S. being about 160, and breadth from E. to W. 145 geographical miles. Its surface pos¬ sesses every variety of mountain, hill, and dale,—of forests and open meadows,—of inland lakes, rivers, and inlets of the sea, forming safe and commodious harbours,—that can render a country valuable or agreeable ; and it enjoys a temperate climate, which is perhaps not very different from that of England, though less subject to violent changes. In May, corresponding to our November, Labillardiere ob¬ served the mountains in the interior covered with snow. The western and southern coasts are bold, steep, and rocky; the latter terminating so abruptly as to appear as if it had been broken off, and the group of islands named De Witt’s Isles, to the southward, twelve in number, formed out of the fragments. Cook found the cliffs on the eastern side composed of sandstone ; but the vast buttresses that look towards the southern seas of ice are stated by Flinders to be composed of basaltic columns, appearing like so many stacks of chimneys. Labillardiere found, near this southern extremity, a stratum of coal 3^ feet thick and 200 fathoms long, resting on sandstone. The soil, in general, is represented as more productive than that of the E. side of Australia; and the island has the advantage of being intersected by two fine rivers, rising near the centre; the one named the Tamar, falling into Bass’s Strait on the N., and forming Port Dalrymple ; the other, the Derwent, which discharges itself into the sea on the S.E. extremity, spreading its waters, in the first in¬ stance, over the Great Storm Bay, which communicates with North Bay, Norfolk Bay, and Double Bay, on the E., and with D’Entrecasteaux’s Channel on the W. The Ta¬ mar in its course receives three streams—the North Esk, the South Esk, and the Lake River; and the tide flows about 30 miles up the river, to the point where it is joined by the two Esks. At this spot is situated the flourishing town of Launceston; having a population of about 6500. At the head of the western arm of Port Dalrymple is situated George 1 own, on the skirt of a beautiful, rich, and well- wooded country. There is also a town named Hobart Town, which is now the capital, on the right bank of the Derwent, about five miles inland, with a population, in 1851, of 14,000 inhabitants. The country between these two towns is everywhere rich and beautiful, abounding in grassy plains, marshes, and lakes, bounded on each side by hills, well clothed with wood, rising into high and rocky mountains. A turnpike road now bisects the island between Launceston and Hobart Town,—a distance of 130 miles, which is accomplished by stage-coaches within 12 hours. The description given by D’Entrecasteaux of the channel that bears his name, and the surrounding shores, corresponds generally with the following animated account of it from M. Peron, ten years afterwards. “ Crowded on the surface of the soil are seen on every side those beautiful Mimosas, those superb Metrosideros, those Cor¬ reas, unknown till of late to our country, but now become the pride of our shrubberies. From the shores of the ocean to the summits of the highest mountains may be observed the mighty Eucalyptus, those giant trees of Australasian forests, many of which measure from 162 to 180 feet in height, and from 25 to 30 and even 36 feet in circumference. Banksia of different species, the Protea, the Em- bothria, the Leptosperma, form an enchanting belt round the skirts of the forests. Here the Casuarina exhibits its beautiful form; there the elegant Exocarpus throws into a hundred different places its negligent branches. Everywhere spring up the most delightful 262 Austral¬ asia. New Guinea or Papua. AUSTRALASIA. thickets of Melaleuca, Thesium, Oonckyum, Evodia, all equally in¬ teresting, either from their graceful shape, the lovely verdure ol their foliage, the singularity of their corollas, or the form of their seed-vessels.”— Voy. aux Terres Australes. . e \t All the navigators who have visited the southern part ot V an Diemen’s Land describe the natives as a mild, affable, good-hu¬ moured, and inoffensive people ; with the exception of Marion the effect of whose fire-arms, Labillardiere thinks, had made them afraid of Europeans. Subsequently the settlers found them a hostile and treacherous race, probably from the same cause. Flinders and Bass conceived that the natives of this island were sunk still lower in the scale of human existence than those in the neighbourhood of Port Jackson, though they saw but one man, and he is described as having “ a countenance more expressive of benignity and intelli¬ gence than of that ferocity or stupidity which generally charac¬ terized the other natives.” They are obviously the same people as those of Australia. The women refused from Cook s people all presents, and rejected all their addresses, not so much from a sense of virtue, it was supposed, as from the fear of the men of whom they stood in great awe. With the convicts and free settlers they had free intercourse. In some places were found miserable huts of twigs, and rude baskets made of a juncus or rush ; but these were all the signs that appeared of civilization. Cook, D Entrecasteaux, an Baudin, all observed many of the largest trees with trunks hollowed out, apparently bv means of fire ; and as the hollow side invariably faced the E. and S.E., the lee-side to the prevailing winds it was concluded they were intended as habitations In ^ ^nt^ecf.ste^U^ Channel only were indications of huts made of the hark of the Eucalyptus, consisting of three rolls stitched together. Of the nu¬ merous tribes who peopled this island when it was firstcolonized bv the British, only 18 men and women now remain. At the early settlement it was a penal colony, and the natives were considerably thinned by a war of extermination carried on by the convicts and settlers a-rainst them, which ended in their being conveyed to Hin¬ ders’ Island in Bass’s Strait, from whence the miserable remnant now at Brown’s River, near Hobart Town, were brought to end their days in peace—D’Entrecasteaux, Labillardiere, Flinders,-&c. HI. New Guinea, or Papua, is, after Australia, not only the first in point of magnitude, but claims a priority in discovery over that and every other island in the Australasian Sea. In the year 1526, when the Portuguese and the Spaniards were disputing their respective claims to the Spice Islands, Don Toro-e de Meneses, of the former nation, had, in his passage frorn Malacca to the Moluccas, by extraordinary and acci¬ dental circumstances, discovered the N. coast of Papua, so called, according to some, because the word signifies black, which was the colour of the natives, or curled hair, accord¬ ing to others. Meneses remained at a port called Versija till the change of the monsoon, and then returned to the Moluccas. The next navigator who touched at Papua was Alvarez de Saavedra, on his homeward voyage from the Mo¬ luccas in 1528, for New Spain ; and from an idea that the country abounded in gold, he gave it the name of Isla del Oro. He staid a month, and obtained provisions ; but some Portuguese deserted with the only boat the ship had, and were left behind. They found their way, however, to Gilolo, and reported that Saavedra had been wrecked ; but on his subsequent arrival they were tried, condemned, and executed. He is supposed to have added about 50 leagues of discovery to that of Meneses. In 1529 Saavedra sailed a second time from New Spain, and, according to Galvaom (or Galvano), followed the coast of Papua eastwards above 500 leagues. In 1537 Gonzalvo and Alvarado were despatched on dis¬ covery by the viceroy of Peru; but the former being killed in a mutiny, the crew chose another commander; and the first land they made was Papua. The ship was in so crazy a state that she was abandoned; the crew, only seven in number (the rest having died of hunger and fatigue), were made captives, and carried to an island called Crespos (curly- haired men), whence they were sent to the Moluccas and ransomed. In 1545 Ynigo Ortiz de lletz, in his voyage from Tidore to New Spain, came to an archipelago of islands near the land of Papua; sailed 230 leagues along the N. coast; and not knowing it had been before visited by Europeans, he called it Nueva Guinea, from the resemblance of the na¬ tives to those of the coast of Guinea. . In 1606 Torres made the E. coast of New Guinea, in his way to the Moluccas, sailed westward 300 leagues, doubled the S.E. point, sailed along the southern coast, saw the north¬ ern coast of New Holland, and passed the strait which now bears his name. He describes the coast of New Guinea as inhabited by a dark people, naked, except a covering round the middle, of painted cloth made of the bark of a tree. They had arms of clubs and darts ornamented with feathers. He fell in with many large islands, ports, and rivers. To¬ wards the northern extremity he met with Mahometans, who had swords and fire-arms. In 1616 Schouten came in sight of a burning mountain on the coast of New Guinea, which he named Vulcan, and immediately after of the coast itself. The island was well inhabited, and abounded with cocoa-nuts; but no anchoring ground could be found. 1 he natives were black, with short hair; but others appeared of a more tawny colour, with canoes of a different shape. Among the islands in sight to the north¬ ward, four small ones continually smoked. On approach¬ ing the main land, the natives, whom he calls real Papoos, came off, “ a wild, strange, and ridiculous people, active as monkeys, having black curled hair, rings in their ears and noses, and necklaces of hogs’ tusks. ’ d hey had all some personal defect; one was blind, another had a great leg, a third a swelled arm ; from which Schouten concluded that this part of the country was unhealthy, an inference which was confirmed by observing their houses built upon stakes eight or nine feet from the ground. At the two little islands of Moa and Insou, on the N.E. coast, the friendly natives supplied them with abundance of cocoa-nuts. At 28 leagues from Moa, Schouten fell in with a group of 14 small islands covered with wood, and apparently uninhabited; but sailing to the northward, they were followed by six large canoes, the people in which were armed with javelins. Those in some canoes from another island were of a tawny complexion, had long curly hair, and appeared by their persons and lan¬ guage to be a different race from the natives of Papua: they had rings of coloured glass, yellow beads, and vessels of poi- celain, which were regarded as “ evidences of their having communication with the East Indiesv” Schouten s Island is the largest of this group. Tasman visited all these islands and the coast of New Guinea in 1643, but made no dis¬ coveries in this part of his voyage. _ u Our countryman Dampicr saw the coast in 1699, but clid not land: the natives came off to his ship, and he speaks in admiration of their large and picturesque proas. He dis¬ covered, however, a strait unknown before, which divides New Guinea from New Britain, and is now called after his name. Bougainville was less fortunate, when, in 1168, he touched on the coast of what he considered a separate island, and to which he gave the name of Louisiade. D’Entrecas¬ teaux, in 1792, passed along the northern coast of Louisiade, and through Dampier’s Strait, but left the point of its iden¬ tity with or separation from New Guinea undecided. Sonnerat published A Voyage to New Guinea, though he evidently never was there, but describes the natives and productions from what he saw and from what he could col¬ lect at the island of Gibby, to the eastward of Gilolo. Forrest, in 1775, anchored in the Bay of Dory, on the northern extremity of New Guinea, and collected some in¬ formation respecting the inhabitants from a Mahometan Hadji, who accompanied him. Captain Cook, also, in his first voyage in 1770, made the coast in about 6. 30. S. Lat., a little to the northward of Cape Valscher, but did not bring his ship to anchor, on account of the hostility of the natives. A party landed near a grove of cocoa-nut trees, and not far from it found plantain and the bread-fruit tree. The breeze from the trees and shrubs is said to have been charged with a fragrance not unlike that of gum benjamin. Austral- AUSTRALASIA. Austral- Three Indians rushed out of the wood with a hideous shout, j ran towards the party; the foremost throwing some¬ thing out of his hand which burnt like gunpowder, the other two hurling their lances at the same time. Before they reached the pinnace, from 60 to 100 had collected, all stark naked; their appearance as to stature, colour, and crisped hair, resembling that of the New Hollanders. They let off fires by four or five at a time, but for what purpose could not be imagined. These fires appeared to be discharged from a piece of stick, probably a hollow cane ; and the fire and smoke exactly resembled those of a musket, but with¬ out any report. 1 hose who were on board ship, at a distance, concluded they had fire-arms; and even those in the boat might have supposed them firing volleys, had they not been so near as to ascertain that there was no report. Torres had observed something of the same kind in about 4. S. Lat. on the same coast, where, he says, the inhabitants were black, but better clothed than those southward; that among the weapons used by them were hollow bamboo sticks, which they filled with lime, and by throwing it out endeavoured to blind their enemies. This explanation, however, does not account for the /m Forrest says that the Chinese from Iidore trade with Papua under Dutch colours; perhaps therefore, gunpowder may be one of the articles carried by them in exchange for the slaves, ambergris, sea-slugs (Si- punculus edulis), tortoise-shell, lories, birds of paradise, &c. which they carry back to China. Ihe S.E. coast of New Guinea was visited in June 1793 by Mr Bampton, master of the Hormuzeer, and Mr Alt, mastei of the Chesterfield, two British merchant vessels, who, in their endeavouis to find a passage to the N.W. while beat- ing up the Great Bight of this island, added some valuable information to what was previously known of that part of the coast. Captain Bristow, also the discoverer of the Auckland Islands, visited in 1806 the northern shores of the smaller islands, which were described by D’Entrecasteaux in 1793. But the southern shores of the Louisiade remained unex¬ plored from the period of Bougainville’s voyage in 1768 until the year 1840, when a French navigator, Captain D’Urville, attempted a flying-survey of them in the Astrolabe durino- his voyage round the world. He was not sure, however, whether the land he observed belonged to New Guinea or the Louisiade, although he passed a multitude of islands with navigable channels between them. In 1845 Captain Blackwood, in H.M.S. Fly, surveyed 140 miles of the S.E. coast of New Guinea within the Great Bight. Here he found a low muddy shore extending many miles inland of the same character, intersected by channels, which evidently are the estuaries of streams. One of these he ascended for a distance of 20 miles in the ship’s boats, and saw numerous native villages built at intervals along the banks ; but being confronted by the inhabitants, who appeared to be of warlike disposition, he considered it dangerous to attempt a landing. This partial survey was followed up in 1846 by Lieutenant \ ule in H.M. schooner Bramble, who laid down t le coast-line from where Blackwood’s survey had terminated E. of Aird s River, along the S.E. shore of the bight. As he proceeded southerly, where the coast trends to the eastward, ie found the country inland gradually improve in aspect from ow mud banks to densely wooded hills; with a lofty range o mountains in the distance. At this point where he sighted a high peak of this mountain-chain—which now bears his name he returned to Australia to await further orders. tt TvrV^T> ^une 1848, Captain Owen Stanley in H.M.S. Rattlesnake, accompanied by the Bramble, Lieu¬ tenant Y ule, as tender, commenced a further survey of the doubtful S.E. peninsula of New Guinea, and Bougainville’s Louisiade. During their combined indefatigable exertions for rour months, they not only determined the fact that the 263 latter island is separated from the mainland, but that it forms Austral- one of several groups of smaller islands, more or less sur- asia. rounded by dangerous coral reefs, which extend for upwards of v—^ 200 miles E. by S. of the great Papuan Island, between 151. and 154.30. E. Long., and the parallels of 11. and 12. S. Lat.: the entire assemblage of island and reefs, including the Calva¬ dos Group, being now denominated the Louisiade Archipelago. Much valuable information has been added to the natural* history and ethnography of those coral-bound isles which Captain Stanley has now determined upon the charts of Aus¬ tralasia, by Mr John Macgillivray, the naturalist who accom¬ panied the expedition ; and who has furnished us with the journal of the voyage, which the death of the captain pre¬ vented himself from publishing. In his graphic descriptions of these new and interesting islands, he thus describes their appearance : “From the anchorage we enjoyed an extensive view of the south-eastern portion of the Louisiade Archi¬ pelago. On the extreme right is the large S.E. island, with its sharp undulating outline, and Mount Rattlesnake clearly visible, although distant 45 miles. Next, after a gap partially filled up by Pig Island, Joannet Island succeeds, IQl miles in length, not so high as South-east Island, but resembling it in dimness of outline: its highest point, Mount Asp, is 1104 feet in height. Next come the Calvados, of various aspect and size, some with the undulating outline of the larger islands, others rising more or less abruptly to the height of from four to upwards of nine hundred feet. They constitute a numerous group upwards of 40—some of which, however, are mere rocks: they are delineated upon the Rattlesnake’s chart, and there are others to the northward. Behind them, in two of the inteivals, the large and distant island of St Aignan (so named after one of D’Entrecasteaux’s lieutenants) fills up the back¬ ground, falling low at its eastern extreme, but the western half is high and mountainous, with an elevation of3279 feet. Further to the westward, the last of the Calvados in this view was seen to form a remarkable peak, 518 feet in height, to which the name of Eddystone was applied; and still further to the left,^lie Real of D’Urville’s chart shoots up to the height of 554 feet, as a solitary rocky island with a rugged outline and an abruptly peaked summit.” 1 Leaving these islands, Captain Stanley proceeded on his general survey along the S.E. coast of New Guinea, until he leached that point of land where Lieutenant Yule in the Bramble had left off. On making the S.E. cape of the island, the land appeared of a mountainous character inland ; and this continued increasing in elevation for 250 miles, until he came to \ ule’s Peak. It is evident that this great moun¬ tain-chain divided the watershed on each side of the penin¬ sula. _ On determining the altitude of this range of moun¬ tains, it was found to average double that of the Australian • , pS7w ughest section of the great Cordillera of that island Mount Owen Stanley is 13,205 feet in height, beinff more than double that of Mount Kosciusko (6510 feet)— the highest mountain in Australia. Of fifteen other peaks in the range, whose altitudes are laid down on the Rattlesnake’s c i 450 geoSraPhical miles long by 95 broad. The former has a v ^ rich and fertile soil, well clothed with trees, some of them more than 20 feet in girth, and 90 feet high, without a branch. Some of them resembled spruce, and were “ large enough for the mainmast of a 50-gun ship.” The highest hills were covered with forests, the valleys with grass and shrubbery, and the plains were well irrigated with rills of clear water. The southern island is very mountainous ; one peak, resembling that of feneriffe, was estimated by For¬ ster, but without sufficient data, at 14,000 feet in height: it was covered with snow in the middle of January. Both as to appearance and temperature, they may be considered as the British Isles of Australasia. Fahrenheit’s thermo¬ meter in February was never higher than 66°, and was not lower in June than 48°. A great part of the western side of these islands had, however, a desolate and inhospitable appearance ; exhibit¬ ing ranges of yellow sandstone, or white sandhills, with scarcely a blade of verdure. It is worthy of remark, that this extraordinary difference prevails between the two coasts of South Africa, the two coasts of New Holland, and the two coasts of Van Diemen’s Land. The natives are stout and well-limbed, muscular, vigorous, and active, excelling in manual dexterity; their countenances intelli¬ gent and expressive, of an olive complexion, but not darker than a Spaniard. In the appearance of the women there is not much femi¬ nine delicacy; but on Cook’s first visit they found them more mo¬ dest and decent in their behaviour than any of the islanders they had met with. They were covered from the shoulders to the ankles with a sort of netted cloth made of the split leaves of the flax plant (Phormium tenax'), the ends hanging down like fringes. The black hair of the men is bound in a knot on the top of the head, that of the women is cropped ; both sexes anoint their hair with rancid oil, and smear their bodies with grease and red ochre. The faces of the old men are covered with large furrowed black marks, generally spiral lines, and have a horrible appearance. The women wear in their ears pieces of cloth, feathers, sticks, bones, &c., and bracelets and anklets of bone, teeth, shells, &c. Captain Cook did not observe any appearance of disease, or bodily com¬ plaint, or eruption on the skin, or marks of any; and the most se¬ vere wounds healed most rapidly. Very old men, without hair or teeth, showed no signs of decrepitude, and were full of cheerfulness and vivacity. They are mild, gentle, and affectionate towards each other, but ferocious and implacable towards their enemies; and it unfortunately happens, that the little societies into which they ap¬ pear to be divided, are in an almost perpetual state of hostility, which makes it necessary for them to dwell in happahs or vil¬ lages, fortified with embankments, ditches, and palisadoes. They give no quarter, and feast with apparent relish on the bodies of their enemies, which they cut up and broil in holes dug in the earth; they suck out the brains, and preserve the skulls as trophies. They made no hesitation in devouring human flesh in presence of the English officers, and their provision baskets had generally a head or a limb of a human subject. The only quadrupeds on the islands are pigs, dogs, and rats, the former of which they eat; but their principal food consists of fish, potatoes, and the bruised roots of fern. They cultivate, however, and with great neatness, sweet potatoes, eddas, and gourds, ajl planted in regular rows ; and Cook observed near the villages both privies and dunghills. Their houses have a ridge-pole to the roof, which, with the sides, are built of sticks and grass, and lined with bark; they sleep on the floors covered with straw; and the furni¬ ture consists of a chest to hold their tools, clothes, arms, and fea¬ thers, provision baskets, and gourds to hold water, which is their oniy beverage; the New Zealanders being among the very few people, civilized or savage, who are ignorant of the means of in¬ toxication. Their double canoes or whale-boats are admirably constructed with planks from 60 to 70 feet in length, and their prows and sterns are tastefully and curiously carved and ornamented; all of which is performed by adzes and axes of a hard black stone, or green talc or jade, and with chisels of human bone or jasper. Of these mate¬ rials also their offensive weapons are made : these are lances four¬ teen feet long, sharp at both ends, of hard wood neatly carved ; and a battle-axe of jade or bone about a foot long. Their war canoes carry from 60 to 70 men each; they keep exact time with their paddles, singing, with great vociferation and distorted features, their savage war-song, when bound on any hostile expedition. Their war-dances are conducted in the same furious and extrava¬ gant style: the only musical instrument, if it can be called one, which they use, is a triton shell, which sounds like a cow’s horn. They have, however, a taste for music, and the women are said to sing in a soft, slow, and mournful cadence, making use of semi¬ tones. When their husbands are slain in battle, they cut their legs, arms, and faces, with bone or sharp shells; and there are few of them who do not wear scars on their bodies as testimonials of their affection and sorrow for their deceased friends, The natives of New Zealand exhibit a strange mixture, of civil¬ ized and savage life. It was hoped, from the state of their culti¬ vated grounds, of which several hundred acres were seen, that pre¬ sents of hogs, kids, and poultry, would have been most acceptable, and considerable numbers were left with them on the first and second visits of Captain Cook; but, excepting the cocks and hens, which had bred plentifully, and flew about wild in the woods, the others had been wantonly destroyed. In 1791 Vancouver touched at Dusky Bay, and remained there for some time, examining the bays and creeks in the neighbourhood; but he did not see one human being. And in 1793 D’Entrecasteaux passed between the Three Kings’ Island and Cape Maria van Diemen, but had no other com¬ munication with the natives except in their canoes. Unlike in some respects to the Tahitians, they have evidently a common origin; their language not differing more than the language of the two New Zealand Islands from each other. The few notions they have of superior beings also accord with those of Tahiti. (See Cook’s Voyages.) The following horrible transaction proves how well Captain Cook described the character of these cannibals. In December 1809, the ship Boyd, from Port Jackson, was at Wangaroa, in the Bay of Islands, and admitted, without due caution, too large a number of natives on board, when the crew were suddenly attacked, over¬ powered, and slaughtered. Captain Alexander Berry, of the ship Edinburgh Castle, being on the coast, was soon after apprised of this horrible event; and, proceeding to the bay, found the remains of the Boyd, which had been burnt by the savages. On landing, he discovered that the massacre had been directed by Tippahee, the old chief who had been so much caressed at Sydney. The bones of the unfortunate men lay scattered on the ground, where their bo¬ dies had been devoured by the savages. Sixteen were murdered and cut up on the deck of the vessel; five others, who had fled for safety upon the yards, were told by the old cannibal, that if they would come down their lives should be spared, which, after some hesitation, they consented to do. They were sent on shore, and in five minutes after their dead bodies lay on the beach. The only survivors which Captain Berry contrived to save, were a woman, two children, and a boy. Well might Captain Berry conclude the narrative-of this horrid murder by an admonition, “ Let no man trust a New Zealander.” The colonization of this group of islands by the British may well be considered an era in the history of Australasia. Little more than fifteen years has elapsed since the settlements of Auckland, Wellington, and other towns were established on the Waitemata, and the shores of Port Nicholson and other parts of the coast; and, though much bloodshed has followed the occupation of the lands of this warlike people—who are now known by their aboriginal name, Maori—the stranger may travel at the present day through their country, with as much security from robbery or violence as in civil¬ ized Britain. We speak from experience when we state that the stranger white man who goes amongst them with a peaceful object has everywhere the hand of fellowship held out to him, and is in¬ vited to partake of their hospitality. Strange to relate, but never¬ theless true, the descendants of the old race of wild cannibals rarely speak of the practices of their fathers without horror, and exhibit the most pacific desire to trade with the Europeans, whom their pro¬ genitors never saw but to deceive and to devour. They have yielded to the all-powerful influence of Mammon; they love wealth; and they have become a subdued race by adopting the luxuries of the white man, which they cannot produce themselves. Where the missionaries failed in their attempts to bring them within the sphere of Christian civilization, and the strong arm of Euro¬ pean warfare could not crush the indomitable spirit of these brave people, the slow but sure progress of commerce has laid that proud race submissively at the feet of the trading Pakehas (foreigners). I he horrors of cannibalism are now becoming lost in the traditions of the past; for if the main cause of that practice was the desire for animal food, which could not otherwise be gratified in a region where no indigenous quadruped exists, the pigs, sheep, cattle, and vegetable produce of all kinds introduced by the settlers have now furnished them with abundance of the necessaries of life. A chief now, instead of leading his followers on to plunder and massacre the white men, may be seen walking into a banking office in Auckland or Wellington, and writing a cheque for a portion of his money de¬ posited there; or sitting in a news-room perusing a newspaper 267 Austral¬ asia. 268 Austral- AUSTRALASIA. printed in his own language. The history of the British in New Zealand is replete with interest; but it does not admit of more than y , a brief notice in this place. For further details see New Zealan . To the eastward of New Zealand is an island of considerable ex¬ tent and well peopled, discovered by Mr Broughton hi 1791, when on a voyage round the world with Vancouver. He called it Chat¬ ham Island. The people and the productions are the same as those of New Zealand. (See Vancouver’s Foyasre.) _n Auckland The Auckland Islands, or Lord Auckland’s Group, are m La . Islands. 40. S. and Long. 166. 35. E., nearly 180 miles S. of New Zealand. They were so named by the discoverer, Captain Abram Bus , master of a South Sea whaler belonging to Mr Samuel Ender y, in gratitude to the nobleman whose name they bear, for having pro¬ cured him admission, when a boy, into Greenwich Hospital. This group was first seen on the 10th of August 1806; and on the 20th of October 1807, Captain Bristow came to anchor with his ship the Sarah in a fine harbour in the largest island, which he quaintly named Sarah’s Bosom. This harbour, sometimes called Laurie Harbour and Rendezvous Harbour, has been renamed Port Ross by Mr Chas. Enderby in honour of Sir James Clark Ross, who surveyed the port These islands have subsequently been visited and briefly described by Captain Morell of the American merchant service in iS-y; by Commodore Wilkes of the United States exploring expedition; and by Admiral D’Urville of the French, and Sir James (lark Ross ot the English navy in 1840. „ . , , The group consists of one large and several smaller islands The principal island, Auckland, is about 30 miles long and 15 broad, and contains about 100,000 acres of land. The smaller islands of which the principal are Adam’s and Enderby, contain together about 20 000 acres. They are all of volcanic formation, composed ot basalt and greenstone, and present a wild and picturesque appear¬ ance. The highest hill (Mount Eden) rises about 1350 feet above the level of the sea. Crawley’s Harbour in the south of Auckland is described by Captain Morell and others as even superior to Laurie s Harbour. This island is fertile and well watered. The hills, ex¬ cept a few of the highest, are thickly covered with lofty trees of most vigorous growth, while the plains and valleys are clothed with luxuriant vegetation. Dr Hooker, who, in his Flora^ Antarctica, has given an elaborate account of the botany of these islands, says, « The whole land seemed covered with vegetation. A low forest skirts all the shores, succeeded by a broad belt of brushwood, above which to the summit of the hills extend grassy slopes. On a closer inspection of the forest, it is found to be composed of a dense thicket of stag-headed trees, so gnarled and stunted by the violence of the gales, as to afford an excellent shelter for a luxuriant undergrowth of bright green feathery ferns, and several gay-flowered herbs. The climate is described by Captain Morell as “ mild, temperate, and salubrious. I have been told,” he adds, “by men of the first re¬ spectability and talent, who have visited the island in the month of July, the dead of winter on this island, that the weather was mild as respects cold, as the mercury was never lower than 38 in the val¬ leys, and the trees at the same time retained their verdure as if it was midsummer. At the time we were there the mercury seldom rose higher than 78°, although it answered to our July. The wea¬ ther is generally good at all seasons of the year, notwithstanding there are occasional high winds, attended with heavy rain.’ The domestic pig, introduced by Captain Bristow, is the only quadruped found in these islands. The woods abound with sing¬ ing birds, and on the shores seals and seafowl are plentiful. “ The only game observed,” says Dr Holmes of the United States expedi¬ tion, “ were a few gray ducks, snipes, cormorants, and the common shag. The land birds are excellent eating, especially the hawks. Some officers of the French expedition, who visited the E. coast be¬ tween the two harbours, found the banks full of fish, with a regular bottom varying from 15 to 20 fathoms. The convenience of these islands as a station for the southern whale fishery was remarked by the various navigators who visited them, but has only recently been taken advantage of. Mr Charles Enderby, F.R.S., and his two brothers, sons of Captain Bristow’s employer, having obtained a grant of these islands from the British Government, a company was incorporated in 1849 for the prosecu¬ tion of this important object. Kergue- IX. Between the parallels of 40. 30. and 50. S., and lon- leu’s Land. gitude 69° E., lies the barren and uninhabited land of Ker¬ guelen, so named from the French officer who first dis¬ covered it in 1772, and who, on a second visit in 1773, dis¬ covered some small islands near it, but on neither occasion was able once to bring his ships to an anchor upon any part of the coast. Captain Cook was more fortunate. He had heard of Kerguelen’s discovery at the Cape of Good Hope, and wondered he should not have seen this land when he passed it so closely in 1770. In 1776, however, he fell in Austral- with these islands, and as no account of Kerguelen’s voyage had been made public, he gave new names to each island. v ^Sia^y Speaking of the main island, “ I should,” says Cook, “ from “~ its sterility, with great propriety call it the Island of Desola¬ tion, but that I would not rob M. de Kerguelen of the hon¬ our of its bearing his name.” He changed, however, the Bale de VOiseau of the French, where they had landed in a boat and lodged a piece of parchment in a bottle, into Christmas Harbour ; and called a round high rock Bligh’s Cap, which had been named by M. de Kerguelen the Isle of Rendezvous,—although, says Cook, “ I know nothing that can rendezvous about it but fowls of the air j for it is certainly inaccessible to any other animal. Kerguelen thought he had discovered the Terra Australis Incognita, but Cook soon determined that it was ot no great extent. The hills were but of a moderate height, and yet in the middle of summer were covered with snow ; not a shrub was found on this island, and not more than 11 or 18 different plants, one-half of which were either mosses or grasses. I he chief verdure was occasioned by one plant not unlike a saxi¬ frage, spreading in tufts, and forming a surface of a pretty extensive texture, over a kind of bog or rotten tuif. the highest plant resembled a small cabbage when shot into seed, and was about two feet high. No land animals were met with, but great plenty of the ursine seal {Phoca ursina). Penguins were very abundant, as were also shags, coimo- rants, albatrosses, gulls, ducks, petterels, and sea-swallows. A few fish of the size of a haddock were taken with the line, and the only shell-fish were a few limpets and mussels. The steep cliffs towards the sea are rent from the top downwards, but whether by rains, frost, or earthquakes, could not be determined. The productions of the hills were composed chiefly of a dark blue and pretty hard stone, intermixed with small particles of glimmer or quartz. Lumps of coloured sandstone, and of semi-transparent quartz, are also common. Nothing appeared like an ore or metal of any kind.—-Cook’s Third Voyage, vol. i. X. These small uninhabited islands are interesting only St Paul in a geological point of view. Situated in the midst of the ™ great Indian Ocean, at the distance of 2000 miles from the sterdam- nearest land, and removed but 18 or 20 miles from each other, they have no common point of resemblance ; the one being the product of a volcanic eruption scarcely yet cooled, with a few mosses and grasses on its surface ; the other composed of horizontal and parallel strata, of rock, covered with frutescent plants—an appearance which led the scien¬ tific gentlemen in D’Entrecasteaux’s expedition to conclude that an organization so regular could not proceed from a vol¬ canic origin. A French seal-catcher from the neighbour¬ ing island had set fire to the shrubbery, which continued to burn when the navigators passed the island ; and imagining that they saw smoke issuing from the crevices between the strata, some of them were disposed to consider this circum¬ stance as infallible indications of subterranean fire. Perron, the seal-catcher above mentioned, with the gentlemen ot Lord Macartney’s embassy, who explored the southernmost island, Amsterdam, say that the shores of St Paul’s abounded with pumice-stone. ...... Of the recent creation of Amsterdam there can be little doubt; indeed, it is scarcely yet cooled, and is altered con¬ siderably since its first discovery by Vlaming m 1696. From every part of the sloping sides of the crater, which is nearly 1000 yards in diameter, and into which the sea has forced its way, either smoke, or hot water, or hot mud, is seen to issue; and everywhere is felt a tremulous motion, and a noise heard like that of boiling water. In many parts of the crater, in the centre of which the water is 174 teet deep, the sea-water is tepid from the hot springs below; and numbers of these springs are found on the margin, below the high-water mark, of various temperatures, from 100° to the boiling-point. One very copious spring, slightly AUSTRALASIA. 269 Austral- chalybeate, flows in a copious stream into the crater, nearly asia- on a level with the lowest state of the tide. Another singularity which this island presents is in its mosses and grasses, which are all European. To these may be added the Sonchus oleracea, or sow thistle; the Apium petrosilenum, or parsley; and the common Lycopodium, or club-moss, which grows luxuriantly on the bleak heaths of North Britain, and seems to thrive equally well on the boggy soil of Amsterdam, heated, at the depth of a foot below the surface, to the temperature of 186° of Fahrenheit’s scale. The crater abounds with an excellent perch of a reddish colour, which is easily caught with the hook, and may then be dropped at once into one of the hot springs on the margin, and boiled. So caught and dressed, we are told it affords an excellent repast. The bar across the mouth of the crater is represented as one mass of cray-fish ; and in the sea, outside the bar, the vast multitudes of whales, grampuses, porpoises, seals, and sea-lions, render it dan¬ gerous for boats to pass. It was the same in Vlaming’s time, who “ found the sea so full of seals and sea-lions that they were obliged to kill them to get a passage through. When they steered from the shore there was also an aston¬ ishing number of fish.” Coral reefs XI. From the volcanic island of Amsterdam, we must in the a'us n°W a S^ance those innumerable low islands and tralasiari*18" reef's of rocks wllit'h are scattered over the greater part of Sea. the Australasian Sea to the eastward and northward of New Holland, and which are produced by an operation of nature different from that which lifted up Amsterdam ; less violent, indeed, in its character, than that by which the latter emerged from the abyss, but affording a basis equally, if not more, so¬ lid and enduring. A volcanic island not unfrequently breaks down its supporters, and sinks back into the cavity out of which it was hurled, as was recently the case with the Sa¬ brina Island, near St Michael’s ; but the island of coral, created by slow and imperceptible degrees, hardens with time, and becomes one solid mass from the summit to the base. Throughout the whole range of the Polynesian and Aus¬ tralasian islands, there is scarcely a league of sea unoccupied by a coral reef or a coral island ; the former springing up to the surface of the water perpendicularly from the fathomless bottom, “ deeper than did ever plummet sound and the latter in various stages, from the low and naked rock with the water rippling over it, to an uninterrupted forest of tall trees. “ I have seen,” says Dalrymple, in his Inquiry into the Formation of Islands, “ the coral banks in all their stages; some in deep water, others with a few rocks appearing above the surface: some just formed into islands, without the least appearance of vegetation ; others with a few weeds on the highest part: and, lastly, such as are covered with large timber, with a bottomless sea at a pistol-shot distance.” In fact, as soon as the edge of the reef is high enough to lay hold of the floating sea-wreck, or for a bird to perch upon, the island may be said to commence. The dung of birds, feathers, wreck of all kinds, cocoa-nuts floating with the young plant out of the shell, are the first rudiments of the new island. With islands thus formed, and others in the several stages of their progressive formation, Torres Strait is nearly choked up ; and Captain Flinders mentions one island in it covered with the Casuarina, and a variety of other trees and shrubs, which give food to parakeets, pigeons, and other birds, to whose ancestors it is probable the island was originally indebted for this vegetation. The time will come—however indefinite that period may appear—when New Holland, and New Guinea, and all the little groups of islets and reefs to the N. and N.W. of them, will either be united into one great continent, or be separated only by deep channels, in which the strength and velocity of the tide may obstruct the silent and unobserved agency of these in¬ significant but most efficacious labourers. A barrier reef of coral runs along the whole of the eastern Austral- coast of New Holland, “ among which,” says Captain Flin- asia. ders, “we sought 14 days, and sailed more than 500 miles, ^ before a passage could be found through them out to sea.” Captain Flinders paid some attention to the structure of these reefs, on one of which he suffered shipwreck. “Having landed on one of these creations,” he says, “ we had wheat- sheaves, mushrooms, stags’ horns, cabbage leaves, and a va¬ riety of other forms, glowing under water, with vivid tints of every shade betwixt green, purple, brown, and white.” “ It seems to me,” he adds, “ that when the animalcules which form the coral at the bottom of the ocean cease to live, their structures adhere to each other, by virtue either of the glutinous remains within, or of some property in salt water; and the interstices being gradually filled up with sand and broken pieces of coral washed by the sea, which also adhere, a mass of rock is at length formed. Future races of these animalcules erect their habitation upon the rising bank, and die in their turn, to increase, but principally to elevate, this monument of their wonderful labours.” He says that they not only work perpendicularly, but that this barrier wall is the highest part, and generally exposed to the open sea, and that the infant colonies find shelter within it. A bank is thus gradually formed, which is not long in being visited by sea birds; saline plants take root upon it, and a soil begins to be formed; a cocoa-nut, or the drupe of a pandanus, is thrown on shore; land birds visit it, and deposit the seeds of shrubs and trees ; every high tide and gale of wind adds something to the bank ; the form of an island is gradually assumed; and last of all comes man to take possession. If we should imagine one of these immense coral reefs to be lifted up by a submarine volcano, it would be converted into an insular or continental ridge of hills of limestone. It is worthy of remark, that, in this great division of the globe, fully equal in extent to that of Europe, there is no quadruped larger than the kangaroo; that there is none of a ferocious character, and, in many of the islands, none of any description. Man only in Australasia is an animal of prey; and, more ferocious than the lynx, the leopard, or the hyaena, he devours his own species, in countries too where nature has done everything for his comfort and subsistence. The time is not far distant, however, when these inferior races must disappear before those exterminating influences to which we have already alluded, or their characteristic peculiarities be absorbed in the overwhelming tide of civili¬ zation. I he same depopulating effects to which we have pointed in speaking of the aboriginal tribes in Australia and lasmania, may be traced among the Maori race in New Zealand a race which, fifteen years ago, was calculated at its lowest estimate to number 80,000 individuals. In vain do they strive to multiply their children, and to perpetuate their families by the most tender care. During our travels through the Kaipara country on the North Island, we ob¬ served chiefs with five, and as many as ten, wives, and only three or four sons and daughters; and we have heard 1 irarau, chief of the Wairoa, lament in the following strain: “ I see the white man with one wife have ten children, while I with ten wives have only one child.” It was me¬ lancholy to hear such remarks from these intelligent people, who are conscious of the decrease of their race; and that their lands will become peopled by the “ Pakehas” when they are no more, as they are aware is the case throughout America. At a moderate calculation they are fewer by 12,000 now than they were fifteen years ago, when coloni¬ zation was begun to any extent by Anglo-Saxon settlers, who have ever since kept up an indiscriminate intercourse with the Maori women. It is also observed, that the num¬ ber of deaths is greatly above that of the births, which are chiefly a half-caste progeny. See New Zealand. (j. b—w.) (s. M.) 270 A U S T E A L I A, Australia. Or New Hoeland, the largest island on the globe, is situ- ated in the southern hemisphere ; and, as described in the Geogra- preceding article, forms the mainland around which are clus- phy. tered those groups of islands which in modern geography con¬ stitute the fifth great division of the earth’s surface. Wilson Promontory, its most southern angle, is in Lat. 39.11. S., and Cape York, its northernmost headland, in Lat. 10. 43. S. Its greatest breadth from N. to S. is thus 1708 geographical miles, or 1965 statute miles. Cape Byron, the eastern limit, is in Long. 153.37. E., and Cape Inscription, in 112. 55. E., forms its westernmost point; making the extreme length of the island from E. to W. about 2603 British miles, by an average breadth of 1200 miles—a tract of land well entitled to be called a continent, by which name it is frequently de¬ signated by geographers. Its superficies approximates to 2,690,810 square miles. That of the continent of Europe being 3,684,841 square miles, we can form some idea of its extent by comparison. The nomenclature and geographical subdivisions of this island-continent have undergone many alterations from time to time, as the territory has become colonized. Before any settlement had been effected by the British Government upon its shores, the entire island was designated New Hol¬ land, not only by the Dutch—from whom it received its name —but on our own charts and maps. The E. coast, first dis¬ covered and explored by Captain Cook in 1770, was named by him New South Wales. The middle portion of the N. coast bore the name of Arnhem Land, after the ship of its discoverer Zeachen in 1618. The W. and S.W. coasts were named in like manner by their discoverers, the Dutch navi¬ gators, in the seventeenth century, De Witt’s Land, En- draght’s Land, Edel’s Land, Leeuwin’s Land, and Nuyt’s Land. That of Van Diemen’s Land was given by Tasman to what he supposed was the southern peninsula of New Holland, but which was afterwards discovered by Bass to be an island. The colonists have been anxious to name it after its discoverer, but the government still retain the first title. Since this great territory has become the undisputed pos¬ session of Britain, other names, with the exception just men¬ tioned, have, according to the law of nations, been substi¬ tuted for the old Dutch titles. New South Wales is only applied now to about one-half the E. coast territory. The name of the entire island also is changed from New Hol¬ land to the more appropriate designation of Australia, by which it is now universally recognized and described. The subdivisions South, North, and Western Australia woidd be equally proper if their boundaries were defined according to the ordinary rules of geographical dissection. But while the first section, South Australia, is only the middle portion of the S. coast, trending inland to the central region; and the second, North Australia, embraces all to the N. of New South Wales ; the third section, Western Australia, nearly bisects the island, leaving a small tract of land between it and South Australia with no name at all. A better division would be to draw a line right across from E. to W. in Lat. 26. S.; thus bisecting the island near its intertropical parallel; for although this line would be 3| degrees S. of the Tropic of Capricorn, still the influence of the tropical rains and winds ascend even higher than this parallel. At all events this would be sufficient for us to designate the northern section Tropical Australia, and the southern Temperate Australia. Besides these two great meteorological divisions, they could conveniently be subdivided into four political sections by drawing another line from S. to N. in the meridian of 133. 30. Each of these sections might then be designated, according to its direction from the centre, South-western and North¬ western Australia, North-eastern and South-eastern Aus- Australia, tralia. And these again might be subdivided into provinces, as the last-named section includes the three colonies of New Geogra- South Wales, Victoria, and South Australia. This arrange- Pay¬ ment would tend to simplify an important section of geo¬ graphy which at present is very much confused. If, for the better elucidation of our subject, we suppose these lines and boundaries to exist on the map, the northern or tropical division has little to do with the history of Bri¬ tish colonization in Australia. It is within the temperate zone that our colonies have been planted and successfully nurtured. And this tract, again, separated by the meridian line suggested, confines to a still smaller compass the sub¬ ject of our description. The group of colonies which absorb the attention of the statesman and merchant in that far-off land, are comprised within the last-named section, South¬ eastern Australia. On the W. it is bounded by a line drawn from the S. coast in Long. 132. E., meeting another line drawn at a right angle from the E. coast in Lat. 26 fe.; the southern and eastern boundaries being formed by the coast line ; which, by following the sinuosities of the gulfs and bays, comprehends a sea-board of nearly 2000 miles. Again, if a line be traced on the map, commencing about 150 miles inland from the head of Gulf St Vincent, and continued more or less (within half a degree) the same distance from the coast until it reaches the northern boundary line, the inter¬ mediate space will give a fair average of the extent of country at present colonized, which may be estimated in round num¬ bers at 1500 miles long by 150 miles broad, or 225,000 square miles ; or nearly three times the superficies of Eng¬ land. This section of Australia is politically divided into three provinces ; which, with the western colony and the unsuc¬ cessful settlements in the northern section, we shall treat of severally under the following heads : 1. New South Wales. 2. Victoria, or Port-Phillip. 3. South Australia. 4. Western Australia. I. New South Wales is bounded on the E. by the South New South Pacific Ocean ; from Cape Howe to Wide Bay, forming a ales- sea-board of 750 miles. A line drawn from Cape Howe in a N.W. direction inland, crossing the Australian Alps to the source of tho Murray River, and continued along the N. bank of that stream, as far down as 141. E. Long, is the southern boundary. From this point a line traced upon the map due N. until it forms a right angle with the parallel of 26. S., the northern boundary, constitutes its limits westerly. The jurisdiction, however, of the executive government and legislature of the colony, extends beyond the northern boun¬ dary as far as Cape \ ork and Port Essington. In reviewing the history of New South Wales from its ®nera first settlement, there are three distinct eras in its political, social, and commercial progress, which mark its short but eventful annals to the present time. Firstly, its foundation and existence as a penal settlement; when it depended solely on support from the mother country. Secondly, the open¬ ing of the colony to independent and bounty emigrants; who rendered it a self-supporting colony ; and, thirdly, the recent gold discovery, which has made it one of the most wealthy and self-dependent provinces of our colonial empire. Each of these distinct eras has been marked by a complete change in the previous condition of the body politic, according as its destinies were influenced by a penal, a pastoral, and a mining population. . During the first period referred to, the history of New*^ AUSTRALIA. Phillip 788. Australia. South Wales may be considered solely an account of British colonization in the Australasian seas. New South It was after the separation of the United States from this a es' country that it was first proposed to establish a colony for the reception of convicts from Great Britain on the eastern shore of Australia, or New Holland as it was then called; and in the year 1787 preparations were completed for carry¬ ing the design into effect. On the 13th of May 1787, a fleet consisting of eleven sail of ships, including a frigate and an armed tender, and having on board 565 male and 192 female convicts, with 200 troops, and several of their wives and children, set sail from Portsmouth; and after a voyage of eiMit months, arrived at their destination on the 18th, 19th, and 20th of January 1788. Captain Arthur Phillip of the royal navy was appointed the first governor of the colony. Botany Bay, where it was proposed to fix the settlement, was found ill adapted for that purpose. In seeking for a more eligible situation, Captain Phillip entered the inlet to which Cook had given the name of Port Jackson, which he found one of the most capacious and safe harbours in the world, navigable for vessels of any burden fifteen miles from its entrance, in¬ dented with numerous coves, sheltered from every wind, and possessing the finest anchorage. Within this harbour, on the shores of Sydney Cove, thinly wooded, and the haunt of the kangaroo, but now marked out as the capital of the future empire, the British ensign was hoisted on the 26th of Janu¬ ary 1788. They immediately proceeded to clear the ground, to land the live stock and the stores, and to establish the colony, amounting to 1030 souls. In its early progress the settlers encountered numerous obstacles, which it required extraordinary courage, and perseverance, and untiring in¬ dustry to overcome. These arose from various causes,—from the extremely sterile soil around Sydney Cove, from which no industry could extract a sufficient supply of grain for the wants of the people ; from the profligate habits of the con¬ victs, which occasioned continual disorders among them¬ selves ; from their outrages on the natives, and the retalia¬ tion which these produced. It was some years before an adequate supply of provisions for the maintenance of the colony could be derived from the ungrateful soil. The settlers consequently depended on foreign supplies, which did not arrive, and they experienced the severest privations. The loss of the store-ship the Guardian, under the command of Captain Riou, when proceeding to their relief with a large supply of provisions and stores, was a severe blow to the prosperity of the colony; and the general distress was greatly aggravated by the unseasonable arrival of a convict ship with female convicts on board, thus increasing the number of consumers without any addition to the stock of provisions. The consequence was a severe scarcity, during which the weekly rations were, in April 1790, two and a half pounds of flour, two pounds of rice, and two pounds of pork ; the governor sharing equally with others in the common calamity. Even this allowance, barely sufficient for the wants of nature, could not have been afforded if the governor had not sent off upwards of 200 convicts and troops to Norfolk Island, which is about 21 miles in circumference, with a fertile soil. Here the settlers, with even smaller allowance than at Syd- ney, would probably have perished, but for an unlooked-for supply from a flight of aquatic birds alighting on the island to lay their eggs. Owdng to the length of their pinions, they take wing with difficulty ; and they were so numerous that from 2000 to 3000 were taken every night, besides an in¬ calculable quantity of eggs, which was a seasonable supply, and saved the lives of this detachment from the main body. Every effort was made to obtain supplies from China, India, and the Cape of Good Hope. There were not at one period four months’ provisions in the store on the most reduced scale, and several persons had already perished. Shortly 271 after, thiee other vessels arrived with convicts, a large num- Australia, ber of whom perished of the scurvy during the voyage For ^ ^ > about three years the settlers were in danger of starvation, New South and it was not till June 1790 that relief was afforded, by the Wales, arrival of three transports from the Cape ; and in the follow¬ ing year a ship of war arrived at Sydney, conveying ten ves¬ sels, with 1695 male and 68 female convicts, after losing 198 on the passage. The arrival of this fleet changed the aspect of affairs, and gave the necessary stimulus to the industry of this rising community. Amid the difficulties with which the colony had to struggle, its improvement was not altogether neglected. Cultivation w^as begun, farms were established at Rose Hill (Parramatta), at other places two towns were commenced, and a few convicts were emancipated, and ob¬ tained grants ofland as settlers. Governor Phillip embarked for England in December 1792, when Lieutenant-governor Grose succeeded to the goveinment. He was succeeded, on the 15th December 1794, by Captain Paterson of the New South Wales Corps; and, on the 7th August 1795, Governor Hunter, a captain in Hunter the royal navy, arrived, and immediately entered on his im- 1795. ' portant office. From the year 1792 the improvement of the colony was decisive and rapid. It was in 1789 that the first harvest was reaped at Parramatta; and in 1793 the settlers were enabled to sell corn to the public stores, which was purchased at a given price. Trade began to make its appear- ance ; passage-boats were established between the towns of Sydney and Parramatta, and the settlers visibly increased. 1 he bulls and cows that had been originally brought to the new settlement had, by the carelessness of the keeper, been suffered to stray into the woods, and every subsequent search had proved ineffectual, when a fine and numerous herd of wild cattle was at length discovered in the interior of the country, evidently the progeny of the animals which had been so long lost to the settlers. At the close of the year 1795, the public^and private stock of the colony consisted of 57 horses, 221 head of cattle, 1531 sheep, 1427 goats, 1869 hogs, besides a numerous breed of poultry. The total quantity of land in cultivation amounted to 5419 acres. At this period the storehouses were so completely exhausted, that, on the arrival of Governor Hunter, there were no salt provisions in store ; and the settlement was, as before, reduced to rations. The colony was in danger of falling back; and it was onlv the speedy arrival of a store-ship at this critical and distress¬ ing moment that saved it from destruction in the seventh year of its establishment.1 At the commencement of the year 1800, the inhabitants had increased to 6000. The stock consisted of 203 horses and mares, 1044 cattle, 1024 sheep, 2182 goats, and 4017 hogs. The quantity of land sown with wheat was 4665 acres, with Indian corn 2930 acres, and with barley 82 acres. Governor Hunter quitted the colony in the year 1800, on Kinrr, " Ah September, and was succeeded by Captain Philip 1800. ci it w^° ^Ia<^ effected the settlement on Nor¬ folk Island. His administration lasted six years, and was distinguished by what is termed the “ Irish rebellion,” which broke out about the year 1804. Several hundred convicts attached to the government establishment at Castlehill, about 20 miles from Sydney, struck work and demanded their liberty ; having armed themselves with pikes, they prepared for resistance. I hey were, however, overthrown after a brief contest by the troops at V inegar Hill, a few miles from 1 arramatta, on the Hawkesbury road; a few were shot by the troops ; the leaders were apprehended ; three of them were led to instant death ; two others were executed the following day at Sydney, three others at Castlehill, and the i emainder returned quietly to their labour. There is no other instance of any insurrection in the colony by the convict po¬ pulation. 1 Collins’s Accowit of New South Wales, p. 253. 272 AUSTRALI A. Australia. A printing-press had been established in the colony about the year 1 795, by Governor Hunter, and in March 1803 the New South Sydney Gazette was published by authority. In 1800 a Wales Bligh, 1806. copper coin was issued by the government. . The colony was at this time governed by general orders issued by the government. Captain King does not seem to have been adequate to the magnitude of the trust committed to him. He quitted the colony in August 1808, and was succeeded by Captain William Bligh, R.N., who was even less quali¬ fied than his predecessor. He had given ominous proofs of his incapacity as commander of the Bounty, where by Ins tyrannical conduct he provoked the men to a mutiny; and his selection for the delicate task of rearing up this infant colony evinced a marked indifference to its welfare which merits decided condemnation. His administration produced exactly the consequences which might have been expectec. So unwarrantable was his tyranny, and especially his perse¬ cution of one influential person, noted alike for his public spirit and for his private virtues, that the colonists, with all the honest indignation of freemen, declared against Ins au¬ thority ; and being aided by the officers and men of the JNew South Wales Corps, they deposed him, and marching up to the government-house, they dragged him from his conceal¬ ment behind a bed, and carefully protecting his person and property, sent him on board a sloop of war, in which he set sail for Europe, after he had been governor for 18 months. Macquarie, He was succeeded by General Macquarie on the 1st Janu- 1810. ary 1810; the government having in the meantime, trom 26th January 1808 to the 28th December 1809, been suc¬ cessively administered by Lieutenant-colonels Johnstone, Foveaux, and Colonel W. Patterson. During the govern¬ ment of General Macquarie, which lasted for 12 years, the settlement made great progress in wealth and improvement. The population was increased by the influx of numerous con¬ victs, and some new settlers; though it was not till a later period that the full tide of emigration began to set in to¬ wards Australia. By aid from the British treasury, many public buildings were erected, roads were constructed, and the colonists, compelled by a season of drought in 1813, and animated by the spirit of discovery, made their way over the barrier of the Blue Mountains, hitherto deemed impassable. It was in search of new pasturage, and by following tie course of the Grose river, that a pass was at last found, and a road commenced in the following year, over this mountain range, whose summits were considered by the aborigines to be inaccessible, and who often declared that there was no pass into the interior.1 One great principle of Governor Macquarie’s administration was to encourage and bring for¬ ward the convict population. It was his maxim to consider the European life of every convict as past and forgotten; their arrival on the shores of Australia as a new era in their existence, in which the errors of the past might be entirely redeemed. It was a most enlightened and benevolent policy; and if he erred in carrying it into effect with too little dis¬ cretion, as was alleged, it was the error of a generous mind. Under his rule the convicts were patronized ; some were chosen to be magistrates ; he conferred on others colonial situations of trust, along with liberal grants of land. But his further endeavours to introduce into respectable society those who had been branded as felons, were opposed by the invincible antipathies of the European settlers, who, though they agreed in countenancing and rewarding good conduct in the convict population, could not be persuaded that any after purity of life could thoroughly efface their original disgrace. Such an intermixture of classes could only be effected by the debasement of European manners, and by lowering the moral tone of society in the colony. The departure of Governor Macquarie, on the 1st De¬ cember 1821, marks the close of the first era in Australian history, embracing a period of 34 years. During that time Australia, the convict-pioneers had cleared the wilderness, tilled the ground, constructed bridges, roads, and other public works, New South unaided by free labour or private capital, at an average ex- Males, pense of L.300,000 per annum to the British treasury, and a total cost, up to this date, of nearly L.10,000,000 sterling. The armies of inexperienced immigrants who subsequently opened up the resources of the interior, thus found the most difficult preliminary task in colonization already accomplished to their hands. Until the year 1820 the British govern¬ ment assisted free settlers to emigrate, by paying their pas¬ sages, and giving them grants of land, at peppercorn rents, upon their arrival; allowing them, also, convict servants under the assignment system, at the public expense, and frequently giving them a bonus of live stock to commence with. Very few, however, availed themselves of these in¬ ducements ; for there was no spot on earth at this period the name of which sounded more abhorrent in the ears of the British public than that of Botany Bay. The white population, therefore, consisting at this date of 29,783 souls, were three-fourths of them either prisoners of the crown or emancipated convicts ; while scarcely one-third were fe¬ males. They were distributed in small detached settlements along the coast and within the county of Cumberland, mainly employed in constructing public works ; while a few were engaged in tilling the ground, and tending the sheep, cattle, and horses, thinly spread over the 19 counties of the colony, as yet but imperfectly explored. The pastoral live stock at this period did not muster more than 250,000 sheep, 5000 head of horned cattle, and a few hundred horses. The capa¬ bilities of the colony, however, for the growth of fine-woolled sheep were by this time fully ascertained ; and the four me¬ rino rams and twenty ewes, first imported in 1803, under the superintendence of Mr Macarthur, rapidly increased. Still the amount of wool exported—the only produce of the co¬ lony available in a foreign market—was but a trifling set-off against the enormous expenditure for the maintenance of the colony ; an expenditure, however, which the subsequent unparalleled growth of the free colonies of Victoria and South Australia has amply justified. Let us now, before passing from our first period, give a cursory glance at the statistics of 1851, the close of the se¬ cond. The 30,000 inhabitants had increased in 30 years to 359,158 in the parent colony and its two younger neigh¬ bours, of whom not 10,000 were convicts, and about five- sixths were females. In that year, just before the gold dis¬ covery, the extent of country occupied by the flocks and herds of the colonists covered more than four times the area of the original 19 counties of New South V ales ; and they could muster, on good pasture land, not far short of 18,000,000 of sheep, 2,500,000 head of horned cattle, and 150,000 horses. The value of their exports of wool and tallow alone for the preceding year exceeded L.3,000,000 sterling; and the public purse ot the colony was not only independent of bounty from the mother country, but the expenditure for military establishments and gaols was disbursed out of the colonial revenue—the first example of the kind in the his¬ tory of our colonial empire. Major-general Sir Thomas Brisbane, K.C.B., a man of Second acknowledged science and talent, succeeded General Mac-Pf^ ^ ^ quarie; and with his arrival commenced that influx of Brisbane free immigrants, which gives a distinctive character to his ■, 822. and the succeeding administrations. As New South Wales became more and more a community of free British sub¬ jects, the acts of the governors were of less importance in marking the progress of events, than the efforts of the colo¬ nists themselves. Heretofore the orders of the governor were supreme ; and there was none to demur against their acceptance and enforcement as laws. But these mandates, See History of Australasia, by K. Montgomery Martin, F.S.S. Australia, although adapted to the constitution of the colony as a penal settlement, in fact a huge gaol or penitentiary, were op- Wales P°S ^ the ffe aml indePendent settlers, who found them Wales. oppressive, and questioned their legality. Consequently the absolute authority with which Sir Thomas Brisbane entered UP011 the dutl?s of his administration, was modified in the second year after his arrival. In 1823, an act was passed authorizing the king to appoint a local council consisting of seven members to assist the governor in making laws for the colony, subject to His Majesty’s approval. This conces¬ sion, however, was not enough to meet the demands of the hee colonists, and disagreements ensued, in consequence of which the governor returned to England before the expiry of Jus term of administration; delegating his power to Colonel Stewart who acted as lieutenant-governor from the 0. „ ^ lst December 1825 to the 18th December 1826. He was Un, 182TTCCe i i Y Die’itenant-genera! Sir Ralph Darling, who, hug, 1820. during his harsh administration of five years, made himself still more unpopular. The public press had by this time two representatives m the colony, and the acts of the governor were unsparingly criticized. General Darling was forced to yield to the superior strength of public opinion, and left the co¬ lony on the 21st October 1831. His irresponsible acts, how¬ ever, probably accelerated the improvement of the internal government of the colony. In 1829 a legislative council was formed, which passed an act to establish trial by iurv and several other beneficial measures. The free immigrants about this period pressed rapidly forward into the interior, and settled down amidst their multiplying flocks. Towns began to spring up on a hundred spots in the interior, and steam-boats were first launched on the Australian waters, n the mother country the spirit of colonization was alive; and a new colony was projected on free principles to occupy the waste lands of Western Australia. The samples of fine wools which arrived in the London markets vied with the finest fleeces of Germany and Spain ; and the mania for emi¬ gration began to spread among the upper classes. The eighth governor of New South Wales was Major- general Sir Richard Bourke ; the most statesman-like, and withal the most liberal-minded ruler the colony has yet had. Steering a middle course between Darling’s tyranny and Macquarie s amiable weakness, he organized anew the rela¬ tions between the independent settlers and the convict popu¬ lation. With mild yet firm rule he brought together the contending interests of the free and the bond. And where- ever.he deemed it necessary, he unhesitatingly established the institutions of the mother country; endeavouring to make the gentlemen settlers and their fhmilies realize that, in staking their fortunes on the prospects of the colony, they had not forfeited the privileges and immunities of their na¬ tive land. To the state of public morals he especially di¬ rected his attention, and caused acts to be passed to regu¬ late and endow public schools and places of worship. The waste lands of the crown were no longer granted to absen¬ tee holders, or at peppercorn rentals, but put up to public auction and sold to the highest bidder; the proceeds being employed to assist the emigration of free labour. This fund increased from L.3617 in 1831 to L.l 32,396 in 1836. The revenue from the customs likewise increased rapidly, from the extending commerce of the city of Sydney ; its harbour being pronounced by maritime authorities to be the finest commercial port in the world. The returns of the prosper¬ ous condition of the colony under the sway of its judicious goyernoi, attracted an increasing number of emigrants from Britain ; and the harbour of Port Jackson was thronged with richly laden vessels, freighted by respectable families of moderate means, in search of the “ Golden Fleece” within the territory of the no-longer-dreaded shores of Botany Bay. .f>Teo foreigners wh° bad formerly shunned these shores as 1 -i!-1 by Pla£ue’ now bmded their luxuries in safety, for which they obtained high prices ; while the more fortunate VOL. iv. AUSTRALIA. 273 colonists rolled along in their carriages through stone-built Australia. streets, lined with handsome warehouses and public edifices v ' In the country gentlemen’s seats sprang up on all sidesNew South and good turnpike roads intersected the settled districts Wales winch were thronged by vehicles of the agricultural popu¬ lation bringing their produce to market. In fine, before “by years this antipodal offshoot of British civilization had taken deep root, and already began to extend its branches to an unforeseen growth. In the far interior the settlers found that the pastoral limits of the old colony were insuffi¬ cient for maintaining their increasing flocks ; and the neigh¬ bouring colonists in Van Diemen’s Land found themselves in similar circumstances. Some adventurous settlers from that colony crossed Bass’s Strait to the mainland, and settled on the shoies of Port Phillip. The people and government of New South Wales were not long in following up the en- teipiize, and annexing the surrounding territory to their colony. The result has been the formation of the most flourishing province in Australia, the gold colony of Victo- 1'ia At the same time took place the establishment of Sir R. Bourke, 1831. South Austialia, on the shores of Gulf St Vincent—a de¬ tailed account of which will be found under its proper head in this article. The importation of so much wealth to the southern shores benefited still more the parent colony on the east coast; and the colony of New South Wales, upon the retirement of Governor Bourke on the 5th December 1837, had arrived at a state of prosperity unexampled in the his¬ tory of British colonization. To his representations and exertions was attributed, as his crowning effort in establish- mg free institutions among the colonists, the virtual abo¬ lition of transportation to New South Wales in 1839. At his departure, he was followed by the heart-felt acclama¬ tions of the colonists, who, in grateful acknowledgment for his services to their adopted country, have erected a statue to his memory at the western gate of the Sydney domain. rrom the 5th December 1837 to the 23d February 1838, Gipps, Lieutenant-colonel K. Snodgrass administered the affairs of1838- the colony. He was succeeded by Sir George Gipps. This appointment was an unfortunate circumstance both for the new governor and the colony. His preconceived opinions of the high prerogatives belonging to the crown, in conse¬ quence of the settlement having been originally established without the aid of free capital or labour, rendered his adminis¬ tration, which lasted eight years and a half, a period of bit¬ ter political hostility between his government and the entire community, especially the higher class of free and indepen- ^dent colonists: and although no Australian governor’s do¬ mestic life was of a more unsullied character than his, the acerbity of his temper banished from his presence many ex¬ perienced men, whose private counsel would have been most beneficial to the newly-appointed governor. By this time the social and moral condition of the people had un- dergone a surprising degree of improvement from the in- ux of free immigrants; this was not merely amongst the upper circles in Sydney, and on the estates of landed and stock proprietors, but among the community at large. A moial tone prevailed in domestic society throughout the colony quite equal to that existing in the best localities of the mother country. Besides these beneficial effects from the infusion of fresh and uncontaminated blood into the body politic, many of the new settlers were related to fami- .ies of lank, and with the advantage of wealthy connexions in Britain, had come to engage in colonial pursuits with huge funds in hand. It was not uncommon to meet with gentlemen having L.20,000 in cash, ready to invest in land oi to purchase stock; while private associations sent out managers with sums varying from L.50,000 to L.l00,000 tor the purpose of growing wool, and producing tallow for export as a means of profitable investment. Joint-stock companies, also, were formed in the great metropolis, who despatched their staffs of officers, with paid-up capitals rang- 2 M 274 A U S T It A L I A. Australia, ing from L.250,000 to L.1,000,000 sterling, to facilitate the operations of banking, effecting insurances and mortgages, so New South as to obtain a high interest for their money. Wealth flowed Wales. likewise into the treasury from the land sales and custom- dues as it never had done before, until the governor found a large surplus in the public coffers. The imports of Bri¬ tish merchandise, and the exports of colonial produce, ave¬ raged as many pounds per head of population as in the Canadian provinces it amounted to shillings. During the year 1846, when Governor Gipps left the colony, the former amounted to L.1,320,000, and the latter to L.1,481,000, amongst a population of 190,000 people. Thus the material prosperity of the colony had progressed, uninfluenced by the contentions of the higher powers ; and notwithstanding the reckless speculations of the people, which brought about a general bankruptcy in 1841—3, it is but fair to state that the successful progress of the colony, throughout all its mone¬ tary difficulties, was maintained by the indomitable eneigy and high intelligence of the upper class of colonists—the merchants, squatters, landholders, and the representatives of the people in the legislative council. The independent mem¬ bers of the legislature expressed their judgment on the mea¬ sures of the governor and executive, by passing a vote of censure on the government, and rejecting a bill brought for¬ ward by the colonial secretary for the maintenance of the bor¬ der police. This proved a final blow to the administration of Sir George Gipps, and served to hasten his departure, which took place on the 11th July 1846. Lieutenant-general Sir Maurice O’Connell, commander- in-chief of the forces throughout Australasia, acted as gover¬ nor between 11th July and the 3d August 1846, when his successor arrived and assumed the administration of affairs. This was the tenth governor of New South Wales. Sir Charles Augustus Fitzroy, K.G.H., who holds the appoint¬ ment at present, and who has lately been invested with the power and title of governor-general of the Australian colo¬ nies, which gives him certain jurisdiction over the lieute¬ nant-governors of Victoria, South Australia, Van Diemen s Land, and Western Australia. Happily the instructions from the home government allow greater latitude to the colonists in the management of their own affairs than under Sir George Gipps. The government of Sir Charles Fitzroy has been in consequence infinitely more popular than that of his predecessor. Two significant facts have recently oc¬ curred, which tend to show the amicable relations between the government and the elected representatives of the coun¬ cil. One was the council’s voting a considerable increase f to the colonial secretary’s salary,1 and handing him over back pay, with the full concurrence of all the elected mem¬ bers. The other was his Excellency recommending to Her Majesty that their speaker should receive the honour of knighthood in virtue of his office. This title was recently conferred upon Sir Charles Nicholson ; but, not to form a precedent in such cases, it was bestowed upon him in con¬ sideration of his private virtues and eminent abilities. An important act came into operation during the first year of the present administration, under the sanction of an im¬ perial ordinance, to the effect that the squatters, who were formerly considered yearly tenants at will, occupying crown lands, should henceforth obtain leases of their sheep and cattle “ runs” for eight and fourteen years; with right of pre-emption, and compensation for improvements on the land. This was a great concession to the colony on the part of the then colonial minister, Earl Grey ; and has proved a boon to the pastoral interests. If he had dealt equally justly with the agricultural population, and lowered the high mini¬ mum price of land from L.l to 5s. per acre, submitting par¬ cels for sale in small sections, as petitioned for by the colo- Fitzroy, 1846. nists, he would have been bestowing a benefit on the com- Australia, munity at large, and offering advantages to the introduction of a yeomanry-farmer class who have never emigrated much New Soutlt to Australia. But that high minimum price on crown lands Wales, is still in force; and as long as it is so, the mass of the people will be an erratic labouring class ; whereas, with a cheap and easy tenure in the land, they will become a fixed population in spite of the attractions of the gold fields. What made his measures still more obnoxious to the colonists, that minister endeavoured to renew trans¬ portation to New South Wales after it had been virtually abolished by a predecessor in office ten years before; and despatched several ship-loads of convicts to Port Jackson and Port Phillip, where they were landed under the specious name of “ Pentonville Exiles.” The colonists were imme¬ diately up in arms. They assembled in public, they peti¬ tioned, and nearly opposed by force the landing of the con¬ victs, until the local government had to warn the imperial legislature of the consequences. Ultimately, delegates from the inhabitants of the three colonies, who had united and formed themselves into an Anti-Convict League, were de¬ spatched for England to place before Her Majesty the disas¬ trous effects of a renewal of transportation under any form to their shores. They showed with great truth that the evils resulting from the introduction of a felon class amongst a mixed population of emigrants, who were enjoying all the privileges and institutions of a free people, was fraught with the most demoralizing results, would utterly close their colonies to the importation of free labour, and thereby tend to ruin their prospects. We have already pointed out the fact, and commented favourably upon the policy of selecting pioneers for the purpose of encountering the first hardships of a new colony such as this, from among the malefactors of the parent country, both as a punishment and means of reformation for the criminal; but we do not advocate the continuance of this description of labour after the colony has an abundance of free labour for all its wants. Not only is it prejudicial to the moral and social condition of the colony, but transportation under such circumstances becomes a re¬ ward instead of a punishment. These crying evils becom¬ ing apparent from the revolt of some convicts on board the hulks at Chatham, who demanded to be transported, and above all, the gold discovery, not only induced the govern¬ ment to accede to the representations of the delegate from the Anti-Convict League, Mr. J. C. King of Victoria, but, what was of equal importance to the colonies generally, to rescind the order which made Van Diemen’s Land a penal settlement. The growing wealth and prosperity of Port Phillip—which until 1851 was a dependency of New South Wales—likewise induced the Queen’s government in 1850 to grant the petition of the colonists in that section of Australia to be separated from the parent colony, and de¬ clare it to be a distinct province of the British crown under the title and name of Her Majesty, Victoria; at the same time granting to the new colony a representative legislature, besides extending the constitution of New South Wales. These concessions on the part of the imperial government are hopefully regarded by the colonists as the precursors of a more liberal policy in future on the part of the colonial office. .... The political emancipation of the colonists in Victoria, and the extended privileges granted to the people of New South Wales, immediately preceded the astounding gold dis¬ coveries in 1851; and, as if still further to enable the poli¬ tical economist to draw his inferences from these events, it so happened that, in the month of March, two months before the gold discovery, the quinquennial census of the popula¬ tion was recorded. From it and the annual statistical re- i This office is at present (1853) ably filled by Mr Edward Deas Thomson. AUSTRALIA. 27o Australia, turns, may be exhibited a correct view of the social condi- J tion and material prosperity of the colony of New South N’ew South Wales in this eventful year, when, two months after the Wales. gold discovery, Port Phillip was separated from it, marking at the same time the close of the second, or pastoral era, in the history of the country. Thirty years had elapsed since emigrants in any considerable number began to settle in this land of the felon ; and they had since increased and multiplied so greatly, that the prisoner population was lost in the general multitude. These industrious immigrants had tilled and replenished the soil of their adopted country, until the solitary plains and forests swarmed with their flocks and herds ; and fields of yellow corn sprung up in de¬ sert places. The population on the 1st March 1851 (exclusive of Port Phillip) was 189,951, of which 108,691 were males and 81,260 females. The general statistics on the 31st Decem¬ ber 1850 gave:—Live stock in the colony, 5,660,819 sheep, 952,852 horned cattle, 63,895 horses, and 23,890 pigs; 69,219 acres under cultivation, exclusive of vineyards, 995 acres producing 103,606 gallons of wine. Imports, L.1,333,413. Exports, L.],357,784, including 14,270,622 lb. of wool, valued at L.788,051 ; and 128,090 cwt. of tal¬ low, valued at L.167,858. Ordinary revenue, L.248,613. Coin in the colony L.690,852. Paper currency, L.266,602. Shipping inwards 421, of 126,185 tons. Shipping outwards 506, of 176,762 tons. Mills: steam, 64, water, 38, wind, 26, horse, 30. Six woollen-cloth establishments producing 200,000 yards, 5 distilleries, 20 breweries, 3 sugar-refining manufactories, 16 soap and candle, 15 tobacco and snuff, 4 hat, 4 rope, 36 tanneries, 5 salting and preserved-meat esta¬ blishments, 93 tallow-melting do., 1 gas-work, 7 potteries, 1 glass-work, 1 smelting-work, 13 iron and brass foundries, and 5 ship-building yards. Altogether the aspect of affairs, and the future prospects of New South Wales prior to the gold discovery were of the most encouraging description. And while her material pros- . perity was satisfactorily recovering from the depression con¬ sequent on the monetary confusion in 1841-3; her social condition had reached a climax of unexampled security and freedom from crime. These favourable symptoms of na¬ tional progress likewise extended themselves to a greater degree amongst the lesser population of the newly-separated colony of Victoria at this time. Five years, we believe, had elapsed since a public execution had been witnessed either in Sydney or Melbourne ; the greatest desperadoes in the country having emigrated to California. The newly-arrived stranger, on walking through these young cities, was struck with the peaceable demeanour of the inhabitants, and the respect they paid to the constituted authorities. But the gold discovery, like some sudden stage transformation, changed this state of general tranquillity into a chaos of public crime and domestic confusion, universal Mammon-worship and sel¬ fish aggrandisement, which at one blow, in the course of a few months, dislocated the structure of society, and the ma¬ chinery of the government. Third From a letter written by Mr Edward Hammond Har- penod. graves to the colonial secretary, dated the 3d April 1851, L>iscov°ld we ^earn that on the 12th of February previous he had dis- ver^' covered the existence of gold among the alluvium of the surface rocks over a large area of crown lands within the settled districts of the colony; which subsequently turned out to be from 20 to 30 miles beyond the town of Bathurst, an inland town 125 miles from Sydney. He was led to pro¬ secute a search for the precious metal in that locality, from the similarity of that mountainous section of New South Wales to the auriferous regions of California, where he had successfully worked as a gold-digger. Governor Fitzroy was doubtful of the discovery, from the circumstance of a similar Australia, statement having been made to him two years before, by a Mr Smith of Berrima, who allowed the matter to drop on New South the governor’s refusing to pay him a large fixed sum for the Wales, discovery. At the same time, Sir Roderick Impey Murchi¬ son, president of the Royal Geographical Society, and other eminent geologists in the colony and in England, had pre¬ dicted the discovery of gold in the Australian mountain ranges, from their presenting similar characters, both geo¬ graphically and geologically, to the gold-bearing mountains in Russia. Partly from these representations, and partly from the general claims of the colony to have its mineral wealth scientifically investigated, the government had just recently appointed Mr Samuel Stutchbury as geological surveyor ; and that gentleman at this period was prosecuting his stereo¬ typed researches not very zealously in the mountain ranges at a short distance from Mr Hargraves. It is worthy of notice, that gold had been found in its native state from time to time some 20 years previous, by a Scotch shepherd, who was known to have sold a large quantity to the jewellers in Sydney ; having kept the secret so long from a fear, as he stated, that if any one dogged him to the spot, they might murder him. Notwithstanding these and other evidences which need not be specified, no one had prosecuted the search systematically before Mr Hargraves, who demon¬ strated the fact publicly and without delay, To him, there¬ fore, is due all the honour of the discovery. After having intimated to the government that he was satisfied to leave to their liberal consideration any reward or remuneration they chose to offer him for his discovery, he posted off to Bathurst, and announced to the astounded in¬ habitants that they were living within a day’s journey of the richest gold mines in the world. Followed by a number of the enterprising inhabitants, he led the way to Summer-hill Creek, and there, in a romantic vale, surrounded by hills, where this streamlet wound its course round a picturesque point of land, they dug the auriferous earth from the ad¬ jacent bank, washed it in the stream, and found that the soil was mixed with grains of gold. These gold-pioneers who thronged to the first “ diggings,” reminded of the resemblance between their country and the rich gold mines mentioned in Scripture, called this spot the Valley of Ophir. This was in May 1851, and it became the signal for the colonists in other parts of the territory to be up and doing. “ Ascertaining the nature and description of the rocks oc¬ curring in the vicinity of the gold deposits, they immedi¬ ately set to work in their own localities to search for the hidden treasure, instead of flocking with the multitude to the Bathurst mountains, concluding wisely that these comprised only a small section of the great mountain chain where it existed. Like the industrious tenants of an Australian ant¬ hill suddenly roused, the whole community of bushmen be¬ came alive amongst the rocks and valleys of the colony. Stockwhips and shepherd’s crooks were thrown aside for pick- axes and shovels, with which these adventurous men might be seen exploring the gold regions, and with what success is now well known to the world.”1 The Turon River, Muc- kerwa Creek, Louisa Creek, Meroo Creek, Frederick’s Valley, Abercrombie River, and Araluen Vale, had their hidden treasures exhumed by the industrious diggers. And in three months after the workings at Bathurst had been set in opera¬ tion, the newly-erected province of Victoria, within seven weeks from the time of her separation from New South Wales, disclosed her treasures at Ballarat; and before the close of the year, the Mount Alexander gold region gave forth that astounding yield of the precious metal, to which no record of ancient or modern times can furnish a parallel. 1 Mossman and Banister’s Australia Visited and Revisited, p. 179. 276 AUSTRALIA. Australia. The result of the latter discovery not only arrested the de- v'—'' parture of the Victoria colonists who were flocking to the New South Bathurst Mountains, but afterwards turned the tide ot ad- Wales. venturers from the parent colony to the greater attractions of the Mount Alexander gold fields, which threatened at one time to decimate the populations of Sydney and the sur¬ rounding townships. ... , The gold was not merely found in the scales or grains which at first came from the stream-washings at Ophir, but it was now dug up in large masses, varying from several ounces to many pounds in weight, which were familiarly called “ nuggets” by the diggers, after the Californian name (flven to these pepitas or nodules ; and m one instance, at Louisa Creek, 106 lb. weight of pure gold was found by an aboriginal shepherd, imbedded in the quartz matrix, whic i formed one solid block of about 3 cwt. Neither was it found in the beginning at any great depth in the ground, but in many localities lay scattered among the surface soil, and hung to the roots of trees and shrubs. So easily and plentifully did it come to the hands of the gold-seekers, that it bore the aspect (and such was the belief of many of the less-informed diners) of having only then sprung into existence from the earth, or having recently been scattered over the land by some mysterious agency ; instead of carrying along with it the geological fact that its veins are coeval with the primary rocks. It was also discovered that the convicts had built a bridge across a small stream on the Bathurst road to Car- coar, above the gold formation, and that they had uncon¬ sciously paved the road with broken fragments of the gold- quartz veins. Even in the streets of Bathurst and Mel¬ bourne, small particles of the precious metal were picked up bv children in its natural bed: and several farmers and gar¬ deners found that they had been ploughing, digging, sowing, and planting their grain and trees in the auriferous soil. A knowledge of these facts industriously circulated by the co¬ lonial press, throughout a community possessed of all the modern facilities of information, and keenly alive to the spe¬ culations of money-making, could not but fairly upset the minds of the people. Consequently, a gold-mania seized every class of colonists, to the temporary suspension of all industrial pursuits. ,, „ . , , Then followed a heterogeneous scramble for the coveted ore throughout the length and breadth of the land; whic spread like wildfire to the neighbouring colonies of South Australia, Van Diemen’s Land, and New Zealand, threaten- ino- to depopulate them of their male adult inhabitants. Masons and bricklayers left unfinished buildings in the towns ; shopmen left their counters, clerks their desks, sailors their ships; and artizans of every description threw up their employments, leaving their masters, and their wives and families to take care of themselves. All other inte¬ rests were absorbed in the search for gold; scaicely any other subject was talked of, or thought of; and the mass of the people ran off to the “ diggings”—as this new occupa¬ tion was termed. Nor did the mania confine itself to the labouring classes, for “ these were soon followed by respon¬ sible tradesmen, farmers, captains of vessels, and not a few of the superior classes ; some unable to withstand the mania and the force of the stream, or because they were really dis¬ posed to venture time and money on the chance ; and others because they were, as employers of labour, left in the lurch and had no alternative. Cottages became deserted, houses to let, business was at a stand-still, and even schools were closed. In some of the suburbs not a man was left, and the women were known for self-protection to forget neighbours’ jars and to group together to keep house.”1 The ships in the’harbour also were in a great measure deserted ; and in¬ stances were known, where not only farmers and respectable agriculturists found that the only thing they could do, seeing Australia, that the people employed by them had deserted, was to leave —' their farms and join their men in the golden scramble ; “ but New Sout: even masters of vessels, foreseeing the impossibility of main- Wales, taining any control over their men otherwise, agreed to make up parties among them, abandon their vessels, and proceed with their crews to the gold fields.”'* The towns and their environs being thus drained of their labouring populations, the prices of provisions rapidly rose. The common neces¬ saries of life reached famine prices ; which fell heavily upon those depending upon salaries. This, coupled with the high wages demanded by domestic servants, forced the upper classes of society to dispense with their services, and the ladies had to perform the household drudgery. _ Clerks and others under government, and in public and private oflices, finding it impossible to make both ends meet, threw up their appointments and rushed to the diggings, and even the constabulary force were leaving the towns unprotected. During this state of affairs, the government were obliged to raise the salaries of their officers, in order to maintain a suf¬ ficient staff for the public service, and to preserve the public peace, which was becoming sadly disturbed. The banks and mercantile firms were obliged also to follow their ex- Meanwhile, the governments of New South Wales and Victoria—the two gold colonies—looked with apprehension upon the probable result of this gold-revolution amongst a pastoral population widely scattered over the country ; a portion of whom had but recently been reclaimed from the ranks of the felon. Therefore, how to regulate the prosecu¬ tion of this new pursuit on crown lands became a matter °t grave consideration. The crime and anarchy which had prevailed in California upon a similar discovery, brought the worst fears to their recollection. Precautionary measures were promptly taken, and all the available military force which was but slender—was called into requisition, assisted by the mounted police to maintain order and authority at the localities where the diggers were working ; for at some places communities had assembled, and erected tents, with the rapidity of a military encampment, in larger numbers than were to be found congregated within the ordinary town¬ ships scattered over the country. A proclamation was issued asserting the right of the Queen’s government to all gold or precious metals found on crown lands ; and that every per¬ son digging therein in search of it, or any individuals trad¬ ing or otherwise profitably employed at the diggings, mus take out a monthly license and pay the sum of 30s. i ns measure was at once acceptable to the peop e , an go commissioners were appointed to see that it was carnet in o effect. Notwithstanding the excitement which prevailed at the first blush of the discovery, and during the subsequent discoveries in other localities, which drew from time to tune one-half of the adult male population to the gold fields, to the honour of the people of New South Wales be it said that no greater amount of crime existed in that colony uring the following eighteen months than the usual average. .“ Everywhere,” as stated in the despatches of his excellency the governor-general, “ the gold-diggers were foyah order y, and obedient to the laws,” and they cheerfully paid the fee one shilling per diem for license to dig. The same flatter ing testimony cannot be borne to Victoria, where a Cali¬ fornian state of anarchy at one time threatened the subver¬ sion of all law and order ; the consideration of which will be reserved for our remarks on that colony. At the close 1851, six months’ experience had proved the most satis a' tory results as to the extent and richness of the go 1 - posits. In New South Wales, upwards of 20,0()0 hcem were issued ; and the export sheet from the port of bydn } Lieut.-governor Latrobe’s Despatches. 2 Ibid. . AUSTRALIA. Australia, showed that 142,975 ounces, valued at upwards of half a y—^ million sterling, had left the colony, ew South By this time also, hundreds, nay, thousands, had ascer- < ales. tained that they were morally and physically unfit for the hard laboui and privations to be encountered in the search for gold. The consequences were, that not only did many clerks, shopmen, and artizans, come back to their former occupations in the towns, but much distress was felt by those who had abandoned lucrative employments, which were shut against them on their return; in many instances impaired in health from exposure to the rigorous climate of the gold regions, which, it will be understood, were first worked in the winter season in Australia. The beneficial effects which accrued fiom this leaction in favour of the industrial pur¬ suits, was the supply of labour to be had, although at exor¬ bitant wages, for securing the wool-crop of the season. Not only was this evil result anticipated among others at the be¬ ginning of the gold discovery, but at many sheep and cattle stations in the far interior, the herds and flocks were aban¬ doned by their keepers, and at that period nothing short of uttei ruin to the pastoral interests of the colony hovered over the sheep-farmers and graziers. In one instance, an enterprizing squatter drove 26,000 sheep into one flock, which he shepherded with four trusty shepherds on horse¬ back. . Here, as in other matters, the gentlemen settlers and capitalists in the colony proved themselves equal to the oc¬ casion ; and much consideration is due to them for assist¬ ing to maintain the peace and prosperity of the community, by their untiring energy and support given to the govern¬ ment, under such an unlooked-for event. And where at first the squatters anticipated a ruinous reduction in the va¬ lue of their stock, the demand for sheep and cattle to supply the diggers with food raised the prices 50 per cent., while the landholders found new purchasers of land among the judicious and fortunate gold-diggers. So at the close of the year 1851, the prospects of New South Wales, on all sides, were most cheering, where the reverse was expected. The population had increased to 197,168 persons. The value of the imports was L.1,563,931, and theexports L.l,796,912. Thus, the average of the former for every man, woman, and child in the colony, would be at the rate of L.8 per head, and of the latter about L.9. The ordinary revenue = L.277,728; and the crown revenue L.208,969; the coin in the colony L.560,766; and the paper currency L.418,541. The wool exported = 15,269,3171b., valued at L.828,342 ; the tallow 86,460 cwt., value L.l 14,168 ; and the gold 144,120 oz. 17 dwt., value L.468,336. ^ Shipping inwards 553 vessels, of 153,002 tons, having /955 men on board; and the shipping outwards 563 vessels of 139,020 tons, having 7988 men. From the circumstance of gold mines having been hither¬ to only worked by barbarous or despotic nations, who from ignorance or policy shrouded their operations in mystery, our information regarding the extent and character of gold- earing rocks throughout the world was of a very meagre escription. I he “ great fact,” therefore, of gold regions eing discovered, and worked within territories claimed by tie Anglo-Saxon race in California and Australia, is not on y an event of considerable interest in the history of the world, but has proved of the utmost benefit to science, in etei mining this important question in auriferous geology, ot only was the gold found in the ordinary quartz ma- nx, but the reports of the geological surveyors of New outi Wales have shown that it is found in granite at ' CrGek ’ schistose or slaty rocks at the Turon ; and ln redericks Valley specimens were found of a ferrugi¬ nous rock, beautifully dotted with globules of gold. It J.0'1seem) therefore, that gold is the most universally !s ri uted of metals among the unstratified rocks, although oun in greatest abundance in the quartz veins which in- ersect these rocks. However, the great bulk of the gold un m Australia has not been extracted from its matrices, *>77 but dug out of the gold alluvium formed by the disintegra tion of these rocks. Hence the gold mines in this region have received the familiar name of u diggings,” from the practical-minded Americans and Australians. ’ What are termed the “ gold diggings,” then, are spots where the miners have to dig pits from 10 to 50 feet deep before they arrive at the substratum of auriferous soil in which the par¬ ticles of gold are found loosely imbedded. This subsoil is generally a stiff blue clay mixed with sand and gravel, and the pure metal appears in scales about the size and shape of bran or shellings ; and in rounded grains and lumps varying from the size of a pin’s head to the form and dimensions of flints as they occur in chalk, a specimen of which, when gilded, gives exactly the appearance presented by these gold nodules, or, as they are now universally called, “nuggets.” This alluvium is collected and mixed freely with water in a tub, which is termed “ puddling.” After having under¬ gone two or three washings, the residue is thrown into a cradle or wooden trough, with “elects” or ribs fastened across the bottom, and a sieve at the head, which prevents laro-e stones or lumps of gold from passing through. The cradle is then locked and tilted to and fro, while water is poured over the auriferous sand or gravel. When sufficiently washed, the residue at the bottom of the cradle is examined carefully, the large pieces, if any, picked out, and the scales of gold separated from any foreign substance by further washing in a tin dish, until it is perfectly clean ; after which a magnet is passed through it to extract small particles of iron-sand, which are frequently mingled with it. Upon reaching the “ washing-stuff,” as the “ diggers” term the gold alluvium, they sometimes see the nuggets dotting the earth, and col- lected into heaps or “ pockets,” which they extract easily with the point of a knife. This pleasing operation to the fortunate digger is called “ nuggeting.” Again, a similar process is followed at some localities where the grains of gold lie on the surface of the ground, technically termed “ forsicking.” The experiences of the diggers at this new and excitino- occupation were by this time ascertained to be exceedino-ly various, and the results of the undertaking, to a certain ex¬ tent, became more or less a lottery. While in some instances hard-working able-bodied men strove in vain to dig up the glittering ore, others of feebler constitution, and with less labour, came upon heaps of the pure metal, which in the gatherings of one day enriched them for life. Instances were known from the best authority, where a party of two or three men would, out of the auriferous earth, dig" pepitas or nug¬ gets to the value of L.8000 and L.l0,000 in a week ; while masses of pure gold were dug up weighing from 100 to 500 ounces each; and one specimen intermixed with quartz was brought to London, and exhibited by the fortunate diggers weighing 134 lb. 11 oz., and calculated to be worth upwards of L.8000, being the largest single mass of native gold ever found, of which we have any record. The colour and qua¬ lities of Australian gold differ; that of the Turon and the neighbouring gold fields being inferior in standard to the Mount Alexander gold, which again is less so than the Bal¬ larat and Ovens gold. The Victoria gold is of a richer yellow than the New South Wales gold; the former beino- valued at the mint as high as L.4, Is. per oz., while the latter brings only L.3, 19s. In this age of scientific invention, it will be supposed that this rude system of gold-washing would soon be superseded by some ingeniously contrived machine to save time and labour ; but up to this time, although numerous experiments have been made, no machine or implement has been con- stiucted which has proved more efficacious than the cradle, and the modus operandi of washing the drift, as already de¬ tailed. Circular churning-machines have been tried, and centrifugal engines applied to the separation of the gold from the drift by forcing a stream of mercury through it, for which i i Australia. New South Wales. 278 AUSTRALIA. Australia, it has such an affinity that an amalgam is at once formed, and the dross easily separated ; but these and other intricate Few South means of extracting the particles of gold have never been Wales. adopted by the “ diggers.” However, not only has the amal¬ gamating process been successfully introduced, but steam- machinery and stamping engines have been erected at Louisa Creek,—where the enormous mass of 106 lb. weight in the quartz matrix was found,—for the purpose of reducing the auriferous rocks, and extracting the metal by the chemical process referred to. These works, erected by the Great Nugget Company” are replete with every improvement in modern engineering, and may be strictly considered gold¬ mining works. The auriferous quartz is broken up into small fragments and placed under a ponderous pestle, which re¬ duces them to a granular consistence. This falls under enor¬ mous rollers which crush it as fine as flour, and then it passes through a cistern filled with mercury and water; the foimer amalgamates with the gold and remains, while the lattei, in which the quartz is diffused, passes away. In like manner, as we have seen the appliances of ma¬ chinery unsuccessful at the gold-washings, so have all at¬ tempts to prosecute the search for gold at these deposits, by the combined means of labour and capital as in ordinal y companies, proved a failure. Beyond the association of two, three, four, five, or six individuals at the most, upon mutual terms of profit and loss, no company having its managers, overseers, and labourers, is to be found amongst the 150,000 individuals assembled at the “diggings” throughout the gold regions of Australia. At the first intimation of the discovery in England, the speculators of the city of London were not long in trumping up a host of gold companies ; as many as fifteen figured on the stock-exchange within a few months. Out of these, ten proved to be bubble companies, and the other five abandoned the project of gold-washing by hired labour, after incurring large expenses; and only one suc¬ ceeded in commencing operations in the colony, by uniting with the local “ Great Nugget Vein Company.” As the lo¬ calities of gold-bearing quartz veins are discovered, there is every likelihood of capital and machinery being brought to bear profitably upon the resources unfolded by the gold dis¬ covery; but the employment of gold-digging wall always be most successfully pursued by individual labour and means; or mutual associations of individuals, where all must wrork and encounter privation alike; and w;here the relations be¬ tween master and servant will never be recognised. Not the least in importance among the benefits resulting^ from the gold discovery has been the establishment of steam communication between this country and Australia; and the colonists had the gratification of seeing fifteen ocean steamers from time to time, wdthin the year 1852, arriving at their ports from England. “ The Royal Australian Mail Steam-Packet Company” obtained a charter to convey the mails to these colonies; but from inefficiency in the boats and their equipment the company lost the contract. It is estimated that the voyage out will be accomplished in sixty days, once the route is fairly established, which will be the means of bringing those dependencies within one-third the distance in time that they formerly were: and it is to be hoped that this will tend to unite more closely the interests of the colonies with the mother country, which were certainly becoming estranged through the illiberal measures of the colonial ministers. Coincident with these advantages from steam communication with the parent country, is the active renewal of a projected railway from Sydney to Goulburn, 125 miles into the interior, on the line of road to Melbourne. This railroad was projected in 1846; but the matter had remained dormant, for want of shareholders for the under¬ taking, till 1852, when the government not only granted the company a local charter and free occupation of all crown lands they should pass through, but assisted them with funds to complete the undertaking. The crisis of the gold discovery having mingled amongst Australia, the records of the past, the colony of New South Wales is 'w now fairly started, in 1853, on the third era of her eventful New South, history, which may be literally termed the golden era. Al- Wales, though she has not produced such brilliant results in her material progress as her younger neighbour and sister Vic¬ toria, yet, during the past year, she can boast of a mine of comparative domestic comfort and public tranquillity which the latter cannot record. The present year has commenced under the most favourable auspices. Wherever we look, public and private works of improvements, which had been stopped for a season, are now rapidly progressing; and the statistics of the colony show a general advancement in every branch of commercial enterprize over the preceding year, quite equal to the most sanguine expectations of the colonists and the government. Exports. Gold (value).... Wool (bales) ... Tallow (casks). Hides Revenue. General From gold Territorial Estates Total. 1851. 1852. L .468,336 L.2,744,961 45,785 49,151 9,196 19,914 68,641 73,104 L.277,794 L.351,726 33,810 61,817 89,534 86,871 4,460 5,243 L.405,598 L.505,657 The colony of New South Wales, until the separation ofTopogra- Port Phillip, comprehended within its present boundary only phy. nineteen counties, namely, Cumberland, Camden, St Vincent, Northumberland, Gloucester, Durham, Hunter, Cook, West-Plate Cl. moreland, Argyle, Murray, Brisbane, Bligh, Phillip, Wel¬ lington, Roxburgh, Bathurst, Georgiana, and King. The act which erected that district into an independent province, divided the squatting districts S. and N. of the nineteen counties into forty-nine more, namely, Cowley, Buccleuch, Dampier, Beresford, Wallace, Wellesley, Auckland, Mac¬ quarie, Hawes, Parry, Buckland, Pottinger, Inglis, Vernon, Dudley, Sandon, Raleigh, Gresham, Clarence, Richmond, Rous, Buller, Ward, Churchill, Stanley, Cavendish, Can¬ ning, March, Lennox, Fitzroy, Aubigny, Merivale, Ben- tinck, Drake, Clive, Gough, Hardinge, Darling, Napier, Gowen, Gordon, Monteagle, Clarendon, Selwyn, Lincoln, Ashburnham, Harden, Wynyard, Goulburn, making in all sixty-eight counties. They extend along the coast about 800 miles, and into the interior about 180 miles. Not only is the whole of that extent of country thoroughly explored and occupied by the settlers, but a trigonometrical survey has been nearly finished; so that the map of New South Wales, in the tracing of its mountains and streams, is assum¬ ing that detailed appearance presented by the ordinary maps of Europe. The general aspect of the country in the interior may be General as- called mountainous or hilly ; and covered with an open forest pect of the occasionally intersected by brushwood thickets. On the coun ry sea-coast, along which the great South Pacific Ocean rolls its tremendous surge, it is bold and rugged, and for five or six miles from the coast it wears a bleak and barren aspect; presenting a soil composed mainly of drift sand, scantily covered with stunted trees and shrubs. But this would give an inadequate and unfair description of the whole; for, like the entire island itself, it is the most chequered country of good and bad land in the world. In the interior, rich and fertile valleys lie in the lap of these ranges, such as the Vale of Clywd, to the westward of the Blue Mountains; and extensive undulating grassy PlaJn5’’ like those of Maneroo and Liverpool plains, are approachec through a barren and rocky region. On the coast, also, the romantic and fertile district of Illawarra in Camden, a ma- AUSTRALIA. Australia, ritime county to the S. of Cumberland, is surrounded by a —^ desolate region of barren hills; and the rich valley of the New South Hunter River system of waters contrasts with the Clarence Wales. and Richmond to the northward. Again, the tropical aspect of the jungles and mangrove swamps of Moreton Bay are so different from the verdant prairies of the Darling downs almost destitute of timber, and with few streams, that the traveller approaching the former from the E. and the latter from the S. could scarcely imagine them to be in the same country within 1000 miles of each other; and yet they are contiguous. To give, therefore, the most succinct view of this territory, it would be necessary to describe each district. As our limits, however, prevent this, it will suffice to give the general character of the two great watersheds from the main range or cordillera which divides the eastern from the western streams. From Mount Kosciusko, 6500 feet high, —the highest of the Australian Alps—situated 120 miles inland from Cape Howe, this range of mountains extends in a northerly direction through the whole extent of the colony to the boundary line at Moreton Bay. The rivers which flow to the eastward have 100 outlets on the sea- coast ; descending rapidly from their sources—which are on the average under 80 miles in a straight line from their out¬ lets, and 1800 feet above the level of the sea; passing through a hilly region in a tortuous course. The streams flowing to the westward, deriving their sources from 1000 fountainheads, flow through extensive valleys and plains, describing a multitude of ramifications until they either join in one great river 400 miles from their sources, or lose their waters in extensive marshes. The land on the eastern streams is for the most part inferior in quality, both for agriculture and pasture, to that on the western streams. While the latter enjoys a cooler climate than the former, it consists also of a rich black and dry soil, covered with luxuriant herbage, interspersed here and there with valleys, open woodlands, and forests, whereon the herds and flocks of the settlers now graze, and a busy population of gold- seekers are digging up the ground for the hidden treasure. Again, on the river banks which face the rising sun, the orange, the banana, and the vine grow abundantly ; and the day is not far distant when wine, tobacco, and cotton will be among the staple exports from this coast. Between the girdle of the coast and the mountain range, the country ex¬ tends in gentle undulations for many miles, clothed with stately forests, which, where cultivation has made progress, are diversified with farms and tenements, and intersected by broad and excellent turnpike roads. Lastly, the coast is indented with numerous bays and harbours, unsurpassed for security and extent by any in the world; while the noble city of Sydney, with its classic buildings, and 100 other towns and villages, are visible throughout the length and breadth of the land ; giving that air of dignity and of settled comfort to its inhabitants which belongs essentially to older countries, and which is not observable in the aspect of the newer colonies in Australia. climate Australia being situated in the opposite hemisphere to Britain, its seasons are exactly the reverse of ours. July is the middle of winter, and January of summer. The festi¬ vities of Christmas and of the new year are celebrated here, not, as in the old country, with doors and windows shut, and a cheerful fire to dispel the winter cold, but amid the oppression and heat of summer, with doors and windows thrown open to invite the refreshing breeze. We no longer hear in this Australian climate of the “ gentle south wind,” nor of “rude Boreas, blustering railer.” The north is here the region of heat, as the south is of cold. The summer extends from the 1st of December to the end of February ; and the mean heat during these three months is about 80° at noon. This great heat is tempered along the coast by the sea breeze, which sets in regularly about nine in the morn- ing, and blows with considerable force till about six or seven 279 in the evening, when it is succeeded by a land-breeze from Australia, the mountains, which varies from W.S.W. to W. In very ^ hot days the breeze often veers round from N. to S., and New South blows a hurricane. The hot winds to which the country is Wales, exposed, especially in the interior, three or four times every summer, blow from the N.W., like a current of air issuing from a heated furnace, raising the thermometer to 100° in the shade, and to 125° when exposed to their influence. They imbibe their heat from the great central desert alluded to in the article Australasia. They are generally succeeded by a cold southerly squall, and by a thunder-storm and rain, which cools the air. The spring months are September, October, and November. In the beginning of September the nights are cold, but the days clear and pleasant. The thermometer varies from 60° to 70° towards the end of the month ; and light showers occasionally prevail, with thunder and lightning. The days become gradually warmer, and in October the hot and blighting winds from the north be¬ gin to be apprehended. The three autumn months are March, April, and May, The first is rainy, and more fer¬ tile in floods than any other in the year. Towards the end of April the weather becomes perfectly clear and serene. The thermometer varies from 72° at noon to 60°, and in the mornings is as low as 52°. During May the thermometer varies from 50° at sunrise to 60° at noon, with a perfectly cloudless sky. During the three winter months of June, July, and August, the mornings and evenings are cold; hoar frosts are frequent, and become more severe in ad¬ vancing into the interior. At Sydney the thermometer is rarely below 40° ; at Parramatta it is frequently as low as 27° in the course of the winter. As the land rises from the ocean, the temperature declines. The winter at Bathurst, where snow falls in its season, is much colder than on the sea-shore. On the loftiest hills heavy falls of snow take place during the winter, and it remains for many days on their summits; and some high ranges penetrate the level of perpetual snow. In the valleys, however, the snow does not lie. The greatest defect in the climate is the preva¬ lence of periodical droughts, in consequence of which the vegetation is parched, a general failure of the crops follows, and numbers of the cattle perish. Although in general a large quantity of rain falls throughout the year, yet the co¬ lony has hitherto been subject to severe periodical droughts. A drought took place in 1826, which continued till 1829; another in 1839; and more recently, in 1849-50, another severe drought took place, which occasioned general distress in the colony. The climate is, however, on the whole highly salubrious and agreeable. Out of a community of 1200 persons, it has been known that only five or six have been sick at a time; and at some of the military stations, seven years have elapsed without the loss of a man. The fact is now pretty well ascertained, that its dry healing influence is beneficial in pulmonary consumption. Hydrophobia is hap¬ pily unknown, although dogs abound. The Asiatic cholera has never visited these shores: dysentery, however, is pre¬ valent amongst newly-arrived people. Cases of organic lesion of the heart are frequent, and cause the majority of sudden deaths. Ophthalmia, too, is not uncommon in the districts of the Hunter and Moreton Bay. The only instance of an epidemic visiting this country was in 1849, when the influenza carried off a number of the inhabitants ; yet not¬ withstanding these facts, and the assertions of inexperienced emigrants, the climate of New South Wales has been pro¬ nounced by good authorities to be one of the most healthy and salubrious on the face of the earth. As the aspect of the country, however, possesses no general feature whereby to describe its character, so the varieties of soil and climate in New South Males cannot be classed under one general head. Not only are the warmer localities and poorer soils on the eastern shed of waters greatly different from the rich lands and cooler atmosphere on the western streams, but these ' 280 AUSTRALIA. Vegetable produce. Australia, again are diversified by the variations of latitude. The ter- ritoryof New South Wales, as before stated, extends between New South the parallels of 26° and 38° S. Lat., or about 800 statute Wales. miles; hence it will be naturally supposed to possess the gra¬ duated influence of solar heat at the sea-level alone to cause local variations of temperature. And this, added to the higher altitudes of the country inland, produces a variety of meteorological phenomena which materially affect the in¬ digenous as well as the imported subjects of the animal and vegetable world. In ordinary parlance, therefore, it is as erroneous to speak of the climate of New South Wales ge¬ nerally as if there were one uniform recurrence of weather throughout that territory, as it would be to designate as one description of climate the varied weather which simultane¬ ously occurs between Switzerland and the African shores of the Mediterranean. For there is as great a difference in the weather which happens in the regions between the Maneroo plains, elevated 2000 feet above the level of the sea, and situated at the base of the Australian Alps, co¬ vered with snow, and the intertropical district of Moreton Bay, within whose waters turtle abound; these being the ex¬ treme S. and N. boundaries of the colony. In the former region, the gooseberry and the apple flourish in the frigid atmosphere; in the latter the pine-apple and the banana grow rich and luxuriantly in the open air. While the Mane¬ roo settlers rear coarse-woolled sheep upwards of 100 lb. in weight, the Moreton Bay squatters have the finest-woolled merinos under 50 lb.: and their proprietors may be distin¬ guished in the streets of Sydney, which lies midway be¬ tween them, by the ruddy English complexion of the one, and the sallow Indian face of the other. The agricultural products of New South Wales compre¬ hend all the cereals grown in Europe, and many which are confined to tropical countries. Of the former, wheat, bar¬ ley, oats, and rye, with hay, lucerne, and other kinds of fodder for cattle and horses, comprise the farmer’s list; of the latter, maize, tobacco, and lately cotton, have been pro¬ fitably cultivated. The barren soil, however, around the environs of Sydney, renders the inhabitants of that city and its suburbs dependent upon Van Diemen’s Land for their supplies of grain. The Hunter River and other districts being subject to droughts, the cultivation of cereal crops is precarious. So devastating were their effects in early times, that the government had siloes on the Egyptian plan sunk on an island (Cockatoo) in Sydney harbour, and filled with grain in case of famine. In the above-named district, a large quantity of maize or Indian corn is produced, mainly for the food of horses, pigs, and poultry. In 1852, there were 152,057 acres of land under cultivation, exclu¬ sive of vineyards. The culinary vegetables common in this country thrive admirably in New South Wales; such as potatoes, cabbages, carrots, parsnips, turnips, peas, beans, cauliflowers, lettuces, cucumbers, and pumpkins, besides sweet potatoes, yams, and plantains. Many of the former attain to greater perfection than in Europe, as the cauli¬ flower and the brocoli; and green peas are to be had in Sydney all the year round; whilst a few degenerate, such as the bean. The colony is famed also for the abundance and variety of its fruits. Peaches, apricots, nectarines, loquats, oranges, grapes, pears, plums, figs, pomegranates, raspberries, strawberries, mulberries, and melons of all sorts, attain the highest degree of maturity in the open air. Added to these, the northern districts produce pine-apples, bananas, guavas, lemons, citrons, and other tropical fruits. Excepting on the high mountain districts to the westward and southward of Sydney, the climate is not so congenial to the production of northern fruits, such as the apple, the currant, the gooseberry, and the cherry. Grapes of the finest quality are produced in the colony, not only for the table, but for the manufacture of wine. Upwards of 1000 acres of vineyards are laid out in the most complete manner for the culture of the vine, which in 1852 produced 84,843 Australia, gallons of wine, and 1641 gallons of brandy. The Aus- v'— tralian tobacco, both from its quantity and its quality, is now New Soul fast superseding the importation of American tobacco. In Wales. 1852, 12,530 cwts. were manufactured in the colony. The olive-tree, likewise, grows luxuriantly, and a superior sample of oil has been produced. The cultivation of cotton upon the Brisbane River at Moreton Bay realized to the experi¬ mental planters in 1852 a clear profit of L.12 per acre. Altogether, the capabilities of this varied soil and climate for the production of the universal staple commodities of cotton, tobacco, and wine, are unlimited. All that the colony re¬ quires to raise them in sufficient abundance for her own consumption and foreign export, is capital and labour. Already much has been done by the enterprizing colonists in this direction. While we write, Mr Hickey of Osterley, Hunter’s River, has produced before the wine-tasters in the London Docks samples of his vintage of light wines, which have been pronounced equal to the best hock and Sauterne imported into London ; while a parcel of cotton has been sold in Manchester as high as 2s. 6d. per lb. from the Moreton Bay district; and a company is now forming to introduce the cultivation of the cotton plant there by free labourers, so that the Manchester cotton manufacturers may be independent of the American planters, which may ultimately tend to abolish negro slavery throughout the United States. Of the indigenous animals in Australia, we have given Animal some account in the preceding article. We shall notice Produce- here, therefore, more particularly the capabilities of the country for rearing imported stock, poultry, &c., and those birds and fishes used as food by the colonists. The extent of pasture land within New South Wales occupied by the herds and flocks of the settlers is not far short of 50,000 square miles ; upon which there were grazing at the end of 1852,116,397 horses, 1,375,257 horned cattle, and 7,396,895 sheep. The climate is peculiarly congenial to the growth and increase of these animals. The breed of horses, both thorough-bred, and half-bred hacks, is such, that they are exported to India for the purpose of supplying the East India Company’s cavalry and artillery. The horned cattle are, in many instances, of a gigantic size, weighing from 13 to 14 cwt. The sheep are mostly of the fine merino breed; but, on the elevated downs, the Leicester breed crossed with the merino, thrive best, and give a heavier car¬ case, with a greater quantity of coarse wool than the pure¬ bred stock. From the dry nature of the herbage, the mut¬ ton and beef has not that rich flavour which is so much prized in English-fed cattle and sheep. Swine are abun¬ dant, the number of pigs in 1852 amounting to 65,510. They are mostly fed upon the “ graves” of the tallow-melter ; which neither produces as sweet pork nor such solid flesh as the ordinary methods of feeding. Goats are not nume¬ rous ; and asses and mules are seldom reared. A few Timor ponies have been imported; and the camel has been intro¬ duced, but hitherto has not thriven. Domestic fowls of every description thrive admirably, and Birds, may be reared at small expense. Geese become fat upon the native grasses; and the barn-door fowl picks up suffi¬ cient food in summer amongst the insects in the bush. Ducks likewise require very little artificial food; only they are subject to some unknown disease which checks their in¬ crease ; while turkeys and pea-fowl, which are delicate to rear in Europe, require little or no care. Guinea-fowl also are easily reared ; and all of them fatten better upon cracked maize than upon oats. The same holds true, also, in the feeding of horses. Besides the domestic fowls, game birds also are abundant, including the quail, snipe, land-rail, water- rail, duck, pigeon, and the native turkey, or bustard of the plains. Parrots are found in myriads, and at certain sea¬ sons make a tolerably good pie; and the cockatoo also is AUSTRALIA. 281 Australia, eaten. We may here mention that the tail of the kangaroo makes a richly-flavoured soup, which may be considered the Kew South only part of an indigenous quadruped fit for food. Wales. Fish are plentiful in the bays along the coast, but they Pishes. are not so abundant in the rivers. The fresh-water cod¬ fish, however, in the Murray River, are of a large size, weighing sometimes as much as 70 lb., and 30 lb. being com¬ mon. Eels are also caught in the marshes and lagoons, 12 and even 20 lb. in weight. The salt-water fish are nu¬ merous. The schnapper is like our cod, and the best and largest fish in the Australian seas, with the exception of the trumpeter at Hobart Town. Rock-cod, flat-heads, taylor- fish, mackerel, soles, and guard-fish, constitute the ordinary kinds brought to Sydney market; but few of them have the substance and flavour of British fishes, from which they are distinct in species. Cray-fish are abundant, and fine fla¬ voured ; the crabs are of the most beautiful colours, but none of them edible. Prawns and shrimps are sold in the markets. Fresh-water mussels are found of a large size, but not whole¬ some to eat; and the salt-water mussels are small. Oysters, however, of three kinds are plentiful: the rock-oyster, the stream-oyster, and the mud-oyster, which are all edible ; the stream-oyster being of the most delicate flavour. Turtle are found at Moreton Bay, where the aborigines are em¬ ployed by the settlers in procuring them for the Sydney market; they are, however, not equal in flavour to the West India turtle. Minerals. Now that the mineral treasures of Australia have become the leading item in the wealth of the country, the attention of the government, and of the colonists generally, has been directed to the geological structure of the country. To give the most brief synopsis of this important subject woidd oc¬ cupy more space than we can afford. A general view of the gold fields has been given in the section treating of the discovery: we must content ourselves here with noticing those other minerals which have been productive of wealth and utility to the colonists. Between the Blue Mountains and the sea-coast are those extensive sandstone plains where the strata are lying in a horizontal position with a slight dip to the westward. On this the city of Sydney is built, and the great mass of its buildings are constructed of this rock, which is more friable than ordinary freestone. The roads are “ mettled” with the whinstone or basalt obtained from the Blue Mountain ranges. In the county of Argyle, a beautiful grained marble has been found, which makes up into handsome chimney-pieces. Copper has been worked for several years in the mountain ranges around Bathurst; but the ores that are the richest (pyrites) are found only in small quantities, while those most abundant are of inferior quality. Oxydulated iron ore, from which is manufac¬ tured the finest description of steel, has been worked at Ber- rima, but not successfully. Potters’ clay and rock porcelain exist also among the rocks N. of Sydney harbour. But by far the most valuable mineral worked in New South Wales, prior to the gold discovery, has been coal. The coal mea¬ sures on the Hunter River extend over the great basin of that river and its tributaries, down to the sea-coast at New¬ castle, where the seam of coal is seen cropping out on the beach. Until within the last eight years, these coal measures were worked under a monopoly held by the Australian Agricultural Company. This, however, has been infringed upon successfully by the adjoining proprietors of land con¬ taining coal, who work now under sanction of the authorities. About 10 pits are in operation, and a considerable trade is carried on between Port Hunter and the adjoining colonies, as well as with New Zealand and California. For further particulars upon this subject, and an analysis of the soils as applied to agriculture, we refer the reader to the excellent work of Count Strzlecki. An account of the aborigines of Australia will be found under the article Australasia, vol. IY. We shall now proceed to notice the increase of the Euro- Australia, pean settlers in New South Wales. From our own expe- rience, and the evidence of competent authorities, we know New South of no region on the globe where natural phenomena combine Wales, to render mere animal existence more desirable to the Anglo- Popula- Saxon constitution, or more propitious to the increase of the tion• race. It will be remembered that the colony, when first esta¬ blished at Sydney, as detailed in the first section of this ar¬ ticle, consisted of 1030 individuals, 700 of whom were con¬ victs ; and that notwithstanding the famine and distress which occurred at intervals, and the discouragement of emi¬ gration by some of the authorities, the population, owing to the fineness of the climate and the number of convicts sent out, rapidly increased. A census taken at eight different times gives the following result in the month of March in each year:— Males. Females. Totals. 1810 ... 8,923 1821 ... 29,783 1828 ... 36,598 1833 ... 71,070 1836 55,539 21,557 77,096 1841 87,263 43,549 130,812 1846 114,709 74,813 189,522 1851 106,229 81,014 187,243 The apparent decrease at the last census was in conse¬ quence of the separation of Port Phillip, at which period it numbered an additional population of 77,000, giving a total of 264,000 for the old boundaries of the province before the gold discovery. At the date when the following statistics were computed, transportation had virtually ceased for eleven years; hence it was not necessary to specify the number of convicts in a re¬ turn of the population. Moreover, their influence on the social and political condition of the colony had become ab¬ sorbed, and they were scarcely recognizable in the influx of free emigrants. Our information from the colony brings up the census to April 1853, exactly two years after the details given in the annexed table ; and includes a fluctuating population attracted to her shores during nearly all that period by the gold discovery, and a re-emigration to Vic¬ toria upon the announcement of the superior gold-fields there. “ The tide of emigration,” however, as stated by his Excellency the Governor-general in his prorogation speech to the Legislative Council on the 28th December 1852, “ is now steadily setting back to the colony.” During 1852, 21,816 persons arrived in the colony, and 14,397 left it; 13,511 of whom went to Victoria and the other sister colo¬ nies, and of these 9886 returned; showing an excess of ar¬ rivals over departures of only 7419. The total population on the 31st December 1852, according to the government returns, was 197,168 ; 113,032 males, and 84,136 females ; to which add the excess of arrivals over departures in 1852, and we have a total of 204,587 on the 31st December last. During this year, 1846 emigrants arrived at the public ex¬ pense, and 756 at their own. The number of births regis¬ tered during the year was 7675 ; of marriages, 1915; of deaths, 2600. 1 he proportion of the colonists from the United Kingdom and their descendants may be taken thus : out of 10 indi¬ viduals there are 4 English, 3 Irish, 2 Scotch, and 1 other nations. Of course no apparent nationality of character has as yet resulted from this intermixture ; but if we may judge from the few native-born men and women we have met, there is every likelihood of the future Australian people re¬ sembling their cousins of Anglo-Saxon descent on the other side of the Atlantic. The following table exhibits a more particular classifica¬ tion of the inhabitants in the colony of New South Wales, within the restricted boundaries, according to the last general census taken on the 31st March 1851 :— 2 k 282 Australia. AUSTRALIA. New South Wales Census, 1851 ; classified with reference to Sex and Age. NAME OF DIVISION. Counties. Argyle Bathurst Bligh Brisbane Camden Cook Cumberland Durham Georgiana Gloucester Hunter King Macquarie Murray Northumberland.. Phillip Roxburgh St Vincent Wellington Westmoreland Total in the 20 1 counties J Stanley (reputed ) County) / Total within set-1 tied Districts. j Squatting Districts. Bligh Clarence Darling Downs ... Lachlan Liverpool Plains.. Macleay Maneroo (includ-1 ing Auckland) J Moreton (exclud- ( ing Stanley)... ) Murrumhidgee.... New England Wellington Burnett Maranoa Wide Bay Western Lower ) Darling J Eastern Lower) Darling J Gwydir SEX AND AGE. 202 244 31 67 402 119 2488 336 61 128 40 92 61 154 614 20 95 95 51 57 5347 194 5541 13,831 Total in Squat-1 ting Districts J Total in New) South Wales. ] 38 48 65 116 69 14 163 149 140 40 17 18 896 6437 487 515 84 130 881 279 6,779 730 148 313 93 264 148 376 1,436 60 242 233 139 158 c £ 13,495 336 88 123 89 242 118 18 315 382 308 120 19 2 19 1,903 15,734 376 437 59 117 819 321 6,544 721 114 295 108 172 109 312 1,361 56 227 204 109 135 a . ^ A Sh +3' t I 2 6 267 42 65 483 208 4085 373 74 195 68 127 74 184 718 33 95 129 59 82 12,596 279 12,875 81 99 66 203 132 15 296 8 304 247 87 19 2 10 TS a a -a § . § £ o = 5,631 1629 June,.. 3;872 1614 July, 4,271 2883 August...... 6,552 1618 September, 15,855 1841 October, 19,162 3637 November, 10,947 4287 December, 14,255 5866 291 Popula¬ tion. “The census of March 1851 gave the population of Victoria as Australia, over 77,000. To the recorded number of arrivals, must be added a i , , , large proportion of unrecorded, who arrived in the overcrowded vessels from adjacent colonies. Some overland immigration also ^ictoria* took place, chiefly from South Australia, to the gold fields. Adding the increase by excess of births over deaths, the estimate of 200,000 colonists, as at 31st December last, may be deemed to be within the actual number. The following is an estimate of the distribution of this population ;— Melbourne and suburbs 70 000 Geelong and suburbs 20 000 Other towns and villages 12 000 Other settled population (pastoral and agricultural) ... 25,000 On the mines 73,000 Total..,..., 200,000”1 These extracts require no comment—the figures speak for themselves. The proportion of sexes at the last census was, males, 46,202, females, 31,143; total 77,345. Of these, there were born in the colony, 20,470 ; in England, 28,908 ; Wales, 377 ; Ireland, 14,618 ; Scotland, 8053 ; other Bri¬ tish dominions, 3425 ; foreign countries, 1494. Until the 1st July, 1851, this colony was a dependency of Govern- New South Wales, and was governed by a superintendent ment. who was amenable to the governor and executive council of the colony ; and it had the privilege of sending six members to the legislative council. On that day the district was pro¬ claimed to be in future a separate province, with a lieutenant- governor, an executive, and legislative councils, on the same model as the elder colony ; the former to consist of the colonial secretary, colonial treasurer, attorney-general, and auditor-general; and the latter to be composed of one-third ex-officio and nominal members of the government, and two- thirds elected members. The governor’s salary has re¬ cently been raised by the legislative council from L.2000 to L.5000, the same as that received by the governor-general. The same religious equality exists among the various Religion, denominations in Victoria as in New South Wales. The Church of England has a bishop and twelve chaplains; the Presbyterian Church has eight ministers; the Wesleyans have many preachers and missionaries scattered throughout the country ; and the Roman Catholic Church has a vicar- general and several chaplains. The relative proportions of the religious persuasions by the census in March 1851 stood thus: Church of England, 37,433 ; Presbyterians, 11,608 ; Wesleyans, 4988 ; other Protestants, 4313 ; Roman Catho¬ lics, 18,014; Jews, 364; Mahometans, 201; other persua¬ sions, 424 ; total, 77,345. Educational seminaries have been lacking amidst the ma- Education terial progress of the colony. In 1851 the number of schools of all denominations was 74, and the number of scholars attending the same, of all ages and sexes, was 4890. Not merely did the turmoil and agitation created by the gold discovery check the progress of education, but many schools were shut up, the scholars dispersed, and the shoolmasters gone to the diggings. From recent accounts a reaction has taken place in this direction, and in the right quarter. At Ballarat and Bendigo some of these instructors of youth, finding it more profitable and easy to resume teaching, have opened schools under the tents of the diggers at the gold fields ; while the legislature have voted the sum of L.79,000 for education during the year 1853. I he revenue of the colony has increased in the same Finance proportion as everything else. In 1851 it was L.379,824, and in 1852 it amounted to L.1,576,801. Out of the latter sum L.452,975 was collected during the last quarter of the year; and L.253,579 was derived from gold. There is every probability, therefore, of the revenue keeping up to this sum during the year 1853, or perhaps beyond it to a reasonable amount, say a gross revenue of two millions per annum. . I he expenditure voted this year is upon an equally gigantic scale ; post-office, L.64,000; public works, L.719,000; police, L.317,000. 1 Westgarth’s Report to the Melbourne Chamber of Commerce, 1st April 1853. 292 Australia. AUSTRALIA. The tariff of the colony, like that of New South Wales, is framed upon a liberal free-trade scale. They stand re- pectively as follows :— Victoria, s. d. 5 0 New South Wales. s. d. 2 2 0 0 nil. n Oh 0 10 0 0 6 6 9 6 6 H p. cwt. 2 Brandy, per gallon 1 Other spirits, ditto J Wine.—In wood, ditto I In bottle, ditto J Tobacco, per lb Sugar.—Raw, per cwt "1 Refined, ditto J Tea, per lb Coffee, ditto Beer.—In wood, per gallon... 1 In bottle, ditto J Yet the revenue derived from this source alone in the year 1852, was L.342,000 ; while the total value of imports amounted to L.4,043,896. The exports for the same year are laid down at L.7,451,549; but on this head Mr West- garth, from whose valuable report we derive the informa¬ tion, says, “But with regard to this amount of nearly L.7,500,000, as the value of the exports for the past year, large as it may appear, the sum has been ascertained to be very far short of the actual truth. The greater proportion of our colonial export produce now consists of gold, and it may readily be apprehended that a large quantity of this commodity is constantly being exported from the colony with¬ out any official record. The Customs returns gave 1,975,000 oz. as the quantity exported for the year 1852 ; but an additional quan¬ tity of 1,600,000 oz. had been traced into the adjacent colonies, or otherwise exported without official record. It may also be re¬ marked that the quantity of gold, as officially recorded, was valued at the very low rates that were then temporarily current. A care¬ ful estimate on this subject, exhibited in the minute alluded to, gave as the value of export produce raised in Victoria during the year 1852—no less a sum than L.18,500,000 sterling. But, deducting the quantity of gold assumed to have been on hand throughout the co¬ lony at that date, this amount is reduced to L.14,880,000, or about twice the amount set forth in the official records of the custom¬ house.” Thus it appears that the official returns were far below the actual value of produce exported from the colony. Much also of the apparent amount of gold on the export lists of New South Wales and South Australia was not raised in those colonies, but in Victoria. More correctly speaking, therefore, the exports amounted to double the sum on the Customs returns. In the language of Mr Westgarth, who at the same time institutes an interesting comparison, it is thus stated:— “ The value of the produce of this colony actually exported in the year 1852 was in round numbers L.15,000,000. With so en¬ couraging a fact we may venture upon an interesting research, and compare the results of the commerce of Victoria with those in seve¬ ral other instances that are naturally suggested to the mind by our own present position and more recent history. “ l. California is our great competitor in the production of gold. The latest statements that have come into my hands on the subject of the gold produce of that country are up to March of last year. California had then entered the sixth year of her golden harvest, while Victoria had attained the second. At that time the produce of gold, the sole export produce of California, amounted in value, by official record, to L.12,000,000 sterling annually, and to this quan¬ tity it was estimated that one-fourth should be added for the unrecorded export—making a total of L.15,000,000 sterling, the amount which we have just ascertained to be the annual value of the export of this colony about the same period. “ 2. Among British colonies, those of India have hitherto stood first, as far exceeding all others in the magnificent scale of their wealth and commerce. The exports for the year 1851 from Cal¬ cutta, the capital and seaport of Bengal, the greatest of the Indian presidencies, amounted in value to L.11,040,000, or rather less than three-fourths of the amount of the exports of this colony for the year succeeding. “ 3. To proceed to still higher standards of comparison, let us take the export commerce of Britain itself. The average annual value of the exports for the four years from 1848 to 1851 amounts to L.65,565,000 : so that the value of the export produce of this colony already approaches to one-fourth of that of the parent state.” It is satisfactory to record, that notwithstanding the ab- Australia, sorbing influence of the gold fields on every description of labour, the wool-clip for the year was secured, and showed Victoria, an increase on the previous two years. In 1850,18,091,207 lb. of wool was exported ; in 1851 it fell to over 16,000,000 lb.; and in 1852 it rose to 20,000,000 lb., the great in¬ crease being accounted for by a proportion of the wool of the preceding year having been thrown into 1852. Never¬ theless, a gradual increase in the production is evident. Tallow, however, had decreased to one-half the quantity ex¬ ported in 1850, which was 89,788 cwt., valued at L.132,863. Before the gold discovery the only two banks in the Currency, colony were branches of the Australasian and Union Bank of Australia, which had branches likewise at Geelong and Portland. At present it possesses five banks, with a circu¬ lation of L.1,327,311 ; and coin and gold in their coffers to the amount of L.3,034,538. 1 o recapitulate, therefore, what has been said relative to the revenue, finance, com¬ merce, and currency, we cannot do better than extract the following summary from Mr Westgarth’s report: Comparative Summary, 1850—1852. Revenue Ordinary Revenue Crown ... Total Revenue Imports Exports 1850. L. 124.469 136,852 261,321 744,925 1,041,796 Shipping Inwards- nage -No Ton- 11 555 Bank Deposits, 4th quarter Circulation, ditto Coin and Gold Number of Banks 1851. 1852. Valuation of Melbourne (an- 1 nual value) J Population, 31st December... 108,030 X 2 154,063 75,000 L- J 180,004* 199,820 379,824 1,056,437 1,423,909 669 126,411 822,254 180,058 310,724 3 174,723 95,000 L. 845,834t 730,967 1,576,801 4,043,896 7,451,549 1657 408,216 4,334,241§ 1,327,311 3,034,538|| 5 638,000 200,000 * Includes L.24,404 of gold revenue, t Includes L.438,845 of gold revenue. J There are no bank returns for Victoria, as distinct from New South Wales, prior to 1st July 1851. § Of this amount, nearly L.700,000 is deposited by the go¬ vernment. The banks give no interest on any deposit. || Of this amount L.1,129,420 consists of gold-dust estimated either at cost or valuation. We can give no better retrospect of the foregoing than the following remarks from the Times newspaper of July 5. 1853:— “ Eighteen years ago the province of Victoria was a savage and unknown wilderness, inhabited by a few barbarous tribes, and con¬ tributing no more to the wealth and progress of the world than it would have done if its shores had been submerged beneath the waves of the Southern Pacific. From that time to 1851 its progress was wonderfully rapid—its population had risen to 95,000 souls—its shipping inwards to 669 vessels, with a tonnage of 126,000 tons, and its revenue to L.380,000; an increase, we believe, never ex¬ ceeded by any community. Now, mark the difference of a single year. In 1852 the population had become 200,000, the shipping inwards 1657 vessels, with a tonnage of 408,000 tons, and the re¬ venue L.1,577,000, of which L.342,000 was raised from Customs. During the year 1852 the value of imports amounted to L.1,056,000; in 1852 it increased to L.4,044,000; the exports in 1851 were L.1,424,000; in 1852 they had reached L.7,452,000 ; but, taking into consideration the large amount of gold which has left the co¬ lony without being recorded, the total amount of exports is not probably less than L.15,000,000 per annum; that is, every man, woman, and child in Victoria produces an export to the amount of L.75 per head. But even this statement does not do full justice to this astounding influx of prosperity. The production of gold is taken from its commencement, when most of the labourers were in¬ experienced, and the machinery they employed rude and imperfect. The colony was unprepared for so vast an accession to its popula- AUSTRALIA. Australia, tion ; and bad roads, and imperfect supplies, and every other physi- v, / cal difficulty, have impeded the industry of the miners. There is no symptom of falling off or exhaustion in the gold field ; the supply Victoria. js practically boundless, and seems to admit of an increase in pro¬ portion to the number of hands employed, and the greater facilities of transport, supply, and machinery. Seven hundred and twenty thousand pounds have been voted by the legislature of Victoria for public works, and, besides this, three railroads have been sanctioned, one to connect Melbourne with the port, another to connect Mel¬ bourne and Geelong, and another to unite Melbourne and the gold fields of the interior, each at a guarantee of five per cent, on the capital advanced for a period of 21 years. We may remark, in passing, that the town of Melbourne, which in 1851 contained 23,000 inhabitants, had increased by the end of 1852 to a population of 80,000, an amount probably much kept down by the impossibility of finding house accommodation, and that the population of Gee¬ long had increased in the same period from 8000 to 20,000. Of the prospects of railways some estimate may be formed from the fact, that the carriage of supplies to Bendigo and Mount Alexander last year was at the rate of L.l per ton per mile, and that it is esti¬ mated that the cost of the carriage of supplies during the last Aus¬ tralian winter from Melbourne to these two places would have de¬ frayed the expense of constructing a railway. The fluctuation of prices has been as extraordinary as the increase in wealth and po¬ pulation. Hay is dearer, weight for weight, than the best quality of flour, and oats are twice the price of the best imported oatmeal. Cabbages are Is. fid. a-piece; pears, lettuces, and turnips are 6s. a dozen; potatoes 24s. a cwt.; ducks, 12s. a pair ; geese and turkeys, 14s. each; and this in a country which until the discovery of gold had some claims to be considered the cheapest in the world.” South HI. South Australia. When Captain Sturt discovered Australia, and explored the Murray River in 1830, and traced its course down to its embouchure into Lake Alexandrina,—now called Victoria,—he was of opinion that to the westward of that river, towards Gulf St Vincent, a rich and fertile land ex¬ isted ; and that probably the lake disembogued into the gulf. His men at the time had suffered so much from fatigue and privation, that it would have endangered the safety of the party if he had attempted to prosecute his researches further than ascertaining generally the extent of the lake. On his return to Sydney, however, he represented the matter so strongly to Governor Darling, that he sent instructions to Captain Barker, Commandant at King George’s Sound—who was under orders for New South Wales—to land at Cape Jervis and explore the eastern shore of the gulf, and ascer¬ tain the outlet of the lake. Unfortunately that gallant offi¬ cer, just as he had completed his task, was inhumanly mur¬ dered by the aborigines at Encounter Bay, while in the performance of a perilous portion of his duty. Mr John Kent of the commissariat department, who accompanied Captain Barker during the expedition, has recorded the par¬ ticulars of this first exploration of the Adelaide country. The party, consisting of seven persons, landed on the east¬ ern shore of the gulf, and proceeded inland in a north-east¬ erly direction, ascending a range of mountains, of which Mount Lofty formed the highest peak ; from whence they could overlook the gulf to the westward as far as York Pen¬ insula. To the northward this range trended in an unbroken line, which settled the point that the lake had not an outlet in that direction : they descended accordingly and traversed the country through some fertile valleys and rich lands on Sturt’s Creek, until they reached Encounter Bay, where the lake disembogued itself into the sea through an insignifi¬ cant channel between hummocks of sand. Here Captain Barker gallantly stripped and swam across the channel, with a compass to ascertain its position. Mr Kent, in his MS. narrative, describes the circumstance in these words : “ Cu¬ riosity prompted me to time his crossing. The current was running out strong; but he accomplished the feat, at 9*58 A.M., in 3 minutes. On arriving at the opposite shore, he ascended the sandhill, gazed around for a few moments, and disappeared.” He was never seen afterwards. It was, however, subsequently ascertained that three aborigines had speared him, as he rushed into the water to escape from them : his body was carried away by the tide. Mr Kent on his arrival in Sydney gave a favourable report to Captain 293 Sturt of the country explored, coinciding with that gentle- Australia, man’s own impressions. This partial exploration was de- v''*~ scribed by Captain Sturt in his account of his discovery of South the Murray River, in which he pointed this out as a desir- Australia, able locality for the establishment of a new colony. Here accordingly the colonization commissioners of South Aus¬ tralia fixed the site of the future province ; and forthwith de¬ spatched a surveying staff, followed by crowds of emigrants and a governor, before anything further was known of the capabilities of the country. The territory claimed by the ambitious and fallacious colonizers of this province was not less than 300,000 square miles—about 8^ times the size of Victoria; but notwithstanding the subsequent explorations of Captain Sturt to the N. and E. of the Gulf St Vincent, and Mr Eyre to the westward of Spencer’s Gulf, the country traversed by Captain Barker and Mr Kent, including what they saw from the Mount Lofty range, comprises nearly all the arable or pasture land occupied by the settlers at the pre¬ sent day—an area not exceeding, at the most, 10,000 square miles of ordinary pasture-land. The boundaries of South Australia, according to the sta- Geogra- tutes of 4th and 5th Will. IV., cap. 95, are fixed between Phy- 132° and 141° E. Long., for the eastern and western boun¬ daries ; the parallel of 26° S. Lat. for the northern limit;Plate Cl. and the southern boundary defined by the sea-coast, includ¬ ing Kangaroo Island. As already observed, this extensive tract of country measures nearly 300,000 square miles, or about 192,000,000 acres ; the greater portion explored hav¬ ing been ascertained to be a barren waste, diverging into the stony desert of central Australia. The portion of this im¬ mense territory actually occupied by the colonists may be described as all that tract of land situated between Lake Victoria, ascending the Murray River as far as the “ Elbow” in 34° S., on the E., and the eastern shore of Gulf St Vin¬ cent to the westward. The attempts to form small settle¬ ments at Spencer’s Gulf and on Kangaroo Island have failed; and even York Peninsula possesses very little available country for the sheep-farmer or agriculturist. This colony was occupied as a British province on theldstory‘ 26th December 1836, by Captain Hindmarsh, R.N., who was appointed the first governor of South Australia. The powers with which he was delegated, and the constitution of his government were very different from those possessed by the early governors of the older colonies in Australia. With Mr Edward Gibbon Wakefield originated the new scheme of colonization. That gentleman wrote a series of pamphlets and letters to prove that colonization may be reduced to an art; of which he believed he had discovered the true principle. He held that, by placing a high value on the unreclaimed lands of a new country, and forwarding a labouring population out of the sale of those lands, the emigrants would of necessity work at low wages, as the pur¬ chase of the dear lands would be above their means ; there¬ by securing to the capitalist investing in the land, a large interest for his money ; and forming at once a community of labourers and artizans who wovdd minister to the benefit of the landholders. But, besides these large landholders, a class of small farmers were to be induced to emigrate, by disposing of the land in small sections, to be cleared and cul¬ tivated by their families. The allotments of an embryo city, 9 square miles in extent, were to be thrown open at once to purchasers; so that the whole population should be con¬ centrated around the emporium of trade. The principle contended for, therefore, was the opposite of what had been pursued in the pastoral colonies of Australia ; for, while the latter consisted in the dispersion of the settlers, the new scheme was that of centralization. Which of them may be considered the most successful plan of colonization, the sequel will show. Meanwhile, by the industrious promul¬ gation of these views before the British public, the press, and ultimately the government, looked favourably upon the 294 AUSTRALIA. Hind- marsh, 1836. Australia, scheme. The result was the formation of a company called the “ South Australian Colonization Association,” and in South 1835 they obtained a grant from government of the immense Australia, tract of land we have already described. The conditions were, that the land should not be sold at less than L.l per acre ; that the revenue arising from the sale of such lands should be appropriated to the emigration of able-bodied la¬ bourers to till the soil; that the control of the company’s affairs should be vested in a body of commissioners approved of by the colonial office; and that the governor of the province should be nominated by the crown. Under these auspices, Governor Hindmarsh landed on the swampy shores of Holdfast Bay in December 1836, and with difficulty found his way to the contemplated site of the proposed city of Adelaide. The distance from the intended port being seven miles, he was at once impressed with the error of the iGommissioners’ agents in fixing upon such an ineligible spot for a seaport town—a fault common, how¬ ever, to new settlements in these distant colonies. His ar¬ guments upon this and other points with the local officers of the company, led to an unseemly discussion ; so that after two years’ administration of affairs he was recalled, and left the colony in 1838. Meanwhile the emigrants, consisting mostly of “ sur¬ veyors, architects, engineers, clerks, teachers, lawyers, and clergymen,” with traders and adventurers of every descrip¬ tion, were landed in thousands upon the mangrove swamps around the anchorage of the future Port Adelaide. After a very short time the majority of these settlers saw the naked¬ ness of the land, and the absurdity of forming a colony without cultivating a foreign export. They thought it better, however, to keep silent, leaving the unscrupulous represen¬ tations of the local agents to go forth, so as to induce others to come out, that they might dispose of their lands to better advantage. Then commenced a system of land-jobbing which can only find a parallel amongst the gambling trans¬ actions during the great railway-mania in England. The land-orders issued by the commissioners were negotiated like railway-scrip; and where the land had been actually sur¬ veyed, it passed nominally through, in some instances, as many as twenty purchasers, rising in value as it was con¬ veyed from one party to another ; payment being made generally by bills at long dates. In this manner town allot¬ ments which were originally set up to auction at L.2, 10s. per acre, soon reached the apparent value of L.2000 and L.3000 ; while country sections obtained at the upset price of L.l per acre, realized as much as L.100 per acre. Those who had secured special surveys of 16,000 acres upon pay¬ ment of L.4200 for that number of acres selected from the whole, sold allotments in imaginary townships at enormous prices. To this land-mania were added building speculations on an equally extravagant scale ; and the wages of ordinary labourers increased to 15s. and L.l per day. These facts, set forth in the most attractive light, were extensively circulated throughout England and Scotland, till the emigration fever rose to a pitch hitherto unprecedented; while the South Aus¬ tralian commissioners in London fanned the flame by pub¬ lishing reports to raise the value of the land-orders issued by them. These, in several cases, were negotiated oiUChange at a premium of L.500 upon the order for 80 acres issued at the upset price of L.l per acre, Colonel Gawler was appointed to succeed Captain Hind- marsh, in 1838; and he arrived in the colony on the 13th October of that year. The apparent success of the land and building speculations deceived the new governor into a pro¬ digality of expenditure during his administration, for which he has been unjustly condemned. It was, in fact, not more than equivalent to the apparent revenue of the country, but was found, however, at the close of three years, to exceed that income by L.400,000. Like the majority of the colo¬ nists, he imagined that all this interchange of ■pa'per gave Gawler, 1838. value to the land; and as there was plenty of it belonging to Australia, the commissioners, there was little fear of the territorial revenue decreasing. As to ordinary revenue there was an South increasing amount from the customs alone, which promised Australia, to meet all demands in time. But in 1839 the reaction took place, followed by a universal bankruptcy amongst the land¬ holders, and the ruin of most of the small moneyed settlers. As the colony was established at its commencement upon an insecure foundation, it was no wonder that the inexpe¬ rienced settlers, induced to build up the superstructure, should have failed in the attempt; for they were mostly townspeople who knew little or nothing about growing suf¬ ficient food for themselves. Hence their means were all expended on purchases from the neighbouring colonies. After three years’ occupation of the country—while they had been buying and selling land by the thousand acres, and building towns and villages throughout the country—there were not 1800 acres of land under cultivation, and that mainly con¬ sisted of vegetable and flower gardens in the vicinity of their mushroom city. In 1840, when the writer of this article ar¬ rived in the town of Adelaide, there was a population of 8489 persons in the town, and only 6121 in the country, making a .total of 14,610 for the colony in the fourth year of its exist¬ ence. The exports for that year were L.l5,650, or a fraction over L.l per head; while the imports from Great Britain and the neighbouring .colonies were above L.273,000, or at the rate of L.l 8, 10s. per head of population. While the revenue was not more than L.30,199, the expenditure amounted to L.169,966. This state of affairs was bolstered up as long as there was sufficient English capital brought by the emi¬ grants to disburse private accounts, and money raised upon the governor’s debentures to balance the public debts. But when the former ceased, and the latter were returned dishonoured, then the bubble burst. Great distress existed among the inhabitants of Adelaide at this time; food had risen to famine prices; and house accommodation was not to be obtained at any price. Consequently the incoming emigrants, unaccustomed to hard labour, suffered all the pri¬ vation and disappointment which have so recently been re¬ newed on a more gigantic scale in the neighbouring colony of Victoria. The writer of this article has paid 3s. 6d. for the 4 lb. loaf, and Is. 3d. per lb. for meat; and he has seen 100 sovereigns paid for a ton of flour—the surplus stores of an emigrant ship. These facts are mentioned to show that there is nothing new in the high price of provisions quoted at Melbourne in 1852: it is merely the recurrence of a periodical state of affairs in the history of Australia. It will readily be supposed that much distress and privation oc¬ curred amongst these intelligent, well-educated, well-inten¬ tioned, but misguided colonists; the record of which should be a warning lesson to those amongst the middle classes who put faith in the schemes of colony-mongers. The Anglo-Saxon race, however, are not easily crushed by disappointment; and it may be said with truth, that no¬ where in the southern hemisphere has the energy of the race been better vindicated than here. The men rose up from their despondency ashamed of their unproductive hands, when they saw with what cheerful activity the weaker sex turned from the refinements of drawing-room life, to all the drud¬ geries of household work. Hundreds who had never put a spade in the ground before, left the town, and, on the fer¬ tile lands of the Mount Lofty range, and in the interior, cultivated the soil, and herded cattle and sheep. The result was that the colony not only became self-supporting but ac¬ tually exported its grain, besides wool, tallow, and beef. Here were the true elements of colonial wealth and prosperity. It was by this labour, and these animals that value was given to the land; and it was at length found that the true principle of self-support was that of dispersion instead of concentra¬ tion. The healthy progress of the colony for the next five years is honourable to the industry and perseverance of the AUSTRALIA. Australia. Grey, 1841. Discovery of copper, 1842. Effects of the gold discovery. people of South Australia; and the flourishing condition of the colony in 1845, compared with 1840, as laid before a par¬ liamentary committee in 1847 by Mr T. F. Elliott, is a bright spot in its history. 1840. Total population 14,610 295 In town In the country Number of public houses. Convictions of crime Acres in cultivation Exports of colonial produce L.15,650 Revenue 30,199 Expenditure 169,966 8,489 6,121 107 47 2,503 1845. 22,390 7,41.3 14,977 85 22 26,218 L.131,800 32,099 36,182 Meanwhile Governor Gawler was recalled in 1841, and succeeded by Captain Grey (now Sir George Grey, Gover¬ nor-general of New Zealand), who had some previous know¬ ledge of the colonial affairs from a residence in Western Aus¬ tralia, and who had visited the notorious model colony on the way home. By a course of strict retrenchment he reduced the expenditure in two years from L.104,47l to L.29,842. Added to this also was the discovery of copper in 1842, which increased the value of exports. The great yield of the Burra Burra copper mine did not occur, however, until after the above statistics were taken. This new article of export gave a fresh impetus to the trade and commerce of the port, which was by this time shifted a mile lower down the creek, while a good road was constructed between it and the capital. The history of copper-mining in Aus¬ tralia—as represented by the Burra Burra mines—like every other discovery and produce in this wonderful land, eclipses all that has been recorded of such workings in the Old World. It was not mining in the ordinary sense; it was quarrying. The leviathan mass of oxidated and carbonated copper ore lay on the surface in a kind of hollow where it was con¬ nected with a vein afterwards worked in the rock below. Success attended the efforts of the colonists in every direction as this new source of wealth distributed its bene¬ fits to all around. The fortunate discoverers and early shareholders realized fortunes; and one proprietor, who bought 100 shares at L.5 each, was in the receipt of L.l 1,000 per annum three years after it had been worked. Miners were brought direct from Cornwall; and every de¬ scription of machinery was used to excavate the ore. Coal not being found in the colony, smelting operations were but slowly proceeded with. Many cargoes, however, were shipped to Sydney to undergo this process. Altogether the province of South Australia stood in as fair a position to rival its neighbour Port Phillip in the beginning of 1851, with the large export of its copper, and the probable yield of lead, silver, iron, and other valuable metals ascertained to exist in its mountain ranges at that date, as the most sanguine colonists could wish. That year, however, brought about a second period of depression in its short history which threatened to annihilate its commerce. The gold discovery, which was the precursor of unex¬ ampled prosperity to New South Wales and Victoria, proved deeply injurious to South Australia. The very fact of her population having become more a mining than an agricul¬ tural or a pastoral people militated against her. In twelve months after the discovery of gold in the Bathurst Mountains, it has been calculated that, out of a population of 70,000, 12,000 adults, and 4000 children, almost entirely of the male sex, left that colony. The city of Adelaide was left nearly destitute of able-bodied men, the mines were deserted, the stations abandoned, and almost every industrial occupation was at a stand still; while the government of the colony was for a time paralyzed. It was but for a time ; for the legisla¬ tive council—recently elected by the colonists—and the governor, Sir H. E. F. Young (Sir George Grey having gone to New Zealand), passed an act making ingots of gold, stamped by authority, a legal tender throughout the colony. Australia. This, added to the successful attempt of Mr Tolmer in form- ing a practicable route from Adelaide to Mount Alexander, South brought a large portion of the gold from the colony of Vic- Australia, toria, and some from New South Wales, into the coffers of the South Australian merchants and the treasury. Those also who had left their families behind—which four-fifths had done—sent their earnings by this overland escort. These, to a certain extent, were expended in the country, while large quantities were purchased by the merchants, which drained the coin and bullion out of the banks. According to an estimate made by Mr Khull, bullion broker at Mel¬ bourne, the quantities of gold dust taken to Adelaide by land and sea from Victoria were as follows :—» “By overland escort, March to December 1852, 228,533 oz.; shipped from Melbourne, 17,331 oz.; taken by private hand, 178,160 oz.; estimated quantity taken in addition to above, 166,687 oz.; shipped from Adelaide to London, February to De¬ cember 1852, 263,564 oz. “ Amount remaining in the banks, assay office, and private hand at Adelaide, 299,816 oz.” Valuing the gross amount at 76s. per oz., this would give a sum not less than L.2,215,167 added to the wealth of the colony; which, during the quarter ending on the 23d March 1853, has been the means no doubt mainly of swelling the exports to the enormous sum of L.954,760, a sum out of all proportion for the ordinary exports of that now insignificant colony when compared with its flourish¬ ing neighbour. W ith all their undoubted and praiseworthy energy, the South Australian colonists have not been suc¬ cessful in discovering a profitable gold field of any extent within their territory. The Echunga diggings, which pro¬ mised much at first, have been almost abandoned. The fol¬ lowing notice, which we extract from the South Australian Register, of the 7th February 1853, gives some idea of the latest yield of the Adelaide gold fields. “Although there is at the diggings everything to indicate gold in large quantities, none have succeeded in realizing their hopes. The majority content themselves with what they can get on Chap¬ man’s hill and gully, knowing that, if a fresh place is discovered, they will stand as good a chance as those who have spent months in trying to find better ground. The quantity of gold taken to the assay-office having, during four consecutive weeks, amounted to less than 4000 oz., the governor has proclaimed that after the 17th of February 1853 the office will be closed,” With these favourable returns, a reaction has taken place in favour of the copper mines. Many who had been unsuc¬ cessful at the gold fields, or who preferred working for the baser metal, returned to the colony where they had more comfortable homes. The Kapunda, Burra, and other mines, which had ceased working for more than twelve months, were again put into operation ; and the shares of the latter which had fallen from L.270 to L.60, were quoted in March 1853 at L.l34^-. Land likewise had risen in value. On the 1st June 1853, town lots were selling as fast as they were of¬ fered, at an average value of L.l 15 per acre; amount¬ ing to L.26,000 per month. The government had trans¬ mitted L.45,000 to the emigration commissioners in London, for the introduction of labour, although the colony had L.l41,000 in the hands of that body for the same purpose. Agricultural operations were likewise progressing satisfac- torily, and high prices obtained ; while the ensuing harvest promised to be abundant. Until, however, this colony can raise from her own soil an equal amount to that which she now borrows, she cannot be classed along with the rich co¬ lonies of Australia. 1 hat no community in that land is more deserving of such a position is allowed on all hands. “ Our neighbours of South Australia,” says Mr Westgarth, in al¬ lusion to the delays, expense, and obstruction on every hand, which swell up an enormous account against the colony of V ictoria, “ have in these respects set us an example. Inferior in natural resources, they have sur¬ passed us in energy of character, both of government and 296 Australia. South Australia. AUSTRALIA. Topogra¬ phy- General aspect of the country. Soil. people. The misfortunes of 1840 and 1841 with which they were bowed down had scarcely passed over ere they appear again erect and prosperous before us, as producers of the finest wheat on the London Corn Exchange ; an expression equivalent, I may add, to that of the finest in the world. 1 he gold fields of Victoria have again depressed them, but they are up and doing, as before, to make the best of what is left. Our highly auriferous soil is an accident, but the immediate projection of a road between Adelaide and Mount Alexander is a principle ; and the first escort that traversed the new line, bringing with it L.21,000 worth of gold, gave alike the triumph and the renewal of such energy.”1 The settled lands of this partially explored colony were divided at an early date into nine counties, namely, A e- laide, Hindmarsh, Gawler, Light, Sturt, Eyre, Stanley, Flinders, Russell. In August 1851, two new counties were added—Robe and Grey. The territory is also divided into hundreds, each averaging about 100 square miles. 1 he capi¬ tal of the province is the “ City of Adelaide, which is laid out upon nine square miles of land, of which about one-mnth is built upon and inclosed. Within the environs of this town are scattered a number of villages; including Klemzig, a village composed entirely of German immigrants, luent}- five miles over the Mount Lofty range there is a larger ham¬ let of the same people called Hahndorf. If we speak of the general aspect of South Australia as contained within the limits of its available country, it comes under the general description of the Victoria territory and New South Wales; the greater proportion, however being what is locally termed a “ broken country” more allied to the east-coast ranges of the latter, than the extensive midu- lating open forest lands of the former. The Mount Lofty range, at the same time, is not more than ten or twelve miles distant from the eastern shore of Gulf St Vincent; whereas the ranges in New South Wales are seldom less than 80 miles distant from the coast. The shed of waters, likewise, which flows from the hills through the narrow flat where the town of Adelaide stands, consists of a few insignificant streams ; and although they have mostly been denominated “ rivers” by the company’s surveyors, there is not one deserv¬ ing more than the ordinary appellation of “ creek.” The only navigable stream amongst them is an inlet, through a mangrove swamp from the gulf. On the eastern shed of t e Mount Lofty range lies the great lake Victoria, and its equally gigantic feeder the Murray, which we have described else- where. The two peninsulas which form Spencer’s Gulf, are at the best indifferent forest land, with small particles °f al¬ luvial soil, the great mass being barren and worthless. The settlement at Port Lincoln has been abandoned on account of the poverty of the country. The country between the eastern boundary of Lake I or- rens and the Darling has been stated to be available for pasture land. We must be cautious, however, in accepting the reports of explorers despatched purposely to find good land in a barren country. The explorations of Captain Sturt to the northward, and Mr Eyre to the westward—on whose accuracy we can place implicit reliance—described the great mass of this territory as a region of desolation, where the har¬ diest indigenous plants and animals cannot find sustenance. On the alluvial slopes of the Mount Lofty range there is some of the finest agricultural land in Australia. The com¬ mon average of wheat grown there is 45 bushels to the acre. So abundant was the yield in 1845, that after exporting about 195,000 bushels, chiefly to the Mauritius and England, the farmers had upwards of 150,000 bushels on hand over and above what was required for home consumption. And it is a fact significant of the progress of the colony, and the energy of the settlers, that, while in 1840 they were dependent al¬ most solely upon foreign supplies of flour and grain, having Australia, only 2503 acres under cultivation, it increased in 1841 to ^ 6722 acres ; in 1842, to 19,790 ; and in 1843, to 28,690, ofSouth which nearly 23,000 acres were in wheat crop. In the year Australia, ending April 1850 there were 64,728^ acres under cultiva¬ tion ; of which 41,807 were in wheat crop ; potatoes, 1780; gardens, 1370; vineyards, 282; and 13,000 acres in hay. In 1851 the land under crop was not less than 71,728 acres. The climate at Adelaide and its environs is about the climate, same average temperature as Sydney; although the latter city is more than 1° in Lat. N. of it. From its situation, likewise, on a sand flat, very little elevated above the waters of the gulf, and its distance from the cool sea-breezes on the S. shore of Kangaroo Island, the atmosphere is in gene¬ ral more oppressive than the open country around Port Jack- son. At the same time South Australia enjoys the salubrity of climate generally maintained throughout the temperate regions of Australia from Cape Leeuwin to Cape Howe ; and it has also its share of the Austral simoom. Accord¬ ing to the observations of Mr Wyatt, communicated to the government by the colonial surgeon, James^George Nash, “the thermometer in summer averages 73 Fahr., and in winter 55° Fahr., shewing a mean temperature for the year of 65° Fahr.; being only 1° higher than the mean tempera¬ ture of Madeira.” “ There is no endemic disease in South Diseases. Australia. Bilious, remittent, and intermittent fevers are scarcely known. The prevalent fever is closely allied to the congestive fever of Bengal, and chiefly affects persons uevvly arrived. Eight-ninths of those cases that terminate fatally occur in persons who have not been one year in the colony. Organic disease of the liver is rare. Dysentery is one of the prevalent diseases, but yields readily to treatment. As already shown in treating of New South W ales under yegetable this head, the soil and climate is equally adapted for the and animal growth of grain and of European fruits and vegetables. The produce, indigenous grasses, however, which have made the pastoral productions of Australia equal to the most extensive in the world, are but limited. The live stock within the colony in 1851 was estimated at 1,350,000 sheep, 105,000 cattle, and about 7000 horses. Cattle thrive better on the pasture lands than sheep. Within the hundreds, pastoral leases are annual; without, they are of 14 years’ duration ; and the present leases comprize about 10,686 square miles, ihe revenue derived from occupation of land for pastoral pur¬ poses is only L.7984. „ , . The native birds are similar to those of the other soutn- Animals, eastern colonies; and poultry of every description thrive equally well. The fish in the gulf are also of a like kind; and the fresh-water cod found in the Murray River are so large and abundant, that at one time some enterprizing colonists preserved them for market. Like many other useful pursuits, this has been temporarily abandoned during the gold mama. The mineral productions of this colony are numerous and Minerals, varied; including jasper, chalcedony, and opal; iron, lead, and copper. The quantity of copper ore exported in the year ending 31st March 1852 was 7122 tons; and of smelted copper, 39,225 cwts. In 1840 the population was 14,610 ; in 1845, 22,390 ; m Popu a; 1850, 63,900, of whom 7000 were Germans. Ihis latter lon* element in the population of South Australia gives it a dis¬ tinctive character from any of the other Australian colonies ; and it is pleasing to see these industrious Saxon emigrants live so peaceably amongst their Anglo-Saxon brethren. “ In the course of 1851 as many as 4221 emigrants were re¬ ported to have left the colony for the gold fields. This emi- o-ration subsequently increased to such an extent, that at one time the capital was said to be almost abandoned by its male population. Subsequent accounts, however, appear to show 1 Mr Westgarth’s Report to the Melbourne Chamber of Commerce, April 1, 1852. 2 Thirteenth General Report of the Colonial, Land, and Emigration Commissioners, p. 141. AUSTRALIA. 297 Australia, that the emigration is in great measure only temporary—that the bulk of the emigrants leave their families behind them, iiouth and after a short stay at the gold-fields return with the pro- iustralia. fits of their venture, which in many instances they invest in the purchase of land.”1 “ At the end of 1851 the inhabi¬ tants, exclusive of a small detachment of military and the aborigines, are estimated at 66,538, and on the 31st March 1852 at 61,218 ”2 rovern- Before the promulgation of the recent act granting to nent. all the Australian colonies a free constitutional government, the administration of affairs was vested in the governor, as¬ sisted by an executive council, composed of the colonial se¬ cretary, the advocate-general, the surveyor-general, and the assistant commissioner: to these were added four crown no¬ minees. The elective principle has now been introduced into the legislature ; and the governor-general of Australia is empowered to act as local governor within the province, when he visits it in person. teligion In this colony, as in Victoria and New South Wales, there ndeduca- }s n0 dominant church recognised by the state. From 1847 to 1851 an act existed empowering the governor to grant a sum out of the public funds in aid of religion (not less than L.50, nor more than L.150), to any religious body collect¬ ing an equal amount by voluntary contributions. The new legislative council, however, refused a renewal of this act, when it expired on the 31st March 1851. The number of churches and chapels, during the year ending at that date, which had received public bounty in aid of buildings and stipends, was 103, and the sum appropriated L.4431. The number of schools receiving aid on the same terms, a con¬ tinuance of which was sanctioned by the new legislature, was in 1851, 132; the amount of aid being L.3310, and the number of scholars 4276. inance. The revenue of the colony has increased in a satisfactory manner from the period of reaction in 1843, though unfor¬ tunately burdened with the debt incurred during Colonel Gawler’s administration. This debt originally amounted to L.405,433 in 1841. In that year, however, Parliament struck off L. 155,000 for necessary disbursements, and the treasury agreed to pay L.45,936; thereby reducing the debt to something more than L.200,000. This became a colo¬ nial bonded debt, represented by debentures guaranteed by the government. Governor Grey reduced this sum to L.85,800 in 1848, at the period of his departure for the governorship of New Zealand. From that date until Oc¬ tober 1851, the present Lieutenant-governor Young has re¬ duced it to L.l0,300, having refrained from paying it off entirely on account of the depression of the Land Fund re¬ venue. A comparison of the revenue and expenditure for the years 1840, 1845, and 1851, will show the revolution in the finances of this colony since it became a British pro¬ vince, independent of the company and the colonization commissioners. The latter body was dissolved shortly after its declared inability to meet the drafts from the colony, and the former association has recently become extinct. 1840. 1845. 1851. Revenue L.30,199 L.32,099 L.l69,469 Expenditure 169,966 36,182 143,981 The items for 1851 are exclusive of the territorial re¬ venue, which amounted to L.107,201, and the expenditure to L.72,292. The amount expended under the head of pub¬ lic works in 1851 was L.l8,228. amerce The commerce and currency of South Australia have cur- undergone various fluctuations. In 1841 the imports from '' Great Britain and the colonies amounted to about L.273,000, and the exports to L.53,500 ; in 1842 the former fell to L.l63,000, and the latter to less than L.40,000. The latter Australia, gradually rose as the corn and copper swelled the import list, until 1849, when it amounted to L.485,951; and it felf slightly South in 1850, on account of a decrease in the mines, to L.483,745. Australia, For the quarter ending 23d March 1853, the imports were L.440,328, and the exports L.954,760. The export of wool in 1849 was 2,243,086 lb.; in 1850, 2,841,131 lb.; and in the year ending 31st March 1852, 3,281,648 lb. The export of tallow was in 1849, 3867 cwt., and in 1850, 5271 cwt. The tonnage inwards and outwards at Port Adelaide for the year ending April 1849 was 112,338 tons; in 1850, 160,497 tons ; in 1851, 166,950 tons. The cur¬ rency, which was of a very objectionable kind issued by private traders at the commencement of the colony, was superseded by the establishment of the South Australian Bank, and a branch of the Bank of Australasia, and latterly a branch of the Union Bank of Australia. These banks gave great facilities to the mercantile portion of the com¬ munity by negotiating their paper currency ; which, at the time of the gold discovery, had reached an unusual amount. This event influencing the local trade, created a panic amongst the merchants; but with their usual judgment and foresight, they shipped off their surplus stock of merchan¬ dise to the gold colonies, receiving the dust in payment, which at once relieved them from their engagements. “ The amount of current paper under discount in the three local banks before and after the panic is reckoned thus:—South Australian Bank before, L.280,000, after, L.120,000 ; Bank of Australasia, L.l60,000, afterwards, L.60,000 ; Union Bank of Australia, L.120,000 to L.70,000 ; that is, L.560,000 reduced to L.250,000 in about three months, an improvement quite unprecedented, and which before its ac¬ tual occurrence might have been deemed impossible.”3 Not the least important result of the gold discovery will be the effect of the intercolonial trade with Van Diemen’s Land and South Australia in uniting more closely in social and political unity this whole group of colonies; especially New South Wales, Victoria, and South Australia. Hitherto the intercolonial traffic between their capitals was very limited, especially between Melbourne and Adelaide. Their origin having been contemporaneous, and their products similar, they had no variety of commodities to interchange, while their tariffs were formed on the old protection principle. Not only has the latter been modified to modern free-trade po¬ licy since the gold discovery, but the value of the gold transmitted by land and sea from Melbourne to Adelaide during the year ending 31st December 1852, amounted to L.2,215,167. Ihe farm produce and bread stuffs alone shipped in return realized during that period L.250,000, or more than half the imports into Victoria under that head. Al¬ though a certain amount of jealousy still exists between New South Wales and her more fortunate younger sister, the traffic between the ports of Sydney and Melbourne has aug¬ mented in proportion with the prolific yield of the Victoria gold fields, thus materially cementing all interests. In al¬ lusion to this subject in a political point of v iew, we quote the liberal observations of Lieutenant-governor Young. “ The year 1851 is memorable for the introduction of the elective principle of representation into the legislature, the free action of constitutional government, and for Her Ma¬ jesty’s gracious appointment of a governor-general of Aus¬ tralia, empowered to act as governor of each of its provinces when within the territory. This last-mentioned preliminary step towards a political confederation of the Australian co¬ lonies has proved very opportune and provident. The dis¬ coveries of rich deposits of gold, the more frequent inter¬ course thereby occasioned not only between Australia and 1 Thirteenth Report of the Colonial, Land, and Emigration Commissioners, p. 38. 2 Reports of Her Majesty's Colonial Possessions, presented to Parliament 1852, p. 221. 3 Despatch of Sir II. E. F. Young, Reports of the Colonies, p. 228. VOL. IV. 298 Australia. AUSTRALIA. Western Australia. Geogra¬ phy- General History. Swan Kiver. Great Britain, but also between the different settlements themselves both by sea and land, and the certainty that the steam navigation of the River Murray will now at last be effected, are circumstances which must accelerate, and were perhaps providentially designed to produce, that social union of the provinces on this continent, of which a common origin, allegiance, language, and legislation have formed the natu¬ ral foundation, constantly strengthened and extended as it is by increased migrations from the parent state. IV. Western Australia.—A line drawn due A. and S. upon the maps of Australia from the middle of the Great Bight on the S. coast to the head of Cambridge Guh on the N. coast, along the meridian of 129 E. Long., forms the eastern boundary of this colony; the coast line to the west¬ ward forming its N., W., and S. boundaries. Its extreme S. is West Cape Howe, in 35. 10., and its extreme Cape Londonderry, in 13. 45., both headlands being m . a . Thus, the greatest length of Western Australia is 1457 British miles, by an average width of 700 miles, giving an approximate area of 1,019,900 square miles. One-half may be considered within the influence of tropical meteorology, the other half within the temperate zone. This territory in¬ cludes the earliest discovered portions of Australia. I he proclamation of such extensive boundaries for this colony was apparently intended for the purpose ot excluding any other power from forming a settlement on the coast; as there was ample room at the S.W. angle known as Leeuwin Land for any settlement likely to take root in the country. As it is, there are not more than 3000 square miles ot land around the Swan River settlement, and only a few hundred square miles in the vicinity of Albany, King George s Sound, occupied by the settlers as agricultural or pastoral lands in 1853. When we take into consideration that this colony has been established so far back as 1829, we cannot but conclude that it must either be naturally ill-adapted for a British settlement, or that something radically wrong in-its management must have retarded its progress so far behind its contemporaries on the E. coast. As will be shown after¬ wards, both of these influences have checked the auvance- ment of Western Australia. In August 1829 Captain Stirling, who had previously ex¬ plored the coast, arrived at the proposed site of the new settlement on the Swan River, to which he was appointed lieutenant-governor. He found that several ships had ar¬ rived from Britain in the previous months of June and July with numbers of anxious settlers ; who, at the veiy outset, were discouraged by the appearance of the land on the banks of the Swan and Canning Rivers, besides encountering the inclemency of the weather (for it was winter in Australia) without any other shelter than the tents they had brought with them. By the end of the year there were 1290 per¬ sons in the colony including non-residents ; and others were gradually flocking in without any previous preparation having been made for the accommodation of their wives and families. In fact so little care had been taken to plan out the proceedings of the government and the situation of the colony, that there was not an acre of ground surveyed until several months after the first arrivals. All that was known of the proposed settlement existed only on the map—where counties and towns were liberally scattered over the sup¬ posed surface of the land. This, coupled with the fact that the majority of the newly-arrived settlers were townspeople or small capitalists, unaccustomed to manual labour, and un¬ fit under any circumstances to struggle with great difficulties, soon produced a state of general suffering and distress. The governor did all he could to alleviate the hardships and dis¬ appointments of the settlers; but his own circumstances were hardly better than those of the rest, both he and his officials having undertaken their duties on the stipulation of payment in land. Instead of a thousand or fifteen hundred Australia pounds a-year, he was to obtain a grant of 100,000 acres z-*" of land, and his subordinates 20,000 acres, down to 2000 Western and 3000 acres in proportion. In like manner, if a settler Australia., brought wealth, in the shape of agricultural implements, live stock, or labourers, he was to receive an equivalent for the benefit he thereby bestowed on the colony, by a grant of land. If a builder erected government works, or a sur¬ veyor parcelled out the land, they were both to receive a portion of their remuneration in land. In fact so much had been left to this system of barter, that the government and the colonists had entirely overlooked the necessity of a suf¬ ficient metallic currency to negotiate ordinary transactions. Hence they were often unable to purchase the necessaries of life from the neighbouring colonies. Meantime, so ut¬ terly paralyzed were the authorities, that they even neglected to survey the land which they considered the pabulum ot their existence. Persons settled down where and how they liked on the banks of the Swan and Canning Rivers. The land they had expected to be surveyed, and the towns they had expected to be built, were nowhere to be found. Up¬ wards of fifty ships had arrived by March 1830 and nearly 2000 immigrants with property to the amount of L.100,000, while scarcely twenty houses had been erected for their ac¬ commodation. At last a township was marked out on the Swan River, called Perth, and some degree of order began to appear out of the chaos by the close of the year, as the governor took up his quarters at this future capital; not, however, before many of the most energetic emigrants had either left for the neighbouring colonies, or returned home to warn their fellow-countrymen from proceeding to this Utopian colony. . . , . The history of New South Wales recorded the sufferings and privations experienced by the pioneers of that colony, although they were selected from a proper class for the pur¬ pose. Much more, therefore, was it to be expected that such hardships should fall to the lot of the first settlers at Swan River, who were totally unfitted for the laborious enterprize of founding a colony. The ladies and gentlemen who formed the 'pioneer corps of settlers were landed upon the shores of a naturally sterile region without any greater preparation for the grave and difficult undertaking ot found¬ ing a new British province, than if they had gone out upon a holiday excursion in the woods. There is no greater fallacy entertained by theoretical colonizers, than this romantic method of forming new colonies. Colonization is a work ot the most profound and serious nature, and does not bear to be handled by quacks and empirics in political economy. It is a matter for the grave deliberation of the state, which oug it to protect the people from the cruelty of those who receive their money for lands which have no value imparted to them by labour. The agrarian system of colonization attempted in this instance proved a total failure, and to this day not one tithe of the lands granted has ever been properly surveyed. For twenty years after the disembarkation of the first co¬ lonists, the Swan River settlement has struggled through a feeble existence. Governor Stirling was succeeded by Governor Hutt, who tried manfully to restore confidence to the colonists, and induce new settlers to come out. tie in turn was succeeded by Governor Fitzgerald, tie Pr^se ruler. In vain have they attempted, with the assistance of the colonists, to raise the colony on a par with her sister provinces in South-eastern Australia a1nd.Van, p a Land. So late as the year 1848, things had reache state of general depression, that the inhabitants had take it seriously into consideration whether it would notbe adv able to abandon the settlement altogether. this ^ there was a demonstration on the part ot the neigh > & lonists—which we have noticed elsewhere—against the Jana 1 Despatch of his Excellency Lieutenant-governor \oung. Ixepoits, p. -28. AUSTRALIA. Australia, ing of convicts on the eastern shores of Australia. It oc- curred to this^ remote community to petition for what their Western more successful neighbours refused. Consequently in 1849, Australia, exactly twenty years after the first settlement, a band of convicts arrived from the parent state, and at once gave new life and vigour to this languishing colony. A correspondent of the Times at Perth, writing in January 1853, says, “The advent of convicts, after three years’ experience, has been found to contribute more to the well-doing of the pockets of the settlers than detriment to their morals.” The most satis¬ factory results have been received of the progress of the colony under these circumstances to the 8th June 1853. The inhabitants at Perth had held public meetings express- ing a desue for the importation of 1000 convicts annually. Up to that date 2000 had arrived; and a less severe system had been adopted towards them than that which had pre¬ vailed in Van Diemen’s Land and New South Wales, and with the most beneficial results. If this class of labourers had been sent out to clear the wilderness, and construct roads, prior to the arrival of Governor Stirling, and the well- meaning non-labouring colonists who accompanied him, how different a position might Swan River now have held amon0- the flourishing provinces of Australia! King The settlement at King George’s Sound was formed much iieorge s earlier than that at Swan River, in anticipation of a projected Sound. scheme of colonization by the French government. It was effected in 1826 by the government of New South Wales, who despatched a detachment of the 39th regiment under Major Lockyer for this purpose. After four years’ occupa¬ tion as a military post, the settlement was ordered by the home government in 1830 to be transferred to the go¬ vernment at Swan River, both being within the new colony of Western Australia. During the next twenty years of its existence it survived actual desertion, in consequence of its excellent harbour being frequented by whaling ships, which found abundance of whales off the coast. Since the esta¬ blishment of steam communication between England and Australia, it has come into notice as the first coaling station for the steamers on their outward voyage, via the Cape, to South Australia, Victoria, and New South Wales; and there is every likelihood of the little township of Albany becoming a thriving seaport. “ The Sound is a magnificent road¬ stead, with from 7 to lo and 20 fathoms water, completely sheltered from S.W. to E., and partially by two islands to the S.E. It is only open to southerly winds, which in this locality bring fair weather. On the W. the Sound is separated by a long tongue of land, terminated at its north¬ ern extremity by Point Possession, from the Princess-Royal Harbour. The entrance to this nearly circular bay is be¬ tween Point Possession and Mount Clarence ; being not more than 200 yards across, with a depth of 4^- fathoms water. Princess-Royal Harbour is capable of containing many hun¬ dred vessels : it is the finest harbour known to exist in Aus¬ tralia to the W. of Spencer’s Gulf. It enjoys an equable climate, the thermometer, during nineteen months’ obser¬ vations, ranging from 40° to 76° Fahr. Vegetables also grow luxuriantly.”1 Topogra. At the outset of the colony there were fifteen counties aid out on the map, arranged in apparently compact sections of about forty miles square, along the coast from Cape Le- schenault to Point Hood, namely, Twiss, Perth, Murray, Wellington, Nelson, Sussex, Lanark, York, Grantham, Wicklow, Goderich, Stirling, Hay, Plantagenet, Kent. Sub- SqUxint y elcven were added t0 these along the territory to the N., which was named generally Australind; and from recent explorations promises to furnish good pasture land for sheep and cattle. These counties are, Melbourne, Glenelg, 299 Grey, Carnarvon, Victoria, Durham, Lansdowne, Hawick, Australia. Beaufort, Minto, Peel. The principal places claiming the -v/-— title of towns are Freemantle, Perth, and Guildford, on the Western Swan River; Kelmscott on the Canning, and Albany at Australia. Princess-Royal Harbour. The general aspect of the forest scenery, mountains, rivers, General and coasts, is the same as on the E. coast, which has been view of the already described ; with this difference, that the mountains country, and rivers are upon a less extensive scale. In comparison, the former seldom attain half the height and extent of range; while we have no evidence as yet of any stream approach¬ ing to the Murray in its ramifications. Much however re¬ mains to be explored in this quarter. “ The highest moun¬ tain known is Koikeunneruf near King George’s Sound, which attains the altitude of 3500 feet. The principal rano-e of hills extends in a northerly direction from the S. coast, near Cape Chatham, for at least 300 miles.”2 This range no doubt is continued more or less parallel with the N.W. coast, about the same distance inland, j udging by analogy, as its greater counterpart on the eastern coast; the great Aus¬ tral desert between forming a barrier to any internal com¬ munication from the one coast to the other. Although the Plants, botany of these two great meridian ranges, trending in a general course N. and S. from the middle of the S. tem¬ perate zone, to the middle of the Tropic of Capricorn, is generically the same, yet the majority of the plants are spe¬ cifically different. Probably from the lesser heights of the mountain ranges failing to absorb the same amount of mois¬ ture as those in the higher altitudes of the Australian Alps, the vegetation of the temperate regions of Western Aus¬ tralia is of a more arid nature than that in the S.E. lati¬ tudes. Here succulent plants are not only rarer, but the native grasses are scantier ; and the extent of pasture land Pasture within the known boundaries is of a very limited description, land. To give some idea of this limit, we shall quote the latest re¬ turns of live stock. 1850. 1851. Increase, Horses 2,635 2,978 343 Horned cattle 13,074 15,315 2,241 Sheep 128,111 141,413 13,302 The value of the wool, which is considered the staple ex- Wool, port of the colony, amounted in 1850 to L.15,482, and in 1851 to L.17,883. Governor Fitzgerald remarks upon this head, in a despatch dated Government House, Perth, April 12. 1852, “ I fear that unless new grasses spring up, or are introduced into our pastures, we shall never be able to rival in this respect the production of the eastern colonies. Our lands fit for sheep are so small in extent in proportion to the lest of the colony, that a limit will soon be arrived at unless better pastures be discovered. Should such exist, they pro¬ bably lie far to the N.E.” This is conclusive, without even referring the reader to the statistics of the eastern colonies already given, to satisfy the most sceptical mind of the infe¬ riority of its pasture lands compared with the verdant plains and valleys of Eastern Australia. There are single settlers in New South Wales who possess as much stock as the co¬ lony altogether ; and this after a growth of 22 years. These facts will show that natural disadvantages have retarded the progress of the colony as well as original mismanagement; for although the colonists could raise enough of vegetable produce and animal food for their subsistence, they lacked a sufficiency of the pastoral exports of wool, tallow, and hides, to constitute them a successful producing community. 1 his poverty of production is also apparent in the agri- Agricul- cultural records of the colony. Up to 1851, the colonists ture* were dependent upon shipments of agricultural produce from the eastern colonies. The number of acres in crop l lS-J0tes of Assistant Commissary-general Kent, late of King George’s Sound. Well s Australian Geography. Sydney, 1848. 300 AUSTRALIA. Western Australia. Soil. Climate. Australia, that year was 72975-, showing a decrease for the year of v'—^ 1211 acres. “ This is attributable to many causes, the high price of labour, and the distressed state from which the colo¬ nists were only just emerging. Many of the agriculturists, however, have now freed themselves from their great diffi¬ culties, and there is every reason to hope that a very large breadth of wheat will be laid down this year.”1 There is no doubt that when the colonists obtain that cheap labour of which they are in want, much will be done to render them independent of foreign supplies of provisions. This, how¬ ever, sufficiently testifies the poverty of the land, and corro¬ borates the statement of disinterested parties, that the soil is not remarkable for that richness of loam and decayed vegetation which distinguishes the soils of Van Diemen’s Land and South-eastern Australia, which yield averages of 40 and 45 bushels of wheat to the acre. At the same time there is abundance of land for all ordinary farm pur¬ poses around both settlements, on Swan River, and at King George’s Sound, suitable for the growth of all esculent roots and fruits required by the colonists. There is no doubt also that the extreme dryness of the climate, and the devastating summer conflagrations throughout the forest lands, prevent that accumulation of mould from decayed vegetation which characterizes the virgin soils of all lands throughout the world. This arid climate, however, is even more conducive to the health of Europeans, than that of the eastern colo¬ nies. Endemic or epidemic diseases are unknown, and “ the country maintains its character of being perhaps the most healthy on the globe ; there having been only 37 deaths re¬ corded during 1851, in a population of 7096 souls.”2 This average, however, is taken after the introduction of con¬ victs in the previous year, which augmented the white popu¬ lation by nearly 1000 persons. In 1850 the population was 5293, which increased to 7096 in 1851. Of these 4523 were males, and only 2444 females, or nearly two of the male sex to one of the female. This disparity of the sexes has called forth a petition from the colonists to equal¬ ize the numbers, by requesting the government to forward females from the pauper institutions in England. The government have not acceded to this ; but the Colonial Land and Emigration Commissioners report, “ That under instruc¬ tions from Sir John Pakington, they have endeavoured partially to remove this disparity, by sending out at the expense of the parliamentary vote, an additional number of women. Thus, since October (1852), we have de¬ spatched three vessels, carrying about 760 souls, of whom 26 were convict families, 36 were single men, while as many as 278 were single females ; and the desire to emigrate to any part of Australia is now so strong, that we experience no difficulty in selecting for this colony very eligible females, without having recourse to the workhouses”3 Religion and education are less zealously nurtured in this small community, than in the eastern colonies. Governor Fitzgerald, in the able despatch we have already quoted, re¬ marks, “ I regret to state, that the schools at the Vasse and Murray have been discontinued for want of scholars; and it appears to me, that if a superior description of masters be not furnished for our colonial schools, education generally throughout the colony will be regarded as of so little impor¬ tance, that great difficulties will hereafter arise against any endeavours that may be made to establish a regular system of superior instruction.” The revenue for the financial year ending April 1851, amounted to L.25,167, being an increase over the year 1850 of L.6029, which was mainly attributed to the increase in Popula¬ tion. Female emigra¬ tion. Religion and educa¬ tion. Finance. the customs caused by a greater amount of duties paid on Australi* spirits and wine in bond. The expenditure for 1851 was L.23,926, being an excess of L.7252 over 1850. This is Western to be attributed chiefly to the exigencies of the service Australia consequent on the introduction of the convict system ; and to the high price of food, a result no doubt of the gold dis¬ covery in the east, rendering necessary an increase of the salary to the government officers. The colony is now free from all debt bearing interest, which it was found necessary to incur during the distressed period of its existence. The imports during the year 1850 were L.52,351, and in 1851, Commerci L.56,958, the latter giving an average of L.8 per head of population. The exports, during the same years, were re¬ spectively L.22,195, and L.26,870, or less than L.4 per head of population for 1851 ; showing a balance of trade against the colony of more than 100 per cent. This is not a very encouraging balance-sheet; but we presume the anticipa¬ tion of a large government expenditure has been the cause. The shipping has doubled itself within two years. In 1849 7952 tons arrived in the ports, which had increased in 1851, in consequence of the arrival of the convict-ships, to a gross tonnage of 16,540. These figures give no very high idea of the commercial state of this colony ; but the. future is not without hope. No rich gold field has as yet been dis- Mine™ls. covered, but copper and lead ore, and other metalliferous minerals, have been ascertained to exist in large quantities, indicating the proximity of valuable mines. The Geraldine lead mine is now in operation; and the company who work it have smelting works on the spot. It is satisfactory to find, that one of the most sanguine men in the community is the governor, whose despatch in 1851 ends as follows: “ In conclusion, I have to remark, that such are the induce¬ ments to remain in the colony, from the government expen¬ diture, the high rate of wages, and from the circumstance that most persons who have been any time resident in the colony have some interest therein, comparatively few per¬ sons as yet have left us either for Melbourne or Sydney; all classes appear prosperous and contented ; and should the present system of the introduction of convicts continue, I have little doubt but this will become one of the most im¬ portant dependencies of Her Majesty’s dominions.” And Besides these successful colonies, situated within the great ^|)“_doncl' southern or temperate division of Australia, there have been ^en^s several attempts on the part of the British government to establish settlements on the north and eastern shores of tropical Australia, which require a brief notice. The first attempt was made by Captain Bremer, in H.M.S. Tamar, who, in company with two store ships and a party of mili¬ tary and convicts, established the stockade of Fort Dun- f°rt, das at Melville Island, in Lat. 11. 28. S. Long. 13G. 30. E., in Apsley Strait. “ This settlement, however, after an ex¬ istence of four years, was abandoned on 31st March 1829, in consequence of the continued unfavourable accounts transmitted to the home government.”4 “ The settlement rt Wel. of Fort Wellington was formed by Captain Stirling in H.M.S. ji°Un_ Success, on the 17th June 1827, on the N.E. side of Raffles Bay, in Lat. 11. 14. S. Long. 132. 24. E., for the purpose of carrying on a traffic with the Malays, from Maccassar in the Celebes, who frequent the coast of Northern Australia in quest of the Trepang or sea-slug. This settlement was abandoned on the 29th August 1829, at a time when the objects for which it was formed were about to be realized.” On the 27th October 1837, a military post, with H.M.S. ^ Britomart as tender, was established at Port Essington, “ for Essingt0n. the double purpose of affording shelter to the crews of ves- 1 Despatch of Lieutenant-governor Fitzgerald. Reports of the Colonies, 1852, p. 220. 2 Despatch of Lieutenant-governor Fitzgerald, dated April 12, 1852. 3 Thirteenth Report of the Colonial Land and Emigration Commissioners, p. 37. 4 Voyage of H.M.S. Rattlesnake. By J. Macgillivray, vol. i. p. 140. 5 MS. Notes of Assistant Commissary-general Kent. AUSTRALIA. Port Curtis. Australia, sels wrecked in Torres Strait, and of endeavouring to throw open to British enterprize the neighbouring islands of the Indian Archipelago.”1 After twelve years struggling to rear sufficient food for themselves, the sappers and miners to the last subsisted upon salt meat and biscuit, such as sailors have at sea, which, with the unhealthiness of the climate, caused the deaths of 1 officer and 12 men, out of 6 officers and 58 men, in five years. The settlement named Victoria was finally abandoned on the 30th November 1849. In January 1847, the staff of a new penal colony to be called “ North Australia, headed by Colonel Barney, R.E., as temporary governor, settled on the shores of Port Curtis on the E. coast of Australia beyond the Tropic of Capricorn. After five months occupation, and an expenditure of upwards of L.15,000, the attempt to form a settlement was abandoned. The remains of the proposed township of Gladstone are a monument to this day of the folly of the projectors, and the waste of public money. It is to be hoped that the next at¬ tempt to colonize some portion of tropical Australia will be more successful than either of the above, both for the sake of the colony and the credit of the parent state. The prac¬ ticability of carrying any such projects into effect is much to be doubted, notwithstanding the favourable views of some competent authorities. First, because the ordinary food of Europeans cannot be produced within the influence of the tropics; secondly, because there is no native labour to till the ground fbr the production of tropical vegetation as a substitute; and, thirdly, the exports which could be raised cannot be cultivated by our ordinary emigrant labourers, who, doubtless, would suffer fearful mortality if attempting to work under a tropical sun. In the tropical colonies under the dominion of the Anglo-Saxon, there are industrious native tribes to work the ground, and produce exports which our countrymen trade in, but who are never known to assist in their actual growth by manual labour. Until, therefore, an industrious population of Asiatics, or other races accus¬ tomed to labour in a tropical field, are introduced to the shores of northern Australia, the day is far distant when any settlement, attempted there under the usual auspices, will prove successful. General . From the preceding accounts of the prosperous colonies in temperate Australia, it will be seen that the group on the S.E. territory display already the elements of a power¬ ful nation a nation, doubtless, whose future dominion will be supreme on the shores of the Pacific. At the same time we have shown, in the article Australasia, that the vast interior, in all probability, will for ever remain unpeopled by a European race ; and that the northern section will fail to rival the south. There is sufficient territory, however, in the golden quarter of Australia alone, for the enterprize of the next five generations at least to find a home and tion^ra" independence upon her shores. The impetus given to emigration from the mother country by the recent gold discoveries, need leave no fear in the public mind that there will be a scarcity of capital and labour for the future, SOI to develop the resources of the country. All that is to be Australia, considered is the description of emigrants best adapted for that purpose. Unfortunately for all concerned, the first rush of emigrants to Australia was mainly from that class of the community who had just sufficient means to reach these colonies, but lacked the physical and moral energies neces¬ sary to ensure success at the gold fields, or who, by their manual dexterity, were unable or unwilling to assist the or¬ dinary labour market. These emigrants had been mostly townspeople in their native country, such as shopmen, clerks, and the like—men who were not only unaccustomed to out-door labour of the lightest description, but most of whom probably were innocent of having done a day’s hard work in their lives. Hence they were either unfit to en¬ counter the privations of gold-digging, or their pride or in¬ dolence restrained their energies. To such causes are to be attributed the distress and misery in the colony of Victoria. While these people go about in idleness, the colonists call out for able-bodied labourers. Large sums of money are annually voted by the local legislatures to assist in sending out eligible emigrants, under the control of the Colonial Land and Emigration Commissioners. In their thirteenth annual report, for July 1853, they state the amount of emi¬ gration to Australia—including Mrs Chisholm’s assisted emi¬ grants—to have been 21,532 in 1851, and 87,881 in 1852; while the assisted emigrants who went out under their auspices numbered 8143, in 68 ships, in 1851; and 44,796, in 217 ships, in 1852 ; making a total of 162,352, who have emi¬ grated from British ports alone to Australia since the date of the gold discovery. This number has been largely aug¬ mented by emigrants from California, New Zealand, Ame¬ rica, the West Indies, and many other distant parts of the world; so that we are within the mark in calculating that the population of Australia has been increased since the gold discovery, up to the latest advices in April 1853, by not less than a quarter of a million of people. Although the people of Australia have received from the Political imperial parliament concessions towards their political free- aspect, dom which were refused to the American colonies before the declaration of independence in that country; still there are many privileges denied to them which these colonists from the United Kingdom consider as their birthright. The right of taxation, and appropriation of taxes; control over the land revenue, customs, and all other departments; offices of trust and emolument open only to the settled in¬ habitants ; plenary powers of legislation, without the reser¬ vation of bills for Her Majesty’s assent, and a perfectly free representative legislature—are openly demanded and peti¬ tioned for. Should these be withheld, or at least some por¬ tion of them not be granted by the imperial parliament, while the community continues increasing, for the next ten years or so, in the same ratio that they are now doing, we may anticipate not merely a renewal of the revolutionary spirit manifested recently by the colonists on the subject of the convict question, but the more serious event of a final dis¬ ruption from the parent state. (s.m.) 1 MS. Notes of Assistant Commissary-general Kent. 302 A U S T fi I A. Austria. This great empire is situated nearly in the centre of Europe, extending from the 44th to the 51st degree of N. Lat., and from the 8th to the 26th degree of E. Long. Its con¬ figuration is irregular, but its extent corresponds to that of I late CII. an oblong of fully 600 miles in length from E. to W., and above 400 miles in breadth from N. to S. Compared with France, the Austrian dominions have a form nearly as com¬ pact, but their frontiers are by no means so strongly defined, nor so well guarded by physical barriers. France resembles a five-sided figure, having on three sides the sea, and on the other sides the Pyrenees, the Alps, and the Vosges ; while in Austria the chief ranges of mountains are in the interior. In extent of surface, the Austrian dominions considerably exceed those of France, for they cover, including Cracow, incorporated into the Austrian empire in 1846, 256,958 English square miles. They comprise a r-emarkable diver¬ sity of tribes, and even nations, differing from each other in language, habits, religion, and comparative civilization. The component parts of this great empire consist of six countries bearing each the name of kingdom, viz., Flungary, Bohemia, Galizia, Lombardy and Venice, Illyria, and Dal¬ matia; one archduchy, Austria; one principality, Transyl¬ vania ; one duchy, Styria ; one margraviate, Moravia ; and one county, Tyrol. After the accession of the present em¬ peror Francis Joseph, the various provinces of the empire received the title of crown-lands, tv/enty in number, and subdivided into minor districts. This new arrangement, however, must upon the whole be regarded as provisional, since the new constitution, in virtue of which Austria was to be transformed into one uniform empire, was, as will here¬ after be seen, abrogated in the year 1851, two years after its promulgation. We shall begin with an historical notice of this empire, showing, first, the means by which Austria, originally a small state, progressively rose into importance; second, the re¬ sources by which she withstood the reverses sustained in her long contest with revolutionary France ; next, her con¬ dition and policy during the subsequent years of peace ; and finally, the manner in which she came through the latest and most dangerous crisis in her history. History. The cradle of Austrian power was the fertile tract lying along the southern bank of the Danube to the eastward of the river Ens. It is said to have been overrun and partly colonized by Germans under Charlemagne; but be that as it may, after the empire of Germany was constituted in the ninth century, the district in question, afterwards called Lower Austria, was declared a military frontier for repelling the incursions of the Huns and other barbarous tribes to the eastward. It was called Ost-reich, the east country, from its position relatively to the rest of Germany ; and its go¬ vernor received from the head of the empire the title of margrave (in German mark-graf, or lord of the marches), which his descendants bore for centuries without anticipating the future greatness of their house. Towards die middle of the twelfth century their territory received an important ac¬ cession in the province W. of the Ens, which, from its vi¬ cinity to the Alps, and the greater elevation of its surface, was called Upper Austria. The governors of this augmented domain were now raised by the emperors of Germany from the humble rank of margrave to that of duke ; and it was one of their number, Duke Leopold, who, towards the end of the twelfth century, ungenerously detained our Richard I. in confinement on his return from the Holy Land. It was at this time also that the important province of Styria came to the dukes of Austria by bequest. Hitherto the ducal residence had been in a castle on the high ground of Kahlenberg, near Vienna ; but it was now removed to that city. In 1246 the male branch of the ducal line, originally Austria, from Bamberg in Franconia, became extinct, and Austria underwent a long interregnum. The reigning emperor of Germany declared both that duchy and Styria to have lapsed to the imperial crown, and appointed a lieutenant {statt- halter) to govern them on the part of the empire. But claims to the succession were brought forward by descend¬ ants of the female branch of the Bamberg line ; and after various contests, Ottocar, son of the king of Bohemia, was, in 1262, duly invested with the government of Austria and Styria. Carinthia, Istria, with part of Friuli, soon after de¬ volved on Ottocar by succession ; but he forfeited all these advantages by his imprudence in refusing to acknowledge as emperor Rudolph of Hapsburg, who had been regularly elected to that high station. Hostilities ensued; the fortune of Rudolph prevailed ; and, in 1276, Ottocar was obliged to renounce his title to Austria and its appendant states. Not¬ withstanding this renunciation, Ottocar re-entered Austria with an army, but soon after fell in battle. The ducal throne being then vacant, Rudolph vested the succession to it in his sons ; and having obtained the sanction of the electors of the empire to that important act, the reign of the Haps¬ burg dynasty over Austria commenced in 1282. In the beginning of the following century the dukes of Austria lost a part of their Swiss territory by the insurrec¬ tion of the cantons. This they never recovered ; but in 1364 they acquired Tyrol; and Austria, hitherto known only as a remote province, little connected with the improved part of Germany, was soon after brought into contact with the ge¬ neral politics of the empire. The rank of emperor of Ger¬ many had been held successively by Saxon, Franconian, Suabian, and Bohemian princes, Austria having as yet sup¬ plied only one of the number (Albert I.) ; but, in 1438, another Albert, duke of Austria, was raised to that dignity, and, from close connection with Bohemia and Hungary, the power of Austria became so much greater than that of any other state in the empire, that from 1438 the imperial crown was regularly vested in the chief of the Austrian family. In the latter part of the century of which we are treating (the fifteenth), Maximilian I., an emperor of the Austrian line, made great additions to the power of his house by matri¬ monial connections, having himself espoused the heiress of the Netherlands, and afterwards married his son to the heir¬ ess of the crown of Spain. Of the latter marriage the issue was the well-known Charles V., who held the crown of Spain by inheritance, and the empire of Germany by election. In the third year of his reign (1522), Charles made over the German provinces to his brother Ferdinand I., who, in con¬ sequence of his marriage with Anne, sister of Louis II., king of Hungary and Bohemia, succeeded in gaining the crowns of these two countries. In 1555, Charles, whose ambition had appeared insatiable, all at once retired from his worldly career, leaving the German crown to his brother Ferdinand, and his other possessions to his son Philip II. Ferdinand, already king of Hungary and Bohemia, was elected emperor in 1556, and thus became the head of the Austrian Haps¬ burg line. The formidable power united in one dynasty, was thus split up by the very monarch who was its creator, though, even after its partition, both the Spanish and Aus¬ trian branch were still large enough to rank as first-rate powers. In Flungary, Ferdinand found a rival in Zapolya, elected king by the majority of the people; nor during his life could Ferdinand obtain possession of the whole country. The general rule of the Flapsburgs, and especially the religious persecutions under the reigns of Rudolph II., Fer¬ dinand II., and Leopold I., were productive of protracted and bloody wars, during which time the Turks made them- AUSTRIA. Austria, selves masters of the greater part of Hungary, frequently assisting the malcontents against their Austrian masters. Ferdinand was succeeded by Maximilian II., his eldest son, whose successor was the dreamy and bigoted Rudolph II., subsequently compelled to resign his crown to Matthias II. In the year 1618, Ferdinand II., archduke of Styria, suc¬ ceeded to the throne, after the death of his predecessor with¬ out issue. I his emperor is well known by his sworn hatred against the so-called heretics, the Protestants, and scarcely had he commenced his reign when his cruelty against the Bohemians gave rise to the Thirty Years' War, one of the most remarkable events in modern history. On the one side were the Catholic princes of the empire, with Austria at their head; on the other, Saxony and the Protestant states, as¬ sisted at one time by Sweden, and subsequently by France. The most distinguished commanders were Gustavus Adol¬ phus on the part of the Protestants, and, on that of the Ca¬ tholics, Wallenstein, Duke of Friedland. Both were greatly superior to the age in which they lived, and evinced, at the battle of Lutzen, fought in f 632, talents not inferior to those displayed on the same fields in 1813. Wallenstein survived his illusti ious opponent, but met a tragic end: having been suspected of treating with the Protestant princes for his own aggrandizement, a suspicion never afterwards verified, he, with some of the chief officers of his staff, was most cruelly assassinated by order of his imperial master. The war was at last ended by the peace of Westphalia, by which Austria was obliged to relinquish Lusatia to Saxony and Alsace to France. The peace of Westphalia, like that of Utrecht in a sub¬ sequent age, restored tranquillity throughout Europe. It continued many years, and might have lasted much longer, had not the ambition of Louis XIV. alarmed the neigh¬ bouring states, and obliged them to look for safety in arms. Belgium, held at that time with a feeble hand by Spain, was the prize at stake ; and the dread of that fertile and popu¬ lous country falling into the power of France called forth the greatest efforts on the part both of Austria and of Holland, which, from the extent of its financial means, was at that time a power of great influence. Louis was surrounded by able generals and well-disciplined armies. Flattered with the prospect of success, he attempted the conquest of the Netherlands in no less than three wars, in two of which (those begun in 16/2 and 1689) Austria bore a principal part. In the last she received the co-operation of England, which then, for the first time, came forward as a principal in continental coalitions, contributing largely both in troops and subsidies. I he chief scenes of conflict were the Nether¬ lands and the banks of the Rhine. The French, acting with all the advantage of unity, had frequently the superior¬ ity in action; but the allies, numerous and resolute, were never discouraged by defeat. At last, in 1697, came the peace of Ryswick, which left, as peace often does, the con¬ tending parties in nearly the same relative positions as at the outset of the contest. The allies had the satisfaction, however, of having compelled the aspiring Louis to stop short in his encroachments and schemes of aggrandizement. But with so restless a prince at the head of a population of 20,000,000, peace could not be of long continuance; and, on the death of the king of Spain, Austria, England, and Holland, found it again necessary to take the field. The question now related not merely to the Netherlands, but to whether a French or an Austrian prince should succeed to the crown of Spain. Hence the name of War of the Suc¬ cession, given to this long contest, which, beginning in 1701, asted no less than twelve years. The superiority in mili- tary skill was now for the first time on the side of the allies. 1 he Austrians and other Germans, assisted by Holland and England, were led to repeated victories by Eugene and Marlborough. France sent forth numerous armies, and snowed, in Villars and Vendome, generals worthy of the 303 better days of Louis ; but in Italy and the Low Countries Austria, the allies were completely successful; and it was in Spain v- only that they failed. Such was the state of affairs in 1/11, w'hen the death of the reigning emperor unexpect¬ edly took place, and the election to that dignity fell on his brother, who had been destined by the allies to the throne of Spain. The prospect of the union on one head of the crowns of Spain and Austria brought to recollection the am¬ bitious projects of the Emperor Charles V.,and inclined many who had supported the war from a dread of France, to con¬ sider the transfer of Spain to a grandson of Louis XIV. the less dangerous alternative of the two. This, joined to the change of ministry in England, the removal of Marlborough fiom the command, and the impatience of the Hutch under so long and burdensome a war, led to the peace of Utrecht, to which Austria, after urgent remonstrances with her allies, and fiuitless efforts in the field, acceded, by a treaty con¬ cluded in the year after (1714) at Baden. Well might she give her assent to a treaty which transferred to her not only the Low Countries, but extensive possessions in both the north and south of Italy. I he emperor, anxious to confirm his authority in Llun- gary and Transylvania, now directed his troops against the lmk». I he latter, who, during the space of 150 years, weie in possession of the capital of Flungary, and of the greatest part of its territory, evinced considerable sympathy towards the Hungarians, whom they, on many occasions, proved ready to assist in their struggles against Austria. In fact the impotence of the Austrian rulers, as evidenced by theii inability to expel the lurks from LIungary, and their readiness to appease the anger of the sultans by annual tri¬ butes, seiyed only to keep alive in the Turks the ambition of rendering themselves masters of the Austrian capital. Accoi(Singly, in 1683, the Mussulman host appeared before the walls of Vienna, and the capital wras only saved by the appeal ance of the intrepid Polish king Sobieski, who would, no doubt, have found the Turks within its walls, but for the singulay carelessness with which the vizier carried on the siege. I his was the first serious check given to these con¬ fident barbarians. At a subsequent date Prince Eugene defeated them in several actions, and the peace concluded with them at Carlowdtz, in 1699, by the intervention of England, secured to Austria a considerable accession of ter- ntory on the side of Hungary. Still that country continued divided and doubtful in its allegiance to Austria. Eup-ene led thither, in 1716, a part of the armies with which he had conquered in Italy and the Netherlands, and applied Euro- pean tactics against the ^ I urks with distinguished skill. 1 he result was a series of splendid successes, and a treaty or peace highly favourable to Austria. Such, however, was not the case in the last scene of the nnhtary career of Eugene, when, nearly twenty years after 'm 'V5'’ , e *lea^ec^ th0 Austrian armies on the Rhine. 1 he h rench had taken the field in support of the claims of Spain on the south of Italy. Austria was evidently over- matched in force; and England, guided by the pacific coun¬ sels of VV alpole, declining to interfere, the result was a treaty, y w rich the emperor relinquished to Spain the contested territory in Italy. In 1740 the death of the reigning emperor, Charles VI., bi ought to a close the male line of the house of Hapsburg, the succession devolving on Charles’s daughter, Maria The- lesa. he death of Charles became the signal for attack on us dominions by almost all the neighbouring powers; by 1 russia, Bavaria, Saxony, and even by France. But Eng¬ land came forward to support the cause of Austria with' a liberal subsidy, while the Hungarians, now united and loyal, i eci uited her armies. The aspect of affairs was soon altered; the Bavarians were driven back; and the French, who had ventured to advance as far as Bohemia, were obliged to re¬ tire to the Rhine. Frederick II. of Prussia proved a more 804 AUSTRIA. Austria, obstinate opponent; and, as the interest of England and —■-'v—*-'' Holland called the Austrian forces to the Low Countries to maintain the great contest carrying on in that quarter against France, Maria Theresa was induced to subscribe, first in 1742, and afterwards in 1745, a separate treaty with Fre¬ derick, by which she ceded to him the chief part of Silesia. But the unprovoked attack of Frederick sunk deep in her mind; she watched an opportunity of revenge; and, in 1756, formed that coalition of powers against Prussia, which gave rise to a war of seven years, and to an extent of devastation such as Germany had not witnessed for more than a cen¬ tury. On one side was the whole Austrian force, aided by 80,000 French, and, at particular periods of the war, by the Russians and Swedes ; on the other stood Prussia and Eng¬ land, numerically inferior to their antagonists, but managing their resources, and directing their military efforts, with all the ability that belonged to the character of Frederick and of Lord Chatham. On the side of the French there appeared no commander of eminence; but on that of the Austrians, Marshals Daun and Laudohn were generals worthy of being opposed to Frederick. After a number of battles and great alternations of success, both sides became tired of the waste of blood ; and a contest, waged for a time with a rapidity of movement and an eagerness for conflict almost equal to those displayed in the French revolution, was marked towards its close by the cautious tactics of Turenne. At last, in 1763, a general peace was concluded, and the rival powers were left very nearly in the same position as at the beginning of the war. From this time Germany enjoyed peace during thirty years. In 1778 the death of the Elector of Bavaria gave rise to pretensions on the part of Austria, which drew once more into the field the great Frederick, now grown gray in com¬ mand. Austria opposed to him forces fully equal in num¬ ber and scarcely inferior in discipline, but happily the cam¬ paign proved bloodless, each side anticipating a close of the dispute by negotiation. In that manner, accordingly, it ended ; Austria being content with the cession by Bavaria of the frontier district, called the quarter of the Inn. Maria Theresa had married Francis Duke of Lorraine, who was afterwards elected Emperor of Germany, but died in 1765. Their son, Joseph II., was then joined in the sovereign power with his mother; and, on her death, in 1780, he became sole ruler. The princes of the house of Austria, disposed rather to follow than to lead, have seldom been the authors of political change ; but the Emperor Joseph was imbued with all the ardour of a sanguine inno¬ vator. He gave a loose to this disposition after 1780, issu¬ ing a number of edicts, of which several were praiseworthy in their objects, but abrupt and premature in their opera¬ tions, having besides set at defiance all the municipal and other authorities of the various provinces, under the pre¬ tence that he was the best judge of the wants of the coun¬ try. He established general toleration in religion, abolished a number of monasteries and convents, dismantled various fortresses, and took steps for new-modelling the existing systems both of law and of national education. But his commercial legislation, based on the prohibition system, gave undoubted evidence of the narrowness of his views as a statesman. Had the public in his dominions been ripe, as in France, for a general political change, Joseph would have perhaps been hailed as a subverter of abuses, and as the author of general improvement; but the Austrians, attached to old usages, understood little of his plans, and merely re¬ ceived them with passive acquiescence, while the arbitrary manner in which his improvements were introduced could not fail to provoke hatred. The actual effect was thus very limited, notwithstanding the example of new institutions in the United States of America, and soon after in France. But in Belgium the case was different: the contagion of the French revolution spread over the country, and pro¬ duced a sudden rising against the Austrians. This unex- Austria, pected revolt, and the chequered success of the war then v--■v——' carrying on against Turkey, are understood to have preyed on the sensitive mind of the emperor, and to have caused his death in 1790. Leopold, the brother and successor of Joseph, had a very short reign, the crown devolving in 1792 on his son Francis II. Francis had hardly succeeded to the throne when he found himself involved in a contest with France, the length and vicissitudes of which proved such as to cast into the shade all former wars between that country and Austria. The first important blow was struck in Novem¬ ber 1792 at Jemappes, where the numbers and audacity of the French obtained a signal success. Next year the supe¬ rior efficiency of the Austrian armies secured to them a temporary superiority; but, in 1794, the multitudes of Frenchmen brought forward by the energetic measures of the terrorists, and the talents of commanders such as Pichegru, Moreau, and Kleber, young in years, but full of enterprize and activity, led to the conquest of the Nether¬ lands, and the retreat of the Austrians beyond the Rhine. France now offered to Austria a separate peace ; but Eng¬ land engaging to furnish large subsidies, the emperor de¬ clined a treaty that would have involved the cession of Bel¬ gium. The French, determined to obtain this cession by force of arms, crossed the Rhine, in the autumn of 1795, with two formidable armies. Prussia had withdrawn from the contest, and allowed the whole weight of it to fall upon the emperor. It was then that the talents of Marshal Clair- fayt, as yet known only to military men, became apparent to Europe at large. With numbers inferior to the two French armies collectively, he found means, by rapid move¬ ments, to concentrate a force superior to either singly, and drove them across the Rhine with great loss. Next year, however, the French, undismayed by failure, resumed the offensive, and crossed the Rhine again with two armies ; one of which penetrated into the heart of Franconia, whilst the other overran Suabia and part of Bavaria. But these armies had not the means of affording each other ready sup¬ port ; they were separated by the Danube, while the Aus¬ trians were in possession of the bridges on that river, and could .move within a smaller circle. They were thus en¬ abled to repeat their manoeuvre of the preceding year, by detaching a superior force against the French army in Fran¬ conia, and thus obliging it not only to evacuate the country it had overrun, but to seek safety beyond the Rhine. Such was also the case with the southern army of the French, al¬ though the retreat conducted by Moreau was the subject of general commendation. But whilst in Germany success inclined to the side of Austria, the case was very different in Piedmont and Lom¬ bardy. In Piedmont, indeed, the war had long been car¬ ried on between the French and the allies without decisive success on either side. The opposing forces were nearly equal, and the mountainous nature of the country afforded so many strong positions, that there seemed no means of bringing the contest to a speedy termination. But all this was suddenly changed by the genius of one man. Buonaparte appeared on the scene, and in less than a month after re¬ ceiving the command, defeated the allies in three engage¬ ments ; obliged the court of Turin to make a separate peace ; and, pouring his forces into Lombardy, drove the Austrians from every position in that country except Man¬ tua. The strength of the latter place, however, bade de¬ fiance to the attacks of the French, and enabled the em¬ peror to make repeated attempts for the recovery of Lom¬ bardy. No part of the war is more deserving of attention than this campaign ; for none displayed in a more striking light the extensive resources of Austria, or the inventive genius of Buonaparte. Threatened in the end of July by an Austrian army of great strength, but which was imprudently AUSTRIA. 305 Austria, advancing in two bodies, he hesitated not a moment in —sacrificing his artillery, that by sudden marches he might assail his opponents before they effected a junction. In this he succeeded; but his loss was heavy, and the Austrians were rather repulsed than defeated. Six weeks after, a re¬ petition by Buonaparte of these daring movements was at¬ tended with decisive success. When apparently marching against the Austrian troops in Trent, he turned suddenly to the right, and advancing by a valley, reached the head¬ quarters of their army before they were prepared. The re¬ sult was a series of actions, which cut off the retreat of their main body, and obliged it to fly for refuge to Mantua. But ere two months had passed, the Austrians prepared another army, which Buonaparte marched to encounter as it advanced towards Verona, using in his despatch to Paris these remark¬ able words : 11 faut frapper Vennemi comme la foudre, et le balayer des son premier pas. On this occasion, how¬ ever, fortune was not favourable to him. He was worsted twice in action (on the 6th and 12th November); yet, far from being discouraged, he conceived the extraordinary plan of quitting his camp at night, and gaining the rear of that army which had twice repulsed him. He reckoned on the effect of a surprise ; but his hopes were disappointed by the time unavoidably lost in attacks on the village of Arcole, which stood in his way. The main body of the Austrians had time to advance, and the result was a series of conflicts, attended with great loss on both sides. Thus ended the campaign of 1796, sanguinary beyond example even in those days of blood, and not altogether conclusive in its results. Next year, however, the chances of war were no longer doubtful. The Austrians having reinforced their army, made a final effort to relieve Man¬ tua ; but Buonaparte having intercepted a despatch with their intended plan of operations, was enabled to make such a disposition of his troops as to ensure success ; and the results were, the victory of Rivoli, the surrender of the force destined to relieve Mantua, and the complete expul¬ sion of the Austrians from Italy. The French now crossed the mountain barrier, and advanced toward the heart ot Austria. This, joined to the approach of their armies from the Rhine, obliged the emperor to conclude preliminaries of peace at Leoben, and afterwards a treaty proceeding on these as a basis at Campo Formio. This treaty involved the cession by Austria of Belgium and Lombardy, but gave her, in return, Venice and its dependent provinces, making an absolute loss in population of 1,500,000 souls. This peace, however, proved-only a truce. The absence of a portion of the French armies in Egypt, and the evident misgovernment of the directory, induced England to form . a new coalition, and renew the continental contest early in 1799. The Austrian troops took the field, powerful equally in numbers and in discipline ; and the French, commanded for the first time by inferior leaders, were driven back both in Germany and Italy. The arrival of Russian auxiliaries, and the talents of Suwaroff, bore forward the tide of suc¬ cess, until the autumn of the year, when increased levies on the part of the French, and a better choice of generals, be¬ gan to turn the scale in their favour. The capricious Paid now withdrew from the coalition, and the Austrians entered on the campaign of 1800 with their own forces only. These proved, as formerly, insufficient to withstand the French, especially when the latter were commanded in Germany by Moreau, in Italy by Buonaparte. Battles, unfortunately too decisive, took place; the victories of Hohenlinden and Marengo led to the treaty of Luneville, and to the cession by Austria of almost all her Venetian acquisitions. This peace, though not so short as the preceding, lasted only four years. In 1805 Austria and Russia, provoked by Buonaparte’s aggressions, and stimulated by English sub¬ sidies, took the field with numerous armies; but the suc¬ cessive overthrows at Ulm and Austerlitz rendered peace VOL. xv. again indispensable to Austria. It was obtained (6th Au- Austria, gust 1806) by the surrender of the remainder of the Vene- ' tian territory, of the Tyrol, and of various districts, com¬ prising a sacrifice in all of three millions of subjects. Soon after these reverses, Francis II. renounced the title and au¬ thority of Emperor of Germany, and assumed the title of Emperor of Austria. Taught by repeated disasters, he re¬ mained passive in the great contest in 1806 and 1807 be¬ tween France, Prussia, and Russia; but in 1809 the war in Spain having withdrawn a very large portion of the French force, he ventured once more to try his fortune in the field. The Austrian armies were numerous ; but Buona¬ parte had still a powerful French force at command, and was aided by all the troops of the confederation of the Rhine. The Austrians, worsted in Bavaria, retreated to Vienna; and although temporary hopes were excited by their success at Aspern (21st and 22d May), they were blasted by the disastrous day of Wagram, and peace was again purchased by a sacrifice of territory containing more than three millions of inhabitants. Austria, now reduced to a population of twenty millions, remained in peace dur¬ ing the years 1810, 1811, and 1812 ; but when the disasters of the French in Russia once more raised the hopes of Ger¬ many, and brought friendly standards into Saxony, Austria took part with the grand alliance, and her troops bore a con¬ spicuous part in the battle of Leipsic and the invasion of France. The definitive treaties of 1814 and 1815 rein¬ stated her in all her former territories, except Belgium, and gave her substantial additions on the side of Italy. It must, however, be observed, that according to the new territorial division, as determined by the Congress of Vi¬ enna, the extent of the Austrian Empire was diminished by 400 German square miles. The public debt, as reduced in consequence of the state-bankruptcy of 1811, amounted to something above 500,000,000 florins (or L.50,000,000 sterling). The subsequent history of Austria may be divided into two distinct periods. The first of these, beginning with the year 1816, after the definitive settlement of the negotia¬ tions of Vienna, and terminating with 1848, was, so to speak, one of comparative peace, especially with regard to foreign powers; the other commenced with intestine commotions and wars, resulting in the complete subversion of the Aus¬ trian states-machine, and has left the whole empire in a provisional and unsettled condition up to the present day. These two periods we shall treat separately in their order. AUSTRIA FROM 1816 TO THE WAR OF 1848. Prince Metternich, one of the most conspicuous person¬ ages among the diplomatists assembled at the Congress of Vienna, became, from this time, the uncontrolled director of the helm of the state. His policy, in which he persevered until the hour when he was hurled from his post by the movement of 1848, was based on the principles of legitimacy and strict conservatism. In conformity with the former, Aus¬ tria ever proved ready to assist any acknowledged or legiti¬ mate prince against revolutionary movements, while her conservative policy rendered her averse to anything like progress or innovation. “ The transition from an old state of things to a new is as dangerous as that from a new state to one which no longer exists. Both are productive of dis¬ turbances which must be avoided at any price.” Such was the doctrine which Metternich proclaimed after the restora¬ tion of peace, and which became ever after the basis of the Austrian policy. To follow up this system in all its conse¬ quences, the Austrian government established a strict cen¬ sorship, whose office was to watch over the home press and literature, and to survey the importation of foreign literary productions. The secret police, which received a thorough organization since the year 1820, had to perform the office of censor in the department of social conversation ; its reports 306 Austria. AUSTRIA. serving to the government as a means of estimating the sen- timents of the people. It is needless to observe, that this was not the best method for furnishing the cabinet with correct information as to the state of the public mind; tor the people, knowing the system of espionage by which they were surrounded, either avoided conversing on political to- sion of the Emperor Ferdinand,” says Baron Pdlersdorf (the successor of Metternich), “ the monarchy was not menaced by external dangers. Circumstances permitted an unin¬ terrupted enjoyment of peace, but the necessity for inter¬ nal ameliorations became, by so long a delay, more urgent, the demand for them more sensible ; whilst, owing to the Austria, were surrounded, either avoided conversing on po 1 ica procrastinations of the government, faith and confidence pics altogether, or, if at all advertmg to such sub^, pur- r™c““^d° |t is8 true that’the prosperity of the posely expressed sentiments totally at variance wrth their did not decline ; 'on the real convictions. „ r. n n At the new territorial division of Europe after the tall ot Napoleon, Austria renounced her pretensions to Belgium for the acquisition of the Italian provinces, which she deemed more secure. A few years, however, sufficed to prove the fallacy of this policy. In 1822, when a rebellion broke out in Naples and Sardinia, the movement soon spread to Lom¬ bardo-Yenetia ; and the Austrian government, after having quelled the disturbances in her own provinces, deemed it necessary for her own security to put down, by force ot arais, the risings in the other states of the Italian provinces. I en years later Parma and Modena suddenly rose in rebellion, when, guided by like principles, Austria sent her troops to restore peace in the Romagna. In short, the Italian pos¬ sessions have proved one of the most vulnerable points ot the Austrian Empire. The French revolution of July 1830, however, was the first external event after the Napoleonic era which deeply affected and embarrassed the commanding attitude ot the The very accession of Louis Philippe to court of Vienna. - — - ~-j — - - , . „ - - . . the Bourbon throne was a sort of declaration of war against before the troubles of 1848. £ such circumstances the state of Austria necessarily the Orleans king by Great Britain led Austria to acquiesce in the event, and to follow the example of the court of St James, she had soon after to encounter various difficulties directly arising from this French revolution. Her first task was in Poland. Tired of Russian rule, the Poles, hoping to be supported by France, took arms to regain their in¬ dependence, when Austria aided the Czar in crushing them. The second manoeuvre was in Germany, to which the revolutionary impulse had been communicated from France. Here Austria acted in concert with Prussia in establishing some new restrictive laws with reference to the German Confederacy. But more important was the desire for reform simultaneously manifested in several of her own provinces, which, with the exception of Hungary, provinces generally did not decline; on the contraiy, many branches of commerce manifested an increase in their development; but in spite of this the situation o the whole empire inspired, in different respects, serious apprehensions, arising from the disordered state of the eco¬ nomy of finance, the yearly augmentation of the public debt, the inefficiency of the measures adopted, and still more from the oppressed disposition of mind of the clear-sighted and intelligent classes of the population. The Austrian Empire was partly surrounded by, and was thrown into mani¬ fold relations with, countries in which the constitutional form had developed itself in place of that which had pre¬ viously existed; and as the defects of our own system had been publicly scrutinized and discussed, the spirit of con¬ stitutional freedom was transferred from without to the sen¬ timents of all strata of the people. Contemporaneously with this arose a contrast, the more striking in the empire of Austria (the author here alludes to Hungary), where one- half of the people enjoyed thoroughly, during many cen¬ turies, a constitution, and consequently a right to participate in legislation.”1 These few remarks may suffice to show . .. „ .^Under became perplexed. In Germany she saw the rising influence ot Prussia, whose free institutions and superiority in culture and science were gradually raising her to be the leading power of the German Confederacy; which very circumstance induced her to support the German element in her own do¬ minions at the expense of the other nationalities.^ IJ16 non-German population were thus discontented with the court of Vienna for its Germanizing measures, while the Germans knew well that it was not Vienna which repre¬ sented German learning and civilization. It may be re¬ marked that the aversion of Austria to foster the develop¬ ment of the Sclavonic element in particular, was greatly owino- to the apprehensions that it might lead to the ulti- rv, OWIIIL? IU LUC " - O . nci wvvn ij*w......—, — - , . .. i “i i ^ orUrarucxTP nf Russia, which was continually enctea- had been stript of all their ancient mstitutionsandjule^^y attfch t0 itself all the Sclavonic tribes. No Aus- edicts from Vienna. As all the means of expressing public opinion were wanting, the government persevered with seeming confidence in its old policy, without encountering many obstacles ; though in Hungary matters looked some¬ what different. Deprived, equally with the other provinces, of the liberty of the press, Hungary retained its diets and county assemblies, institutions which gave ample opportu¬ nity for the expression of free opinion, and which, at the same time, operated as a check on the grasping power of the crown. The diet of 1832 loudly demanded the re¬ dress of old grievances, the states intimating their deter¬ mination not to vote supplies till their wrongs were re¬ moved, and asking, moreover, the introduetion of the Hun¬ garian language into the courts of administration and jus¬ tice instead of the dead Latin. Meanwhile the spirit of nationality awoke in Bohemia, the Czechs or Sclavonian party attempting to defend their nationality against the ab¬ sorbing superiority accorded to the German element by the government. In 1835 the Emperor Francis died, leaving the throne to his son Ferdinand. The mental weakness of this good- natured monarch, far from contributing to any change in the maxims of the state policy, served only to allow free scope to the omnipotent prime minister. “ On the acces- vourme iu , trian statesman, in fact, was more alive to ^ encroach¬ ing power of Russia than Metternich. In 1830 Austria accordingly refused to join the rest of the European powers in the protocol which declared the independence ot Greece, while ten years later, when Turkey was threatened by Ma- hommed Ali the pacha of Egypt, whose interests were loudly advocated by France, the court of Vienna readily joined England as an ally of the Porte. Both these instances pi ov of how much importance the integrity of Turkey appeared to Austrian statesmen with reference to the menacing atti¬ tude of Russia. . , i n In 1846 the court of Vienna was again frightened tro its sense of security by the Poles. Having ^PFe^ed this revolution, Austria, in concert with the other two powe which dismembered Poland, determined to blot out the last remnant of Polish independence, from the map ot Europe. This step, being contrary to the treaties ot Vien jq was of course discountenanced by England, and more strong y remonstrated against by France. This disapproval, h ever, did not prevent the incorportion ot that small repub can territory with the Austrian empire; but lt be assumed that, if the question of the Spanish # had not for the time being occasioned a rupture bet The Political Movement in Austria during the year 1848-9. By Baron Pillcrsdorf. Londo , AUSTRIA. Austria, the cabinets of London and Paris, their conjoint interposi- tion would not have been so utterly disregarded by the northern powers. Not satisfied with the advantages gained in Poland, Metternich thought fit to meddle with the inter¬ nal affairs of Switzerland, which engaged his special atten¬ tion from the circumstance of its vicinity to the Italian provinces of Austria. This country was at that time agi¬ tated by two contending parties, the Sonderbund, a Jesuit¬ ical party, and the Liberals. Metternich, who advocated the cause of the Sonderbund, succeeded in gaining over France to his side, coming into direct opposition to England, which gave its support to the party of progress. THE REVOLUTION OF 1848, AND SUBSEQUENT EVENTS. The French revolution of 24th February, which convulsed almost the whole of continental Europe, caused the Aus¬ trian empire to totter to its very centre. Scarcely had the in¬ telligence of the fall of Louis Philippe reached Vienna, when that capital, proverbial for its carelessness about politics, presented all at once a counterpart on a smaller scale of Paris in the last days of Louis XVI. On the 13th of March the whole city was in a state of open rebellion ; the populace, forcing the magistracy along with them, broke their way into the imperial palace, and loudly demanded from the Emperor Ferdinand the dismissal of his old counsellors and the im¬ mediate grant of a new charter. Three days afterwards an imperial proclamation was issued declaring the abolition of the censorship, the establishment of a national guard, and the convocation of a national assembly. These measures, however, as well as the nomination of a new ministry, headed provisionally by Count Colowrath, and afterwards by Pillersdorf, (in place of Prince Metter¬ nich, who by this time was in full flight towards London,) were far from sufficing to arrest the popular movement, en¬ couraged and led on by the students and other members of the university. The national guard just called into be¬ ing, along with the academic legion, formed themselves into a permanent committee, and dictated laws to the govern¬ ment. The ministry, unable to resist, promised the convo¬ cation of a constituent assembly, while the emperor and the court fled from the capital and retired to Innspruck (May 17). The old system lay thus in ruins, its supporters or rather creators turned fugitives, while the prospects of a new organization were continually defeated more and more by the condition of the rest of the provinces. The Lom¬ bards and Venetians, already half in arms before the Pari¬ sian revolution broke out, were afterwards all the more de¬ termined to fight out their independence ; and after having expelled the Austrian troops from Milan, they found an ally in Charles Albert, king of Sardinia, before whose arms the Austrian force under Kadetzky was compelled to re¬ treat. Meanwhile the movement propagated itself into Bo¬ hemia, where the Czechs, or Sclavonic party, determined to obtain redress against the Germanizing measures of the government In a petition forwarded to the emperor, they demanded a united and independent national assembly for Bohemia and Moravia, independent municipal institutions, and in the distribution of public offices an equal selection from among the Sclavonians and German part of the popu¬ lation. Shortly afterwards the Sclavonian party in Prague, already in open collision with their German fellow-citizens, organized a club under the title of Slowanska Lipa, with the object of concerting common measures in the interest ol all the Sclavonian inhabitants of the Austrian empire. A general summons was accordingly issued to the Sclavonians of the different provinces, calling upon them to send repre¬ sentatives to the Sclavonic congress to be held in the Bo¬ hemian capital. Delegates accordingly arrived, and the congress was opened in the beginning of June. The people, who hated the Austrian commander, Prince Windischgratz, petitioned the emperor for his removal; 307 meanwhile, however, a collision ensued between the Scla- Austria, vonic militia and the regular troops, the result of which was ^ the bombardment of the town and the final dispersion and imprisonment of the leaders of the Sclavonic party. Nor did matters wear a more peaceable aspect in Hungary. Here the national diet succeeded in carrying a measure for the abolition of feudality, as well as the appointment of a responsible and independent Hungarian ministry. These reforms soon gave rise to a civil war, commenced by the Sclavonians of Hungary, and, to say the least, encouraged by the Austrian government, which disliked to see an inde¬ pendent Hungarian ministry by its side. The imperial dynasty was thus menaced on every side. In addition to this distracted and threatening state of affairs within the bosom of the empire itself, may be added the terrible blow inflicted upon Austrian influence on the side of Germany. The national assembly which met at Frankfort determined on the reorganization of Germany into one integral empire, excluding the German possessions of Austria from the confederacy, and offering, besides, the imperial crown to the king of Prussia. It was under these circumstances that the constituent assembly, composed of re¬ presentatives from all the provinces of Austria except Hun¬ gary and Lombard-Venetia, was opened at Vienna by the Archduke John (July 22). It may easily be imagined that the Sclavonian element, largely preponderating over the German in these provinces, also greatly preponderated in that assembly ; a circumstance the more distasteful to the government, in that its influence in Germany had already received so severe a blow, as already related. Notwithstand¬ ing, the aspect of affairs in Italy and Hungary, and the desire to flatter the Sclavonian population for the sake of its sup¬ port, induced the government to allow free scope to this as¬ sembly in its schemes for the re-organization of the empire. But even whilst the assembly held its sittings, the committee of safety and the academic legion exercised, in many respects, the chief authority in the capital, which was the scene of re¬ peated tumults until the month of October. At this period the people became incensed by the appearance before the walls of Vienna of a Croatian army, led on by the Ban Jella- chich, who had previously been foiled in his attempts to ad¬ vance upon Pesth. The popular fury became concentrated on Latour, the minister of war, who was known to have supplied the Ban with arms and ammunition for the inva¬ sion of Hungary. The war office was stormed by the peo¬ ple, after a severe conflict with the troops, when Latour was taken and cruelly murdered, his body stript of its clothes, and suspended to a lamp-post. After this event Windisch¬ gratz began to collect a large army, and soon after appeared before Vienna. The defence was carried on under the com¬ mand of General Bern, a Polish officer, subsequently so dis¬ tinguished in the Hungarian war. Windischgratz, however, conjointly with Jellachich, succeeded in storming the town (October 30). Among those who suffered death at the instance of Windischgratz was Robert Blum, member of the parliament of Frankfort, who was accused of having in¬ cited the people to rebellion. While Prague and Vienna were thus subjected by military power, the fortune of war began also to turn in favour of the Austrians in Italy. The Austrian government, which had been ready a few weeks before to relinquish its claims on Lombardy, and which im¬ plored the British cabinet to mediate a peace on the con¬ dition of its retaining only Venice, now saw Radetzky repel the Sardinian troops and re-enter Milan (August 1848). See Lombardy and Sardinia. In Hungary, however, matters had now begun to assume a threatening aspect. By an im¬ perial edict the diet met at Pesth (July 2), with the special purpose of providing for the safety of the country, when, on the other hand, it became notorious that the invasion of Hun¬ gary by the Croats, under Jellachich, was determined on by the Austrian government. This diet, therefore, after the 308 \ Austria. AUSTRIA. resignation of the Hungarian ministry m consequence of the double dealings of the court, appointed a committee public safety, having previously voted a national ai;my 200,000 men. Meanwhile the court, then sitting m mutz, determined upon persuading the iv'eak-mmded f er- dinand to abdicate his throne in favour ofFrancis J oseph, son of the Archduke Francis Charles, Ferdinands brother, and heir-presumptive to the throne. In a manifesto date December 2.1848, Francis Joseph announced his accession to the throne, promising to rule on the basis of true hbe y, of the equality of the rights of the different popuktu^ com- prising his empire, and indicating, moreover his determ - nation to suppress the rebellions then raging throughout h dominions. This announcement, as may be imagined had the effect of still more powerfully rousing both Lombard- Venetia and Hungary. The former was henceforth the more determined to regain its complete independence, while the latter regarded the abdication of Ferdinand and the ac¬ cession of his successor as unconstitutional, illegal, and null, inasmuch as it did not take place with the knowledge and consent of the diet. After a levy of recruits had been effected, the new emperor intrusted Windischgratz with the subju¬ gation of Hungary, of which he was nominated civil and military governor. Joined by the Ban, W indischgratz broke into Hungary, and in a few days possessed himself of Buda- Pesth, the capital (January 1. 1849) ; the Hungarian diet meanwhile transferring its seat to Debreczin in Lower Hungary. After a short respite allowed to his troops, the Austrian general marched on towards the new seat of the Hungarian diet, but after the first battle, fought about the end of February, at Kapolna, Windischgratz, instead of ad¬ vancing, was compelled to prepare for a retreat. I he em¬ peror, probably relying too hastily on the success of his arms in Hungary, dissolved the constituent assembly of Vienna which had been transferred to Kremsir, and, rejecting the constitution they were preparing, issued a self-granted (oc- troye) so-called constitution (March 4. 1849). This charter, meant to sweep away all the ancient insti¬ tutions of the various provinces, proclaimed constitutional liberty, the responsibility of ministers, the liberty of the press, and other safeguards common in constitutional governments, as its groundwork. The establishment of a general diet in Vienna, and of provincial assemblies, and also of courts of central administration in the capital, were likewise among its more prominent provisions. That Hungary could only see in this charter the abolition of its independent parliaments, and the subversion of all its ancient institutions, will be readily manifest; nor was Lom¬ bard-Venetia likely to be reconciled to Austrian rule by the proclamation of such a charter. In Italy, accordingly, the war continued, but very visibly in favour of the Aus¬ trian arms; and on the 23d of March 1849 the cause of Italian independence was crushed on the disastrous field of Novara, where the Sardinian forces were completely routed by Radetzky. But although Austria obtained so unexpected and speedy a triumph in Italy, its cause looked sufficiently desperate in Hungary in the spring of 1849. The Aus¬ trian army suffered one defeat after another in rapid suc¬ cession, and were driven back, broken and dispirited, up to the vicinity of Presburg. Emboldened by the successes of its army, the Hungarian diet proclaimed the dethronement of the house of Hapsburg, and nominated Kossuth provi¬ sional governor of Hungary (April 24). In this emergency Francis Joseph applied for assistance to the Czar, which the Russian emperor readily granted, and the more so that his interference was objected to neither by France nor England. The Russian army, under the command of Pas- kiewics, was not long in penetrating into Hungary, and the whole war was at once extinguished by the disgraceful surren¬ der of the Hungarian general Georgei to the Russian com- jnander (August 13). See Hungary. Thus did the Haps¬ burg dynasty pass through a crisis more formidable than it ^ us ria' had ever before experienced; owing its final preservation to the timely assistance of Russia, a power the increasing in¬ fluence of which Prince Metternich, during his long ad¬ ministration, kept steadily in view and endeavoured to ob¬ struct, but which, from the services it rendered, naturally assumed forthwith towards Austria the attitude of a pro- tector. To complete the summary of the events resulting from the movement of 1848, a few words must be said on the re¬ lation of Austria to Germany, subsequent to the war we have narrated. , . . . Though the king of Prussia declined accepting the im¬ perial dignity, tendered to him in 1848 by the diet of I rank- fort, he concluded a treaty with the kings of Saxony and Hanover (May 1849), with the view of forming a strict union with the different states of the German Confederacy, to the exclusion of Austria. To this treaty, which is known by the appellation of the “ Treaty of the T hree Kings, the ma- ioritvof the lesser states soon acceded, Prussia proposing, be¬ sides, to convene a diet at Erfurth under its own presidency, for the final settlement of the reorganization of Germany. This assembly was accordingly opened (March 1850), and obviously tended materially to raise the influence of Prus¬ sia at the expense of Austria, hitherto the leading power in the German Confederacy. But Austria, having now esta¬ blished her authority in her own provinces, began vigor¬ ously to counteract the efforts of her rival, and, on her part, invited the different states to send their representatives to Frankfort, where she assumed the lead. The legality of this assembly was at once acknowledged by Bavaria, always jealous of Prussian influence, as well as by Saxony and Han¬ over, which were subsequently gamed over by Austria. While these two parliaments were thus playing at cross purposes, disturbances arose in Hesse-Cassel. Ihe mar¬ grave invoked the assistance of Austria, while the popu¬ lation, on the other hand, looked to Prussia for support. In accordance with the decision of the diet at Frankfort, Austria determined to march its armies into Hessia, a course of action opposed by Prussia and threatening immediate war between these two powers. (See articles Germany and Prussia.) This conflict, which seemed unavoidable, was however averted by the conferences of Olmutz, Austria being represented by the prime minister Prince Schwartzenberg, and Prussia by Manteuffel. These deliberations ended m the entire humiliation of Prussia, which acknowledged the right of Austria to march its troops into Hessia, and even Schleswig-Holstein; a circumstance attributed, not without reason, to the influence of the Czar, with whom the Emperor of Austria and the Prince of Prussia held a conference at Warsaw (October 25. 1850), and who, as may be easily imagined, from his aversion to every species of innovation, pronounced in favour of the policy of Austria to re-esta¬ blish the old status quo in Germany. About the close the year 1850, Austria and Prussia convoked a congress alf the German states at Dresden when the mfluence »f the former so far preponderated that Prussia, bent a while on the reorganization of Germany, was fai p pose that the final solution of the affairs of the confedera y should be submitted to the decision of the old tiank™ diet. Having thus achieved so many rival, Austria now proposed to the diet of krankfo corporation into the German Confederacy of all P vinces, including Hungary and Lombard-Venetia. bold proposal, materially threatening the balance of P in Europe, was met by the remonstrances of the gove ments of France and England, though its faihir J more directly traced to the policy of Russia, w not be supposed to look with indifference on the m^a , a power to the Austrian empire by the success of s scheme of ambition. AUSTRIA. Austria. Population of the Austrian Empire according to the cen- / sus of 1846: the Provinces classed by the comparative density of the Population. 309 Provinces. Population. Inhabitants per German square mile. 7120 5439 4809 4731 4322 3616 3339 2776 2573 2566 2286 2222 1849 1796 1746 Lombardy 2,670,833 J;®11106: 2,257,200 -Donemia 4 34^ gg^ Moravia and Silesia 2,250 bdk Lower Austria i’494’399 Istria, Gortz, and Trieste *500,101 Galizia and Bukowina 5 105'558 }fUI1ga7 n’oooiooo Upper Austria., 856,694 ^riaV 1,003,074 Iransylvania 2,182,700 Garinthia and Carniola 734 ygg Dalmatia 410988 Military frontiers 1,226,408 Jlro1 859,250 Phe army 492,486 Total 37,443,033 The increase of the population of the Austrian empire since 1816, thus amounts to 10 millions. The approximate estimate of the population in 1852 is given by Hain in his last statistical work at 38 millions. Such is the respective population of the different pro¬ vinces of the empire. These differ so widely in climate, soil, language, and customs, that any general description cannot appiy to the whole; we shall therefore describe the chief characteristics of those which form a part of the German Confederacy; for Hungary, Lombardy, and Venice, the reader is referred to the respective heads of each, while Gahzia will be found under that of Poland. AUSTRIA, THE ARCHDUCHY. The archduchy of Austria consists of two nearly equal parts, viz., Upper and Lower Austria. The river Ens flowing northward from the Alps to the Danube, intersects the archducal territory nearly in the middle; the country to the E. of the river being Lower, and that to the W., Up- per Austria. Lower Austria, in particular the fertile tract adjoining the Danube above and below Vienna, formed ori- ginally the nucleus of that union of states which now con- stitutes the Austrian empire. That district is the seat both o the capital and of extensive manufactures, and is, in this lespect, after the Italian provinces and Bohemia, the most im¬ portant. Vienna itself, with its environs, produces silk, the ma- nu acture of which is carried to a degree of considerable per¬ fection, amounting in annual value to more than 12,000,000 orms. The other branches of industry consist principally o woollen, cotton, and hardware manufactures, the yearly value of which, added to the lesser fabrics of hardware, leather, glass, hats, and paper, is computed at three or four millions sterling. In the mountainous part of the pro¬ vince are mines of iron, coal, and rock-salt; but the wealth derived from these is slight compared with that result- mg rom the agricultural products of the more level part of the country. These consist of wheat, barley, oats, and 0 er coins raised in England; and in the warmer situa- 10ns o maize and vines. Advantage is taken here, as in Lombardy, of the numerous streams which flow from the mountains in the S. towards the Danube. They are used or irrigation, the great desideratum of the agriculturist in a warm locality. The produce of the land along the Danube, rom ■enna to the Bavarian frontier, has been greatly in- creased likewise within the last half century by the use of marl. ihe traveller, in pursuing this track, sees in all di- recuons a quantity of marl-pits, wrought with great activity; out still the crops raised are much smaller than they would e under a system like that of our improved lands. Upper Austria, or the country W. of the Ens, was added Austria to the sister province in the twelfth century; it is called ^^ Upper from its comparative vicinity to the Alps and its greater elevation of surface. Its wealth consists not in ma¬ nufactures, but in agricultural produce. It is too cold for the culture of the vine; but the low grounds are produc- tive in corn, while the pasturages are extensive, both in tie hills and the valleys. The sides of the mountains are covered with forests, the timber of which finds to a certain extent an outlet by navigable rivers, of which the chief are the Ens, the Salzach, the Traun, and the Trasen. One of the principal sources of employment to the lower orders in the forest-lands consists in felling their timber and convey¬ ing it to these rivers, whence it is floated to the towns alono- their banks, or to the Danube, the great channel for the transport of bulky commodities. Upper Austria, since the acquisition of Salzburg, has an extent (about 7500 square miles) nearly equal to that of Lower Austria; but in popu¬ lation it is far inferior, containing only 856,694 inhabitants, wtnle the lower province reckons 1,494,399. Population of the Chief Toivns. Lower Austria. Upper Austria. yTienna 431,147 Lintz ...:.. 26 618 Aeustadt 12,862 Salzburg 17009 •^•rems 8,700 Steyer 10,380 The early inhabitants of Austria are understood to have come partly from among the Germans in the W., partly from the Sclavonian tribes in the N. and E. German is now almost the sole language of the inhabitants, but it dif¬ fers considerably from the German spoken in Saxony. As to religion, almost all the inhabitants are Catholics. Situ¬ ated to the S.E. of Germany, and comparatively backward in civilization, Austria is considered as rather an outwork than an integral part of the empire ; it was not until 1438 that the election to the imperial crown fell almost invariably on the head of the house of Hapsburg. BOHEMIA. Bohemia, which ranks immediately after Hungary among Situation tne great members of the Austrian union, bears the title ofantl extent, kingdom, and is amply entitled to it by its extent, its popu- lation, and its progressive improvement. Backward as it sti is, its resources, as the imperial government is well aware, are of a nature very different from those afforded by the mountainous provinces of the Alps, or the half-civilized distncts on the side of Turkey. It is situated between the 48th and 51st degrees of N. Lat.; its form is an irregular square 5 Us area, not yet accurately ascertained, is computed at fuhy 2°,000 square miles, or three-fourths of the extent o Scotland. It is separated from the surrounding countries by ranges of mountains which encircle it on every side, from this, and from the general appearance of the interior, tieie seems little doubt that in an early age the chief part of Bohemia was covered with water, and that such continued tlie case until an outlet was opened at the northern and east-elevated part of the chain, in the direction by which the LIbe still flows, carrying with it the waters of tributary streams from almost every part of the kingdom. his separation from the adjacent countries, particularly from the comparatively improved states of Saxony on the J\. and hranconia on the W., necessarily operated to the dis¬ advantage of Bohemia, and retarded its advance in civil¬ ization. German settlers resorted to it from time to time, but individually or in small parties, never in numerous bo¬ dies, or in such a manner as to disseminate extensively the improvements of their respective countries. Of the aboriginal inhabitants of Bohemia there are no History, c istinct accounts ; but the name of the country confirms t le current tradition that they were the Boii, a well-known Celtic tribe. Christianity appears to have been introduced 310 Austria. Climate and soil. Forests, rivers. A U S T among them only towards the close of the ninth century, the era of the commencement of their historical records. The ruler or governor then bore the name of Grand Duke , and the succession under that, as under the subsequent title of King, was for a long time elective. In the thirteenth century Ottocar I., a prince of ability, passed laws similar to those which were enacted in England about the same time by Edward I., exempting the inhabitants of villages from dependence on the neighbouring barons, and enabling them to possess their little properties in security. His son and successor, Ottocar II., followed a similar course , a sys¬ tem of laws was compiled and reduced to writing in Ger¬ man ; and Prague, the capital, became a town of import¬ ance. Bohemia was, as is well known, the country ot tie martyr reformers, John PIuss and Jerome of Prague, w 10, at a date as yet too early, exposed the errors of the Church of Rome ; for the public, not then enlightened by the art ot printing, and the circulation of sound doctrines, misunder¬ stood their views: a civil war burst out, and the resu t tended to perpetuate the abuses which these well-meaning men had laboured to remove. The crown of Bohemia, like that of Hungary, had at dif¬ ferent intervals been held from marriage connection by princes of the house of Austria; but in 1526 both crowns devolved on the head of that house, and have ever since been held by it in hereditary succession. The climate of Bohemia varies greatly, according to the elevation of the ground; the plains and valleys being warm, while the mountains, both in the S. and N., are cold and bleak. The annual fall of rain differs in like manner, ac¬ cording to situation; but 20 inches a-year is said to be a frequent average. The soil of Bohemia is in general good, but the agriculture is extremely backward. The chief pro¬ ducts, as in a similar latitude in England, are wheat, barley, rye, oats, potatoes ; also hemp, flax, and hops. In some warm situations, vines are cultivated, but as yet on a small scale. The pastures, on the other hand, are extensive, and in many parts as good as those of Saxony and Silesia ; but the inhabitants are far behind their neighbours in the man¬ agement of their flocks and the quality of their wool. In the rearing and training of horses considerable impiove- ment has been made ; studs having been established in dif¬ ferent parts of the country by the Austrian government, which draws a large proportion of its cavalry from this quarter. The forests of Bohemia are of great extent; and large quantities of timber are annually cut down and shipped in the parts adjoining a navigable river. The Elbe and Mol- dau are of great use for the conveyance of these as well as of other bulky commodities. The Elbe rises in the E. of the kingdom; but the Moldau, which at their junction is the larger river, rises in the southern extremity of Bohemia, and has a course of above 150 miles, nearly the whole width of the kingdom. The Eger, the river next in size, rises in the W., and has a course of about 100 miles, with a less rapid current than the Moldau. Bohemia is divided into sixteen circles or counties, vary¬ ing of course in extent and population, but containing on an average nearly 1300 square miles, and 270,000 inhabi¬ tants. Population of the Chief Towns. Prague 118,4:05 Eger H,170 Reichenberg 13,184 Pilsen 11,486 Budweis 12,311 Konig-groetz 7,000 Besides these there are about fifteen petty places with 2000, 3000, or 4000 inhabitants each ; but altogether, the town population, with the exception of the capital, is in¬ significant. That of the country is very different; it ap¬ proaches in density to that of Ireland,—the farms being small, and the cultivation being carried on almost wholly by manual labour. R I A. The manufactures of Bohemia have made considerable Austria^ progress in the last and present age : they consist chiefly of woollens,—which are mainly produced in the town of liei- ^nutae- chenberg and its environs,—of linen and leather; but the\ comprise also cottons, hardware, and glass. I he glass- manufactories are principally situated in the mountainous parts of the province, and the largest empona of these branches of industry are in the towns of Neuwelt, Snber- berg, and Georgenthal. Besides the above, Bohemia is re¬ markable for the large number of its breweries, furnishing, it is said, the third part of all the beer produced in the empire. The annual value of the total industry of Bohemia is com¬ puted at 150,000,000 of florins. Great part of the woollen and linen is woven, as in the last age in England, in cot¬ tages. The mountains contain ores of iron, lead, tm, cobalt, and silver; but iron alone is extracted on a large scale. The foreign trade of Bohemia with Saxony and the north of Germany is carried on by the Elbe, on which, during the last few years, regular steam communication has been esta¬ blished ; and the intercourse with the other Austrian pro¬ vinces has been greatly extended by means of the different lines of railway recently established in the various parts ot ^ ThTpopulation of Bohemia has greatly increased in the last and present age. In 1791 it consMerably below 3 000,000. At present it amounts to 4,347, Jd2. ut tnese about a third part are of German extraction, the other two- thirds being descended from the aboriginal stock, the ancestors of the Germans settled here from time to time, as mechanics, miners, and traders; employments which the uninstructed natives, like the cottagers of Ireland, were not capable of exercising. At present, even, it is by the Ger¬ man part of the population that whatever relates to public business or to foreign trade is conducted; the Bohemians generally confining themselves to husbandry in the country, or to common labour in towns. The middle classes, in general, speak both German and Bohemian ; but the latter, a Sclavonic idiom, and quite different from German, is the only language of the lower orders, particularly in remote districts. The power of the sovereigns is as absolute in Bohemia as in any part of the Austrian dominions. T e parliament or states consists of four classes of members; the clergy, the great nobility, the nobility of the second class, and the representatives of the chief towns. But their duties are little more than nominal; and the sphere of their voca¬ tion and authority does not extend much beyond executing the orders of the chief court of Vienna, and is almost con¬ fined to the collection of the taxes imposed upon them by the central government. They deliberate on the measures proposed to them by the royal commissioner, but they have no power to originate a bill. As to public revenue, Bohe¬ mia1 contributes fully two millions to the impend treasury, and maintains a force in regulars and militia of 50,000 me. A few years before the war of 1848, the feeling of Sclavo- nian nationality began to manifest itself in this province m loud discontent against the Germanizing policy, and the bureaucratic system of the government. These manifesta¬ tions exhibited themselves without restraint during the year 1848; and, as the government was in °Pen ^ar wfr Lombardo-Venetia and Hungary, were at frst kff un- checked though, as the reader will find from the general history of the^late war, the idea of Sclavonic nationality and independence was speedily silenced by martial law. Moravia, and Austrian Silesia, which is now annexed to Moravi it, contain an area of 11,000 square miles, with a population of 2,250,594, a degree of density approaching to t England, and nearly double the average population of Ge - many. This is owing chiefly to the fertility of the «ofl ’ fo although chains of mountains cross the country in severa directions, the plains and valleys are extensive, yie g abundance wheat, rye, oats, barley, and, in the warmer situ AUSTRIA. Austria.^ ations, vines. The pastures also are good, and a number of horses and horned cattle are exported annually. Here, as in Bohemia, the majority of the inhabitants are of Sclavo- nian descent; and the language of the lower orders is not German, but a dialect of the Sclavonic. Moravia resembles Bohemia in other respects,—in the religion of its inhabi¬ tants, who are chiefly Catholics; and in the limited power of its states or parliament, who deliberate on such subjects only as are proposed to them by the executive government. But it surpasses Bohemia, and every part of the Austrian dominions, except the Vienna district, in the extent of its ma¬ nufactures and the use of machinery. Woollens, linen, and, since the beginning of the present century, cottons, are here made in large quantities, both for home consumption and export. I he chief seats of the manufacture of cloths and other woollen goods are Brunn and Iglau. The manufac¬ ture of hnen fabrics is carried on in Schonberg, Tribau, oternberg, and Briinn. An article of recent production, and piomising much success, is the manufacture of beet-root sugar. Austrian Silesia has an area of 1900 square miles, with a population of 467,420. It consists of two circles or coun¬ ties, called, from their respective chief towns, Troppau and leschen; but, for the administration of justice and other public purposes, Austrian Silesia is considered as united with Moravia. It resembles that country, too, in the activity of its productive industry. The density of its population is owing less to an advanced state of tillage than to extensive manufactures of linen and woollens ; the former, as well as the manufacture of thread, obtaining much celebrity. Of no Jess importance are the iron trade and the manufacture of hardware. The pastures of this country are in general rich, and the export of wool, already considerable, is likely to increase. J 311 Austria. Styria. THE ALPINE PROVINCES. The duchy of Styria, one of the earliest acquisitions of the Austrian family, has an extent of nearly 9000 square miles, with a population of 1,023,153, of whom more than laif are of German descent, while the remainder are Wends or Sclayonians. I he inhabitants differ in language, but are agieed in religion, being almost all Catholics. Styria bears a resemblance to the adjoining province of Carinthia, both mwi -a r c^mate ’ Upper Styria being very mountainous, while m Lower Styria the ground has less elevation as it recedes from the Alps. Hence a corresponding difference in temperature and products; the mountainous part being covered with forests, and fit only for pasture, while the plains and valleys produce wheat, barley, oats, rye, and, in the warmer situations, maize. The culture of potatoes, though introduced less than a century ago, has now become general, mid has been the means of adding largely to the population. I he mines are extensive, particularly those of coal and iron ; the steel of Styria is as noted in Germany as the Swedish s ee m the north of Europe. Salt also is obtained here in &reat abundance. Styria produces many articles of iron manufacture among which may be chiefly noticed its ex- ce ent scythes and reaping-hooks; and the government oun cues at Maria Zell and St Stephen are deservino- of particular mention. ° and Voni ^ kears 0^cia^ papers no higher name than that berg. , county (m German Graf-schaft); but it is by far the argest county in Europe, having an extent of above 15,000 square miles, with a population of 866,078. It is traversed in. e-y direction by mountains, many of them of great ^le ^ow grounds consist, not of plains of any ‘ en a succession of long valleys to the number of °re 1 lan. twenty. . In these the climate is comparatively an the soil in many parts fertile, producing corn in Th81 fra 1° qu^ntity, anc^ iu favourable situations, vines. A he ploughs and agricultural implements used in this coun¬ Tyrol try are extremely rude; but the inhabitants show both ingenuity and industry in cultivating slopes and summits wherever there is enough of soil to reward their labour. In this mountainous region waterfalls are frequent, and many of them are made available for the movement of mills and other machinery. Mineral ores are found in Tyrol to an extent that justifies the expectation that they may eventually be made to afford considerable employment and income to the inhabitants; but in a country so rugged in its surface, and so deficient in machinery, little progress has as yet been made in working mines. Manufactures are equally back¬ ward ; the work required for them, whether spinning, knit- ing, or weaving, being almost all performed by the hand. Southern Tyrol partakes more of the character of the Italian provinces, and has recently made great progress in the manufacture of silk goods, as also of leather. The domestic animals in Tyrol are, in general, of a di¬ minutive size. The forests contain wolves, bears, goats, and many other animals in a wild state; hence the number of the Tyrolese chasseurs or sportsmen, and their dexterity as sharp-shooters, so frequently evinced in the late wars. The I yrolese, though of a warlike character, and strongly at¬ tached to the house of Austria, dislike the restraints of dis¬ cipline. They perform, however, militia duty, and are called out for training during several weeks in the year. The language of the Tyrol is German. Like the other piovinces of the Austrian empire, it had its states or parlia¬ ment, composed of deputies from the clergy and nobility, to uhom there have been added, for some time past, deputies from the peasantry. It is needless, however, to observe that the functions of these states have always been much more nominal than real. Carinthia adjoins Tyrol, and, like it, consists of a succes- Carinthia. sion of mountains separated by narrow valleys. It contains a number of lakes, formed, as in the highlands of Scotland and other mountainous countries, by water collecting in hol- lows, and finding no outlet, except at a considerable height. I dlage is here on a very limited scale ; but the pastures are moie extensive, and the forests which cover the sides of the mountains would be very valuable, were it practicable to convey the trees to a navigable river. The mines of this province are extensive, particularly those of iron, lead, and quicksilver. The extent of Carinthia is 4000 square miles; its population 316,224. The chief towns are Clagenfurth and Villach. As in the case of Styria, the manufactures of Carinthia consist chiefly of hardware. The most profitable branch of industry, however, is that of sugar-refining, which flourishes most at Laibach. Carmola, the adjacent province, is more populous than Carnioln. Carinthia; because, theugh mountainous in the north, it has in the south extensive valleys and fertile plains. Here are also a number of mines of iron, lead, and quicksilver. The agricultural products are not merely wheat, rye, and barley, in Carinthia, but maize and vines, the sure indication of a warmer sun. Of a population of half a million, only a tenth part are of German descent; the rest are Sclavonians. Caimthia, Carniola, Istria, and part of Friuli, form the pre¬ sent kingdom of Illyria. Dalmatia, though dignified with the title of kingdom, is a Dalmatia, ong, narrow, and, as yet, thinly peopled tract, extending along the east shore of the Adriatic, from Lat. 42° to 45°. It compiises the whole of what was formerly Venetian Dal¬ matia, along with the smaller territories of Ragusa and Cat- auQrvfiQ e^tent Is about 6000 square miles ; its population, < ,064.. One of the chief occupations of the working po- pu ation is ship-building. Its agricultural products, maize, vines, olives, and silk, give proof of a climate considerably warmer than in any of the above-mentioned provinces. Here, as in those provinces, the ranges of mountains are extensive ; but tlieie are also beautiful and fertile valleys. The iron mines and the marble quarries of Dalmatia are both of great 312 AUSTRIA. Austria, extent; but as yet they are little wrought, on account chiefly i y—/ of the thinness of the population. Such parts of the forests as adjoin navigable rivers, or have ready means of convey¬ ance to the coast, are made available for ship-building ; the Austrian government adopting the views ot Buonaparte in considering Dalmatia of great importance towards forming a navy. No part of Europe abounds more with good har¬ bours than the mainland of Dalmatia, and the numerous islands along the coast. Physical Aspect, Soil, and Climate. Rivers. Of the rivers in the Austrian territory, by far the most interesting is the Danube. Before entering the imperial dominions, it receives a number of rivers flowing northward from the Alps, of which the principal are the Inn, the Iser, the Iller, and the Leek. It next receives the Ens, and flows eastward with a full stream, varying in breadth from a quar¬ ter to half a mile. It is bordered throughout this part of its course by high gi'ounds or ridges of mountains, the distance of which from the water is generally -greater on the south than on the north side. It is of sufficient depth to bear barges and large boats throughout the whole Austrian ter¬ ritory, and in Hungary it admits vessels of considerable size. Its navigation, however, is not easy, its banks being in va¬ rious parts steep and rocky ; while in the level countries, in which its waters are more widely spread, its bed is often en¬ cumbered with shoals. In the year 1830 a Danubian Steam- Navigation Company was established, which in 1848, pos¬ sessed already more than thirty steam-vessels, which gave an unusual stimulus to commerce. The Danube, as con¬ necting Austria with Turkey and the East, countries which produce no manufactures of their own, might undoubtedly be the means of greatly increasing the foreign trade of Aus¬ tria, were it not for its restrictive and prohibitive commer¬ cial system. The other great rivers in the Austrian dominions are the Save, the Drave, and the Muhr, which convey to the Danube the waters from the eastern face of the Alps. The Marsch or Morawa brings to it the tribute of Moravia, while the still larger streams of the Theiss and Maros collect all that flow from the southern side of the Carpathians. All these rivers abound with fish, and are of sufficient depth to be naviga¬ ble ; but flowing through poor and thinly-peopled countries, they have as yet been of little use in a commercial sense. A few years ago the Theiss was in part rendered navigable for steamers, an improvement for which Hungary is mainly indebted to Count Szecheny. Lakes and Lakes and marshes are both numerous and extensive in marshes, the Austrian dominions. In Styria, Tyrol, and other moun¬ tainous tracts, they are formed, as in the highlands of Scot¬ land, by water collected in valleys which, from the structure of the ground, are pent up in all directions. In Hungary, Galizia, and other level countries, their origin is different: they are a consequence of neglect of drainage, and of that backward cultivation which prevails in almost all countries until population and agricultural improvement attain a cer¬ tain height. It was thus that marshes, heaths, and forests covered the surface of England in former agesrand that large tracts are at present lost to every useful purpose along the banks of the Danube, the Theiss, the Drave, the Save, and other rivers in Hungary, which inundate the country, when swelled by heavy rains or the melting of the snow. To drain these low-lying tracts would require skill, capital, and machinery, and, above all, the countenance of the central government at Vienna; all of which, however, have been hitherto wanting in these poor and backward countries. Mountains. The other striking physical features of the Austrian ter¬ ritory are successive chains of mountains, viz. the Alps in the S.W., and the Carpathians in the N.E. of the empire, all of great'height and extent. In the bleak climate of Norway the higher parts of mountains present little else than con¬ tinued sterility; but in the central and southern parts of Austria. Europe vegetation is seen to rise to a great height. The base of a mountain is often covered with vines and maize ; the ascent with green pastures, or with wheat, barley, and similar kinds of corn. 1 he trees in the lower and middle region are often the oak, the elm, or the ash; while, in the approach towards the summit, the yew and the fir are chiefly seen to brave the fury of the tempest. Many parts of T yrol, Styria, Carinthia, and Carniola, abound with picturesque views, and recal to the traveller the scenery of Switzerland. Styria, in particular, has, like that country, its cascades, its glaciers, its perpetual snows, and its tremendous avalanches. German writers are in the habit of dividing the climate Climate, of the Austrian empire into three regions or zones, viz. the northern, situate between the 49th and 51st degrees of N. Lat., and comprising nearly the whole of Bohemia, with the high-lying parts of Hungary, Moravia, Galizia, and the Buckowine ; the whole extending over a surface of 70,000 square miles. The weather in these countries, though colder in winter and warmer in summer than in England, bears, in its average temperature, a considerable resemblance both to our climate and to that of the north of France. In products also there is a remarkable correspondence ; wheat, barley, oats, and rye, forming the great bulk of the yearly crops. The middle region of the Austrian dominions is consider¬ ably more extensive; containing the whole of Lower Aus¬ tria, with the chiefpart of Upper Austria, Moravia, Hungary, Transylvania, and Galizia, It extends along the entire length of the empire, and has a surface of fully 150,000 square miles. This vast tract lies beween Lat. 46° and 49°. The summer and autumn heats are here much greater than in England; and, in addition to wheat and other products mentioned above, vines and maize are cultivated in favourable situa¬ tions, as in the middle part of France. ^Lastly, comes the southern region, extending from Lat. 46 to 42 , and com¬ prising Lombardy, the Venetian States, the coasts of Croatia and Dalmatia, with the southern line of Sclavonia, and the Bannat of Temesvar. In these different countries the winter lasts during two or three months only, and the cold, seldom exceeds that of our month of March. Here are raised not only maize and vines, but olives, myrtles, and other southern products, as in the south of France. This temperature ex¬ tends over a surface of from 30,000 to 40,000 square miles. We have stated these distinctions of climate according to latitude ; but it is proper to add, that in no country does there exist greater difference of temperature in the same latitude, in consequence of the very marked differences in the elevation of the soil; one line presenting a succession of mountains, and another of plains and valleys. Thus, the Alpine Provinces, with the extensive tracts adjoining the Carpathian range, and the lofty barrier between Bohemia and Moravia, partake of all the rigour of the north, though situated to the S. of Lat. 49° ; while Galizia and the inte¬ rior of Bohemia, though to the N. of that line, are consider¬ ably warmer, because their surface is in general even, and little elevated above the level of the sea. The average fall of rain is considerably greater in the mountains than in the plains. In Vienna, and the low-lying tracts generally, 28 inches are a frequent average for the year ; but in the mountains it often amounts to 40 inches and upwards. . From its geographical position, the summer heats m Aus¬ tria are considerably greater than in the same latitude in England, while the cold of winter is often more intense. In this country, and still more in Ireland, the vicinity of the ocean induces a frequency of rain, with a medium degree of heat and cold in the prevailing winds, which by no means exist in Poland, Austria, or any country in the interior ot the continent. But the transitions from heat to cold, and vice versa, are in many parts of Austria as frequent and as re¬ markable in degree as in this country. AUSTRIA. Austria. Mines and minerals. Products, Manufactures, and Trade. In a country covered in so many parts by mountains, the extent of mineral produce can hardly fail to be lame. Iron ore is abundant in many parts of Bohemia, Upper Austria, btyna, and Cannthia ; and if the quantities of tin or copper hitherto wrought in these provinces be comparabvetyS" [L'eristenVo^a ^e'Lidtog pertad'f “ 18 °W,ng t0,thf fact’ ‘^.mostof the mountain districts are military service customary in A^striZ n nlll R.™d°f . . . ^ r ~ v^v/niijciL&LI vtziy siiiaii, it is owing to the fact, that most of the mountain districts are as yet imperfectly explored. The mines already wrought in Bohemia afford good tin, and those of Hungary excellent coppei. In the latter country, particularly at Schemnitz and Kremnitz, are rich mines of gold and silver, partly the pro¬ perty of government and in part of private individuals. The aggregate value of the mines and minerals belonging to go¬ vernment amounts to 4,457,135 florins, and of those which are private property to more than 13,000,000. In this com¬ putation Hungary and Transylvania are not included. The respective quantity of the more important metals and mi¬ nerals belonging to the government, as obtained in 1847, was as follows Copper, 2753 cwt.; lead, 1418 cwt.; zinc, 3360 cwt.; raw iron, 494,089 cwt.; cast iron, 58,043 cwt.; iron vitriol, 12,136 cwt.; cobalt, 300 cwt.; sulphur, 13,238 cwt. Coalmines. A far more important mineral than silver ore, namely coal, has been found in many parts of the Austrian domin¬ ions,—m Bohemia, Moravia, Austria Proper, Hungary, and btyna; but the quantity raised is large only in situations contiguous to a navigable river. One of the main sources of the superiority of England to other countries, has been the ease of conveying coal in former ages by sea, and latterly also by canals and railways, to situations where fuel is of im¬ portance for manufactures. But in a country like Austria, which has no coast, where canals are almost unknown, and railways have been heard of only of late, the opportunities of such conveyance are as yet very rare. This, joined to the abundance of wood fuel, has prevented the working of many coal mines ; but they bid fair to be a source of general em¬ ployment to the lower classes, and of advantage to those who manage them, when manufactures shall be conducted on a larger scale, and the communications assimilated to those of England or the Netherlands. The whole amount of coal belonging to government was, according to the official com¬ putation of 1847,158,219 cwt., and that belonging to private individuals exceeded 14,000,000. It may be stated that in rlungary the produce of the government coal pits is nearly Salt minpo 0UJ-f°k! tha5 of a11 ,tlie rest of t*16 empire as above given. imilar observations apply to the raising and distributing oi rock salt, mines of which are found in various parts of the empire. Those of Bochnia and Wieliecka in Galizia are known to be the greatest in Europe. A number of others are found along each side of the great Carpathian range, and may be said to extend with greater or less intervals all the way rom Moldavia to Suabia. This very extensive tract comprehends the salt mines of Wallachia, Transylvania, ? n PPJlHungary’ UPPer Austria, Styria, Salzburg, __ na 7 op Tyrol. They are found either at the base or vernment towards manufactures; a policy which, while it tended on the one hand to turn all the capital of the country into the channel of the manufacturing interest, compelled the agriculturist, on the other hand, to purchase home-made im¬ plements that might have been procured abroad at a cheaper rate and of a better quality. T o these two causes may be added riirm* avrv-iTr o*-»^ 1 • i /* 313 military service customary in Austria, which bereft the rural population of the stoutest of its labourers. Farther, the ab¬ sence of personal liberty and the right of free discussion, ele¬ ments the most important towards the increase of national wealth, have also unavoidably contributed to the same result In addition, it may be stated that the Austrian population have hitherto remained in complete ignorance of the modern scientific and practical improvements in agriculture, adopted by the other nations of Europe. Nowhere, however, is there a fairer field for improved husbandry, for no part of Europe presents a greater extent of good soil. Lower Austria has like Lombardy, the advantage of extensive plains watered by streams flowing from a range of mountains which form the background of the prospect contemplated by those who travel along the banks of the Danube. Moravia has a simi- lar . .mate’ ant\ alm°st equal advantages of soil and position. Gahzia is likewise fertile, the most so perhaps of any of the Polish provinces ; while in the S. and E. of the empire, many of the plains of Hungary and Transylvania might be ren¬ dered productive were the population more dense, and ac¬ quainted with the method of draining, irrigating, and pro¬ perly tilling the ground. The land of second-rate fertility is in the Alpine provinces. The slopes of the mountains, up to a certain height, are favourable to pasture, and the raising of oats and other like grain ; but in many parts the height is so great as to outweigh the advantage of latitude and to confine the inhabitants to a scanty return for their labour. Comparative culture of Great Britain, France, and Austria, exhibited in proportions of 100. Great Britain -r. The Austrian and Ireland France. „—. and Ireland. Land under tillage 34 44.. Vines, orchards, gardens ... I.....'""" 5.' Land in grass, whether natu¬ ral or sown 40 44 Forests, plantations, copses 5 47. Poor land, as heath, marshes, commons ; also land to¬ tally unproductive, as rocks, summits of moun¬ tains, lakes, beds of ri¬ vers, roads 20 20 Empire. 34 3 ^ . . 10°- Comparative population. Inhabitants per square mile 220. .100. 17 26 .. 20 .100 .165. .130 on the ascent ofgreat mountains the a^ie .^ase This table suggests several conclusions of importance, zontal or undulatE extending in hon- First the proportion of land altogether uncultivated is nearly strata’ and alternating with strata of clay, equal in the three cm in tripe • tW j .iA i %ricul- I Jure. 1 1 1 ° tlic dait eAltMlLUIle) 111 lion- zontai or undulating strata, and alternating with strata of clay. Q ncnro™duCe of salt was in 184:7 as follows Rock S9 yo?6 ,850 CWt‘; boiled salt, 2,050,362 cwt.; sea salt, 022,726 cwt.; total, 5,633,938 cwt. whnf18*™1] af’r*cubure bas made, so to speak, no progress hacfeVeri1 unn?tle ^ast fWrty years, and continues in a very ofthpTr*diStatema11 parts of tbe empire, with the exception rp, e a ian provinces and the archduchy of Austria itself. nS ° this bapkwardness are very obvious. While Nanni6’ .ewise an agricultural country, issued from the great mpoleome war with a free population, feudality continued sufficS?! d°Wn 1° the >,ear 1848 5 a circumstance in itself and still r 0.fnpP ei the agricultural produce of the country, vol jy rt ler enbanced by the protective policy of the go¬ equal in the three countries ; the mountains of Scotland, the bogs of Ireland, and the commons of England, containing a surface corresponding to that of the high mountains in the Alpine provinces of Austria, and the marshes and sandy levels of Hungary. But the proportion of land covered with forests, and thus lost to useful cultivation, is far greater in Trance, and still more in the Austrian empire, than in this country. I he inducement to convert such land into pasture is far greater in Britain and Ireland, in consequence of our numerous population, and the high price of butcher-meat, wool, and hides. To this is to be added a very different con¬ sideration, viz., that the facility with which all our large towns ai e supplied with coal makes it quite unnecessary to keep up forests, as on the continent, for the purpose of fuel; and 2 R Austria. AUSTRIA. Land un¬ der tillage Vines. above all, the high value of arable land in England, owing chiefly to the density of the population. Next, as to the land under tillage, the great proportion ot such in France is owing to the lower orders living almost wholly on bread and vegetables, to the exclusion ot animal food. In Austria the proportion of land in tillage is equal to that in Great Britain ; but there is the greatest difference in the nature of the cultivation, the produce in even the best districts of Lower Austria being thirty per cent, less than would be obtained from similar soils in this country, in the nature of the produce there is a considerable resemblance ; the bulk of it in either country consisting of wheat, barley, oats, rye, pease, beans, potatoes, along with flax and hemp. Of rye, the proportion raised is larger in Austria ; that ot potatoes much smaller. Maize is raised in the southern pro¬ vinces of Austria, as of France, and is said to yield much more nourishment for either men or horses than could be obtained from wheat on a similar soil. The total cultivated soil of Austria amounts, in round num¬ bers to 54,000,000 hectares, that of France to 38,000,000; while that of Britain is not above 25,000,000; while the estimate of the comparative value of the agricultural pro¬ duce of the three countries gives the following remarkable result:— Austria. Austria. I 3,000,000,000 Manufac¬ tures. Approximate value, | in francs, of agri-1 cultural produce! Britain. France. (not including \ 6,900,000,000 | 4,000,000,000 live stock), in r Britain, France, | and Austria. The northern parts of the empire, viz. Bohemia, Galizia, and part of Moravia, are too cold for vines; but in the cen¬ tral part of the empire they are cultivated extensively, and wine is sold in large quantities for home consumption. The prices of the different qualities vary from sixpence to one shilling a bottle. The port is far inferior to that obtained from France, in consequence chiefly of the want of convey¬ ance. Lower Austria and Hungary, the fittest countries for the vine, have navigable rivers only to the eastward, and these lead to countries which either raise wine for their own use, or are too poor to make purchases from their neigh¬ bours. The exports from the Austrian states are thus li¬ mited to small quantities of choice wines, such as the well- known Tokay, which is raised on the last chain of the Car¬ pathians, near the district of Zemplin. This wine is culti¬ vated along a tract of about 70 square miles : its qualities are various; the richest kind proceeding from the grape with little or no pressure; while the inferior sort is said to be made from the dried grape, reduced into a sort of pap, and mixed with other Hungarian wines. But it by no means follows that all the wine sold under the fashionable name of Tokay is the product of the district in question; for even in Vienna there is not perhaps a tenth of real Tokay among the wines which bear that name. The total produce of wine is estimated at more than 27,000,000 hecatolitres, of which 22,000,000 are supplied by Hungary alone. This evinces certainly a degree of abun¬ dance in that article, though it is much inferior to the quan¬ tity raised in France, which is computed as above 40,000,000 hecatolitres. Manufactures have in the last and present age received considerable extension in the Austrian dominions. They in almost every place of considerable population; a sure . proof that their establishments are on a small scale, and that they avail themselves very imperfectly of local advantages or of the division of labour. In many parts, indeed, weav¬ ing and other sedentary work is performed in cottages, as was the case in England a century ago. Spinning wool and flax has from time immemorial been the habitual employ¬ ment of the lower class of females in Germany; and still con¬ tinues to be so, notwithstanding the competition of ma¬ chinery. Silk is most largely manufactured in Vienna and the Italian provinces. Linens are woven in every province of the empire; but the finest qualities are made in Lower Austria, Moravia, and certain parts of Bohemia. These countries supply little for export beyond the limits of the empire, but a great deal to the adjacent provinces. Wool¬ lens also are a very general manufacture throughout the empire. As to hardware, the mines in the mountainous dis¬ tricts supply an ample store of materials, the manufacture of which takes place partly on the spot, partly in the lai ger towns, such as Vienna, Prague, and Karlsbad. Bohemia is celebrated for the number of its glass works, a consequence of fuel being cheap in several districts which have the ad¬ vantage of water conveyance. Hungary, Transylvania, and the Buckowine, having extensive pastures, as well as forests containing vast herds of cattle in a wild state, hides are an article of export from the same cause as in the thinly-peo¬ pled provinces of Russia or the wilds of Buenos Ayres. The most important articles of export, however, are corn, wool, wine, and cattle. Paper also is made to a considerable ex¬ tent in the Austrian states, in consequence of the cheapness of linen rags. All these are manufactures of old date ; but cottons are comparatively of recent introduction, and are confined to Vienna and some of the principal towns; as is also the re¬ fining of sugar, which has lately received a great impulse. The cheapness of labour is in favour of such undertakings in Austria. One of the chief obstacles, up to a recent date, was the distance which the raw material, whether landed at Trieste or Hamburg, had to be conveyed by land, a disad¬ vantage now partly overcome by the establishment of several lines of railway. c Comparing these different manufactures with those of an improved country like England, we find the foreign ai tides generally higher in price and more homely in appearance, but at the same time more durable than ours. This dis¬ tinction is found to hold in regard to fabrics the most dif¬ ferent in their nature ; the muskets made in Germany and France being heavier, exactly as their woollens, cottons, and linens, are thicker than ours. Lightness of workmanship and despatch in completing an article are the resu t o ong practice: the comparatively limited experience of foreigners, and their imperfect subdivision of work, require both longer time and a larger consumption of raw mateiial. In her intercourse with foreign countries, Austria expe- Foreign Fences all the disadvantages of an inland position, and ot a trade. ' very limited access to the sea; the portion of coast belong¬ ing to her being in a corner of the empire. Its extent is about 500 miles, comprising the north and east shores o the Adriatic, from the mouths of the Po on the west, to Ragusa and Cattaro on the east. The commercial seaports are Venice, Trieste, and Fiume ; the first being theinletto Friuli and Lombardy, the second to Carmola, and the tlnr to Croatia. From Venice the access to the interior is easy. considerable extension in the Austrian dominions, liiey to uioaua. rium ^ :ntersection by are still, however, on a footing very different from those of the country being flat, and S h t ’ .• T„ ® ' nil.. ™ • W F ume. and still more ineste, have to me exist our country. In England they are generally conducted on the plan of particular towns or districts restricting them¬ selves to specific branches; as Manchester to cottons and Birmingham to hardware. Hence our minute division of employment, our nicety in workmanship, and the surprising quantities produced. But in Austria the case is different: woollens, linen, hardware, and of late years cottons, are made canals; but Fiume, and still more Trieste, have to the east ranges of mountains, over which the transport of bulky com¬ modities is attended with great labour and expense. ^ be remembered, moreover, that the Austrian tan was highest in Europe up to the year 1848, and that many - tides of manufacture, such as rock-salt, rouge, go > and tobacco, were entirely prohibited, while the import du y .Austria, on other articles of commerce almost effectually prevented their admission. Hence it followed, that the price of many of the most common articles of clothing (as stated in the witish and Foreign Review, vol. xi.), was higher from 75 to 100 per cent than in London. This narrow commercial legislation coupled with the inland toll, subsisting till 1849 between Hungary and the rest of the empire, could not but materially impede the free development of the commercial lesouices of the country. In no other department however has so great a progress been perceptible within the last 20 years as in commerce ; for we find that in the decade between 2 , a"C A 84 ’.the of foreign commerce rose from 1/0 to 290 millions of florins; while in the year preced- ing the late war, it increased to upwards of 240 millions. 1 his advance must undoubtedly be attributed in a laro-e measure to the construction of different lines of railway; of winch the chief are, the Northern or Ferdinands Line touching the Prussian frontier at Oderberg, and bringing Berlin within slightly more than a thirty hours’ journey from the Austrian capital, the Cracow-Silesian Line, and the bouth-hastern Line, running into Hungary. The most im¬ portant line, however, by which it is contemplated to unite Vienna on the one hand with Galizia, and on the other with Ineste, and thereby with the Italian provinces, is as yet far from completion. In regard to foreign commerce, the sea¬ port of Trieste occupies the foremost place, and owes its flourishing condition to the existence of the Lloyd Company established in 1833, and three years after taken under govern¬ ment patronage. The steam vessels of this company are nearly forty m number; and, by means of their connection ™ the German railways, have already rivalled the London Oriental Company by opening up a communication with the Last through Trieste. The value of the commerce of Trieste with foreign countries is, according to the latest statistics, 86 millions; that of Venice, 11 millions; and that of Fiume 4 millions of florins. ’ In the year 1851, considerable alterations were effected in me Austrian tariff, the object of the government being to form a union with the German Zollverein; though it will be seen by a few examples that the duty on many articles of manufacture still amounts to a virtual prohibition. The im¬ port duty per cwt. on the following articles stand thus:— Raw tobacco 10 Raw and spun silk 15 Cotton goods (according to w ~ quality), from 12 to 250 oollen and silk manufactures are taxed in the same ratio as the foregoing. I he aggregate value of Austrian manufactures is, accord¬ ing to the last official return, estimated at 795 millions of onns. In this computation the following are the more im¬ portant branches, and their respeptive value is thus stated:— Stone and earthen ware 25*000,000 Wass and mirror manufacture 15 Q00 000 Hardware .,..’.49,000^000 Flax and hemp 57,000,000 Beer and spirits 44,000,000 S gar 14,000,000 mill! har,b0Urs alor1lg the c°ast of Dalmatia are both nu- siderll ant commodious, but their trade must be incon- weabh erUnfti t le C,OUntry inIancl acquire population and are' akn n "h nort|lern Part °f the Austrian empire there nicafp, ,5fT.au0bStaC eS,t0 fbreign trade- Bohemia commu- m0re diffir,hbhtSeai°n^by tbe Elbe> and Galizia with still now almost'r^ ^ t ie Vistula; but these impediments are i„ezvh^^t“ment of ^rom- AUSTRIA. r> ,v> Florins, Law coffee 10 Fine spices 25 Tea Refined sugar 14 National Income and Finances, In commercial countries, the public revenue arises prin¬ cipally from the excise and customs; but in a country chiefly agricultural, the case is very different. Ip Austria the li¬ mited extent of foreign trade renders the customs compara¬ tively small; while the small number of towns, and their scanty population, lessen greatly the produce of the excise. An extra share of the public burdens must therefore fall on and the assessment of which ought from time to time to be altered according to the amount of rents. In England since the first imposition of the land-tax in 1692, there has been no renewed survey, or attempt to adapt it to the aug- mented rental; but in France and Austria the absolute in¬ sufficiency of other taxes rendered an increase of the land-tax indispensable. In Austria, the Emperor Joseph, among other changes, proposed a land and poll tax on a uniform plan, and attempted a general survey of the empire. Several years were devoted to this great work; but it encountered many obstacles, as well from the difference of value between the plain and mountain territory, as from the difficulty of com¬ puting rents in almost any province of the empire, the pro¬ perty of the peasantry obliging them to pay their landlords m produce or in labour instead of money. Since 1815 the Austrian government has endeavoured to correct defects in the existing assessment, but it is still in a very imperfect state. In 1819 a new regulation of the land-tax was esta- i«r«ed,T uh^nder1Went material changes after the war of 1848. In the Hereditary States, as well as in Bohemia and Gahzia, the land-tax was levied without distinction of class or rank; but in the aristocratic countries of Hungary and Tran- sylvama the noblesse or gentry were exempt from it till Public Revenue of Austria. From fhe year 1831 to 1841 the average revenue of Aus- tna was 133 millions of florins, which from 1841 down to tne time of the last war amounted to an average of 170 mil- !'°ns:f 1 If lncrease, perceptible in the second decade, may be uttributed chiefly to the introduction of the stamp-duty and other financial measures by Baron Kiibeck ; and it mav be remarked that the increase of the indirect taxes by far exceeded tlut of the direct. From this revenue, which nearly covered the state-expenses, the military establishment alone absorbed m the year 1832, in consequence of the French re¬ volution of 1830, as well as in the year 1846, during the “rJS’ m°re than 60 miIli°"S’ “-r at The !’"!i’l,Cr V'' wl'ich> 1as “'ready observed, amounted, t the end of the war with Napoleon, to 500 millions of fheTar'onsTV1! to, 80° 7"^’ Up 1111 the date to 33 mill' c'fl • iG Int,erest a^one of this debt amounted to 33 millions of florins. From this general view, the reader whchn whifofd 116 reSOUrc.es of Austria at the eve of a war ich, while for two years it materially diminished her in- lic debt^rv rp °n 0i!her h?d a great addition t0 the pub- b.Et b> ^easf ,of the vastly increased expenditure it oc- and the rulpoo,biy Total 74,078,830 Total 109,419,174 3. Income from State property 7,166,169 Total income, in round numbers, including the indemni¬ fication paid by Sardinia, 223,000,000 florins. The total expenditure of this year amounted in round numbers, to 278,000,000 florins. Deficit for 1851,55,000,000 ^iTmay be observed that the year 1852, the financial state¬ ment for which has not yet been made public, promises a continued increase in the revenue ; though the state of the provinces, as well as the general aspect of Europe, do not entitle us to calculate upon a reduction in the chief item o expenditure, viz. the army, which, in 1851, of itself absorbed more than 111,000,000 florins. The public debt amounted, in 1852, according to the estimate formed by the .judicious and accurate Otto Hubner, in his Jahrbuchfur Volkswirth- schaftund Statistik, to 1200 millions of florins, or at the rate of 32 florins per head. . . . . . It is thus seen that the revenue of Austria is surprising y small if compared with England and France. I his how¬ ever is explained by the mere consideration of the manner in which human labour is employed. In manufacturing and commercial countries, such as Englant, agneu ture is conducted with the benefit of capital and machinery; and the labour of 30 or 40 persons in 100 is sufficient to raise subsistence for the community at large. But m other countries of Europe the case is very different, the labour of half or of more than half the inhabitants being required to raise the needful subsistence. Thus in France, a great part of which is more backward than an untravelled Englishman can readily conceive, between 50 and 60 persons in 100 aie and must be employed in country work, in consequence o the great inferiority of their agriculture, their farms being small, their ploughs and other implements miserably defec¬ tive, their capital scanty, and machinery, such as threshmg- mills, in a manner unknown. Hungary, Transylvania, and the southern frontier along the Danube, being still more backward than any part of France, more destitute of capi¬ tal, and more deficient in machinery, the consequence is, that of the average population of the Austrian empire, the labour of not fewer than between 60 and 70 persons in 100 is needed for raising provisions; thus reducing to a com¬ paratively small number the population of the towns, the persons disposable for trade and manufacture. This is at once apparent from a comparison of the town population in these different countries, which, as is evident, is by far the least in Austria. The largest towns in the latter besides Vienna, are Milan, Venice, Prague, and Pesth, each with a population above 100,000, which, taken together, does not much exceed the population of Paris alone, not to mention the immense population of London and other large towns in Britain. i Another very important point in estimating the resources tive dTiT of different countries is the degree of density in the popu- sity of Po- lation generally. In England, by the census of the year pillation. 1851^ it was 4835 persons to a German square mile; in France, 3678; while in Austria it was only 3150, though its territory by far surpasses that of France. As to the comparative density of the town and agricultural populations, ^ no satisfactory result has hitherto been obtained by the sta¬ tistical writers ; the prevailing opinion, however, is, that the population of the towns is in the proportion of 1 to 7 in comparison with the remainder. It is necessary, however, to bear in mind that the population of those towns which number less than 2000 inhabitants is generally classed among the agricultural. Now, it almost always happens that in a thickly-peopled district the wages are better and the consumption of taxed articles greater, per head, than in one that is thinly peopled; and hence the contribution to the public treasury is larger. Thus the inhabitants of Eom- bardy, Bohemia, and the Vienna district, pay considerably more per head than those of Hungary, Carinthia, or Upper Austria. Add to this, in the third place, that while Eng¬ land has all the benefit of an insular situation and liberal institutions, and France possesses an extensive line of coast, with considerable trade, the maritime provinces of Austria are both limited in extent, and but recently acquired; in short, the empire may be said to have as yet wanted almost entirely the stimulus to industry arising from communica¬ tion by water, from a universally established steam-commu¬ nication, and, above all, from a liberal commercial legisla¬ tion. Austria. Military Establishment. Austria has taken so prominent a part in the wars of the last and of the present age, that the nature and extent of her military means are subjects of great interest. 1 he disposi¬ tion of the inhabitants of Hungary, and of the more remote provinces of the empire, is well adapted to a military life. They are accustomed to pass their time out of doors, to in¬ dulge in active exercise, to follow the chase, and to occupy themselves with the care of horses. To such men marc ing and encamping are but a slight deviation from t leir es a Wished habits. The fire of the nightly watch is not more un¬ comfortable than that of their smoky cottages ; whilst a loaf of bread, a slice of coarse pork, and a glass of spirits, are a the food and drink they desire. It is now more than a cen¬ tury since the Prussians began to take a lead in military dis¬ cipline, the father of Frederick II. having carried both the manual and platoon exercise to a nicety unattempted by a- most any other tactician. He left a highly disciplined army of nearly 80,000 men to his son, who, on the death of the Emperor Charles VI. in 1740, conceived that such a force would soon enable him to accomplish the conquest of Silesia. He lost no time in making preparations for war. I he cou of Vienna, alarmed, sent a special envoy to dissuade from it; but Frederick was not to be deterred by any re¬ monstrances, however urgent. The envoy adverting on he one hand, to the careful training of the Prussians, and ori other to the recent practice of the Austrians in the field, de¬ clared to the king, “ Vos troupes, Sire, sont nbtres ont vu le loup.” “ Vous convenez, replied the king, “ nue mes troupes sont belles, je vousferai convemr qu el es sont bonnes” * The words of the king were made good ; the events of the war which ensued, as well as of the m°re ar duous contest begun in 1756, having proved, on many frying occasions, the great advantage of a high state of and wben full not to be forded. 1 here are, however, three causeways across, which communicate with the adjacent country. I he circumference of the city, excluding the suburbs is about % miles, but over this extensive area the houses ’are but thinly scattered ; some quarters are indeed wholly des¬ titute of habitations, and have the appearance merely of neglected commons. In general the dwellings of the in- habitents are of the most miserable sort, being mere huts hatched with grass. Wretched, however, as Je such habi¬ tations to European eyes, the poorer classes are perhaps bet¬ ter lodged than in other parts of Asia. Their sleeping places are elevated two or three feet from the ground, which is a convenience not enjoyed by the masses in Bengal. Some ;ltbe bo.u®f of the chiefs constructed of planks, and .V ’, tbere a^e not> according to Mr Crawford, more l-kT ^ 3 d?Zen1b°USes built of brick and mortar. Ava, like all the other Burmese towns, is adorned with numerous d^taPntS’-°f gllded Spire? risin£ aloft Present on a view o the place a, splendid and imposing appear- ance, which is far from being realized on a neared i^pec- t on. I he largest of these temples contains two distinct edihees, one m the ancient, the other in the modern form the former containing an image of Guatama, not of marble as Symes supposes, but of sandstone. It is in a sittimr diameter “Th8 2i ^ helght The ^ « 8 feet in diameter. Ihere is another very large temple, and a third SeatV^Th .?eaU.tiPuL” The one caIled Maong-llatna is of ^reat celebrity; it is the one in which the public officers of 2 s 321 Auxesia Ava. 322 A V A ' 9 the government take, with the most solemn forms, the oath Va|| of allegiance. The temple called Maha-mrat-mumadan Avallon. addition made to it some years ago, of which Mr C ™ ^ v ^ mentions that the numerous and richly-gilded pillars and rPk„“d ceiling exceeded anything that was to be «h- out the palace. Ava contains eleven ".arketa or composed of thatched huts and sheds, which, however a e well supplied with all that is necessary for the wants otthe neonle Besides native commodities, there are exposea In these markets the produce of China and of Lao, with British cottons, woollens, glass and e^thenware. The Bur^ man monasteries are mostly built of wood ; and of those composed of more solid materials, a few ancient ones a neX all that are to be seen. The only exception is a monastery built some years ago by the ^J0^ning palace, an unshapely fabric ot immense size, but a very "’X^of the Burman dominions, according to the political divisions of the empire, comprehends the town ot PSagdng on the opposite shore of the Irawaddy, and the town of Ummerapoora or Amarapura, four miles to the E. The town of Sagaing extends along the Irawaady for more than a mile and a half, but is of inconsiderable breadth. It consists of mean houses thinly scattered among gardens and orchards ; the principal trees in the latter consisting of fine old tamarinds. Over the site of the town and ite environ are scattered innumerable temples, some of them oM and ruinous, others modern. On the river face it has a bnck wall about 10 feet in height, with like that of Ava, and extending for above halt a mile along the river. Ummerapoora is a large place, and was formerly the capital; but Ava, which was twice before the capit , was again made so in 1822. To each of the towns of Ava, Saeaing, and Ummerapoora, are attached districts, the two former of which extend 12 miles along the river, and are of equal breadth. The district of U™™!’0™13. "f Xe size so that Ava must be considered as not only the name of the capital, but of a large district around, which mcludes an area of 288 miles, containing, according to the most ac curate estimate, 354,200 inhabitants. But the city of Ava is not supposed to contain more than 50,000 inhabitants; and according to Mr Crawfurd, half that number would be nearer the truth. The place, taken altogether affords few or no indications of industry or commercial enterpnze. Lat. 21. 52. Long. 96. 1. _ . . The entire territory subject to the Burmese sovereign sometimes called Ava, the custom of applying to a country or province the name of its chief place being common m the East. It appears, however, preferable, where a distinct name for a country exists, to class the general information relating to that country under such name. Ihe reade , therefore, is referred in this instance for such information to the article Burmah. (d- b n-) t,I AYADOUTAS, a sect of Indian Brahmins, who m aus¬ terity surpass all the rest, covering their nakedness with a niece of cloth only, some of them even dispensing with that, and besmearing their bodies with cow-dung. When hungry some enter into houses, and, without speaking, hold out their hands, eating on the spot whatever is given them. Others retire to the sides of holy rivers, and there expect the peasants to bring them provisions, which they generally do very liberally. See Hindustan. AVAL. See Bahrein. AVALANCHE, the name given to a prodigious mass ot consolidated snow, which, disengaged from the summits of more elevated peaks, frequently rolls down the sides ot the Alps. See Alps. , A V 4LLON, an arrondissement in the department ot the Tonne, in France, comprehending five cantons and seventy communes. Area, 244,480 acres; pop. 47,524 The capital of the same name, is a handsome town, finely situated on A V E a granite rock, at the foot of which flows the river Voisin. Avatar It has some manufactures of cloth, hats, hosiery, leather, an ^ven. paper, and a considerable traffic in fire-wood, which is con bragger. veved by the Voisin, the Tonne, and the Seine, to Fans, Pop. in 1851, 5740. Long. 3. 56. E. Lat. 47. 30. N. AVATAR, a Sanscrit word signifying a descending, ap¬ plied in Indian mythology to incarnations of Vishnu, and of some of the inferior deities. See Hindustan. AVATCHA, a bay on the S.E. coast of Kamtschatka, the best on that coast; Lat. 52. 52. N. Long. 158. 47. E. On this bay is situated a small town of the same name; and about 20 miles inland is the volcano of Avatcha, rising to the height of 9055 feet. cwt-u AVEBURY, a village of England, in the county of Wilts, 6 miles W. of Marlborough. It occupies the site of a cu¬ rious ancient structure, supposed to be Druld^a1' Thl* consisted of a large outer circle formed of 100 stones of from 15 to 17 feet in height, and about 40 feet m circum¬ ference, inclosing an area of about 1400 feet in diameter. This circle was surrounded by a broad ditch and lofty ram¬ part Within its area were two smaller circles, each con¬ sisting of a double concentric row of stones ; a stone pillar 20 feet high occupying the centre of the one, and a crom¬ lech that of the other. Two avenues of approach consist¬ ing of double rows of stones, branched off from this struc¬ ture to other circles about a mile distant towards the S. and W. Few traces of this immense structure now remain, the stones having been broken down and used in the construc¬ tion of the houses of the village, and for other purposes. In the vicinity are a number of cromlechs and barrows: among the latter is Silbury Hill, said to be the largest barrow m Europe. It is about 2000 feet in circumference at the base, rising in a conical form to the height of 170 feet-the diame¬ ter of the summit being 120 feet. AVEIRO, a town of Portugal, province of Beira, the seat of a bishopric and college. It has a thriving trade m oil, salt, fish, wine, and oranges. Pop. 4500. Long. 8.34. W. Lat. 40. 40. N. AVEIRON. See Aveyron. , ^ AVELLA, a town of Naples, in the province of lena di Lavoro, in a fine situation, and commanding most exten¬ sive prospects. It is distant about 20 miles from Naples and contains 6000 inhabitants. Near it are the remains ot the ancient Abella. See Abella. AVELLINO, the ancient Abelhnum, a fortified city ot Naples, in the province of Principato Ultra, at the foot of Mount Vergine and 28 miles E. of Naples. It is the see of a bishcp? and has a cathedral, several parish churches, a royal college, &c.with manufactories of cloth, paper maccaroni, and sausages, and extensive dye-works. !t has a considerable trade in corn, chestnuts, and hazel-nuts. 1 his city has at various times suffered severely from earthquakes. Pnn 16 000. See Abellinum. . . AVE-MARIA {Hail Mary), a form of devotion m tie Romish Church, addressed to the Virgin Mary. It.sde- rived from the salutation of the angel in Luke i. The chaj lets and rosaries of Roman Catholics are divided into a cer¬ tain number of ave-marias and pater-nosters AVENA, a botanical genus of Gramineae, to which t oat, Arena sativa, belongs. . , • - n AVENBRUGGER, Leopold, an ingenious physician of Gratz in Styria. We owe to him the important mode of investigating diseases of the chest and abdomen by atw- His method was to apply the ear to the chesb and to note the sounds it afforded on percussion by the hand or what is called immediate ausculatwn. His Lat treatise excited but little attention, until it was translated SilfuSed by Corvisan, in 1808; when „ soon led he way to Laennec’s great improvement of aiding tt by the stethoscope, or mediate auscultation. This latte practice, which has so greatly aided the diagnosis of inte A V E Avenches II Avenue. nal diseases, was employed at Edinburgh several years be¬ fore it was in general use in other parts of Great Britain. ^ Avenbrugger was born at Grate in 1722, and died in 1809. AVBJNLHBS (in German, WiJfUsburg),a, small town of Switzerland, in the canton ofVaud, about 1J miles from Lake Morat or Murten. It is the ancient Aventicum, the chief city of the Helvetii. Many objects of antiquity have been found here ; and remains of an amphitheatre, of an aqueduct, and of the ancient walls, still exist. Avenches contains 1100 inhabitants. AVENOil, in Feudal Law, an officer belonging to the kings stables, who provided oats for the horses. AVEN riNUS (or Johann Turmayr), author of the Annals of Bavaria, was born in the year 1466, at Abens- perg. He studied first at Ingoldstadt, and afterwards in the university of Paris. In 1503 he privately taught eloquence and poetry at Vienna, and in 1507 he publicly taught Greek at Cracow, in Poland. In 1509 he read lectures on some of Cicero’s works at Ingoldstadt, and in 1512 was appointed preceptor to Prince Ludwig and Prince Ernst, sons of Albert the Wise, Duke of Bavaria, and travelled with the latter of these princes. He afterwards undertook to write the Annales Boiorum, or Annals of Bavaria, be¬ ing encouraged by the dukes of that name, who settled a pension upon him, and gave him hopes that they would de¬ fray the charges of the book. This work, which gained its author great reputation, was first published in 1554 by Hie¬ ronymus Zieglerus, professor of poetry in the university of Ingoldstadt; and afterwards at Basil, in 1580, by Nicholas Cisner. Besides his other writings, Gesner attributes to him a curious work, entitled Numerandi per digitos manus- que Veterum Consuetudines. Aventinus died in 1534. Aventinus Mons, one of the seven hills on which an¬ cient Rome stood. The origin of the name Aventinus is uncertain ; but this hill was also called JMurcius, from Mur¬ cia (Venus), the goddess of sloth, who had a little chapel there ; and Colhs Diana?, from the temple of Diana; like¬ wise Remonius, from Remus, who was buried there. It was taken within the compass of the city by Ancus Mar- cius (Liv. i. 33.) To the E. it had the city walls ; to the 8. the Campus Figulinus; to the W. the Tiber; and to the N. Mons Palatinus. It was two miles and a quarter in circuit. AVENUE {ad and venio), a walk planted on each side with trees, and leading to a house, garden-gate, wood, &c. I he trees most proper for avenues with us are the English elm, the lime, the horse-chestnut, the common chestnut, the beech, the abele. The English elm will do in all grounds, except such as are very wet and shallow; and this is pre¬ ferred to all other trees, because it will bear cutting, head- ing, or lopping in any manner, better than most others. I be rough or smooth Dutch elm is approved by some be¬ cause of its quick growth. This is a tree which will bear removing very well; it is also green almost as soon as any plant whatever in spring, and continues so as long as any; it makes an incomparable hedge, and is preferable to all other trees for lofty espaliers. The lime is valued for its natural growth and fine shade. The horse-chestnut is pro¬ per or all places that are not too much exposed to rough winds. The common chestnut will do very well in a good soi, and uses to a considerable height when planted some¬ what close, though, when it stands single, it is rather inclined to spread than to grow tall. The beech is a beautiful tree, and naturally grows well with us in its wild state; but it is ess to be chosen for avenues than the before-mentioned, ecause it does not bear transplanting well, and is very sub- aye ject to miscarry. Lastly, the abele is fit for any soil and is the quickest grower of any forest tree. It seldom fails in transplanting, and succeeds very well in wet soils, in which the others are apt to fail. The oak is but little used for avenues, because of its slow growth. See Gardening. AVENZOAR (Abu Merwan Abdalmalec ebn Zohr), an eminent Arabian physician, who flourished about the end of the eleventh or the beginning of the twelfth century. He was of noble descent, and born at Seville, the capital of Andalucia, where he exercised his profession with great re¬ putation. He was contemporary with Averroes, who, ac¬ cording to Leo Africanus, heard his lectures and learned physic of him. This seems the more probable, because Avenoes more than once gives Avenzoar very high and deserved praise, calling him admirable, glorious, the trea¬ sure of all knowledge, and the most supreme in physic from the time of Galen to his own. Avenzoar, notwithstanding, is by the generality of writers reckoned an empiric ; but Dr Freind observes that this character suits him less than any of the rest of the Arabians. Avenzoar belonged, in fact, to the Dogmatists or Rational Sect, the antipodes of the Empirics. He was a great admirer of Galen ; and in his writings inveighs against the quackery of old women, and the superstitious remedies of the astrologers. He shows no inconsiderable knowledge of anatomy in his remarkable description of inflammation and abscess of the mediastinum in his own person, and its diagnosis from common pleuritis as well as from abscess and dropsy of the pericardium. In cases of obstruction or of palsy of the gullet, his three modes of treatment are ingenious. He proposes to support the strength by placing the patient in a tepid bath of nutritious Jiquids, that might enter by cutaneous imbibition ; but does not recommend this. He speaks more favourably of the in¬ troduction of food into the stomach by a silver tube; and he strongly recommends the use of nutritive enemata. From his writings it would appear that the offices of physician, surgeon, and apothecary were already considered as distinct professions. He wrote a book entitled The Method of Pre¬ paring Medicines and Diet, which was translated into He¬ brew in the year 1280, and thence into Latin byParavicius whose version has passed through several editions. A VLRAGE,! a term used in maritime commerce to sig¬ nify damages or expenses resulting from the accidents of navigation. Average is either general or particular. Ge¬ neral average arises when sacrifices have been advisedly made, or expenditures incurred, with a view to the preser¬ vation of the ship, cargo, and freight from the effects of some extraordinary peril; and it implies a subsequent con- “t” 1- partieS concerned, in Jr to make good the loss which one or more of them may thus have tia W^ artlCUkr S^nifieS the dama^ or par! tial loss happening to the ship, goods, or freight, in conse- quence of some fortuitous or unavoidable accfde^t; audit or b°; theKuer“*',,dUal °f the ^ It may be here remarked, that the term Averao-e was 3n;^ed gmally signified by the word Average! It has, nevertheless been generally adopted, and is now fully recognised as the tforidamage °r pa"tiai ioss fa“n PeZ 1 individuals interested in a sea adventure. niwf!! rtTT C0onsisted.°f certain small charges for P » s, ig i -dues, &c., which were apportioned one-third bepniTT iS1S-ai<^ Cowell to be derived from the Latin word averagium, from the verb averare to earrv Ho v, tor,: (De ^ * POrtl “ l,C,ng ° ** having good, brLf ,af£Z 324 AVERAGE. Average, to the ship and two-thirds to the cargo; but this is now su- perseded by the agreement that the freight payable tor the cargo shall include all such expenses; and the term has, consequently, become obsolete. , Although nothing can be more simple than the luntia- mental principle of general average,—which is, that a loss incurred by one party for the advantage of several shall be made good in equitable proportions by all who are benehte bY it,—yet the application of this principle to the varied and complicated cases which arise in the course of maritime commerce has occasioned many diversities of usage m ch - ferent countries, and even in the same country at ditterent periods. Without entering on so wide a field as the discus¬ sion of these diversities would open up, we shall endeavour to present a brief summary of the leading principles whic i have been established in this country, by usage or by legal decisions, in connection with the subject. All general average losses may be divided into two prin¬ cipal classes:—1. Sacrifices of part of the cargo and freig , or of part of the ship, for the general benefit; 2. Extraor¬ dinary expenditures, incurred with the sa.me object. Under the first of these classes we shall begin by no¬ ticing the acts which involve sacrifices of part of the cargo ^When^a part of the cargo is thrown overboard (prjetti- soned, as it is termed) to save the ship from foundering in a storm, or to float her when stranded, or to facilitate her escape from an enemy, the loss of the goods and of the freight attached to them must be made good by average contribution. In like manner, if goods be damaged m the ship by opening the hatches in order to effect a jettison, or by being brought upon deck for that purpose, the damage forms a general average charge. But if goods jettisoned have been originally stowed on deck, no contribution can be demanded for them, unless they are so carried according to the common usage and course of trade on the voyage tor which they were shipped. If, instead of being thrown overboard, the goods are put into boats or lighters, and lost or damaged before reaching the shore, such loss is regarded as a virtual jettison, and gives a claim to average contribution. The same rule ap¬ plies to damage occasioned by the goods being put ashore on muddy ground, as may sometimes happen, when theie is no other place where they can be landed. But when the goods have been conveyed to a place of ordinary safety, they are no longer at the risk of the general interest; and should they be damaged by fire or other acci¬ dents, the loss must be borne by the individual proprietors, or by their insurers. The loss of corn, salt, guano, or similar goods, arising from their being pumped up or baled out with the water in the vessel, cannot be recovered by average contribution. If, in consequence of there being no other means of rais¬ ing money at a foreign port, a part of the cargo be sold for the purpose of repairing losses or defraying expenses which are themselves of the nature of general average, the loss arising from the sale gives a claim to contribution. But if the funds are required for the purpose of repairing particular average losses on the ship, or of defraying the ordinary expenses of the navigation, the loss must be borne by the shipowner. The damage done to the cargo by means of water thrown down the hatches to extinguish an accidental fire, or by scuttling the ship for that purpose, is excluded, by usage, from general average. This point seems to have never yet been settled by any legal decision ; and the usage referred to is considered by several writers of high authority to be at variance with sound principle. It is sometimes defended on the ground that the damage in question is secondary and incidental, and not primary and intentional. But this reason seems somewhat fanciful for the purposes of equity, and is, besides, inconsistent with the analogy of certain other cases, Average where an opposite principle is practically recognised; a.s, for instance, in the case of goods incidentally damaged m effecting a jettison of other goods. The amount of compensation to be made for goods sacri¬ ficed bv general average acts is determined by the nett market price they would have produced on arrival at the port of destination had they not been sacrificed; but under deduction of the freight attaching to them (which is made good to the shipowners), and of the charges for duties and landing expenses which are saved. We now proceed to notice the general average acts which involve sacrifices of part of the ship or her materials. The same principles which regulate the case of goods thrown overboard apply also to the jettison of the ship s chains, anchors, hawsers, spars, boats, or other stores. But if water-casks are stowed on deck, or if chains and hawsers are carried on deck when the vessel is not near the land, so as to render it necessary that they should be so carried, the loss arising from the jettison of these articles falls on the shipowner; and if boats are jettisoned in consequence of their having been broken adrift from their fastenings on deck by the force of the sea, they are excluded from general average, and are charged to particular average on the ship. The damage done to the ship by cutting holes to effect a jettison of the cargo, or to pour down water to extinguish a fire, or by scuttling her for that purpose, is allowed as a general average charge. The damage arising from cutting or knocking away a portion of the ship s bulwarks in ordei to prevent the deck from being flooded in a storm, is com¬ pensated in the same manner. , * • „ When sails or masts are cut away in order to Tighten a ship which has been thrown on her beam-ends, or to pre¬ vent her from driving on a lee shore, the loss is made goo by average contribution; but if tbe object in cutting away a sail or spar be merely to save a mast, the loss is not made good in general average. , It frequently happens that masts or yards are sprung and carried away by the force of the wind, and are left entangled in the rigging, or hanging oyer the ship’s side in what is termed “a state of wreck;” in these circumstances it be¬ comes necessary to cut them away, with the sails and rigging attached, and to throw the whole overboard, otherwise they would impede the navigation, and endanger the ship an caro-o. On this ground it is held by some authorities that the loss caused by the act of cutting them away should be made good by average contribution. But this act is the direct consequence of the previous accident, which places these articles in a situation where it is impossible to save them without imperilling the ship, cargo, and ^ves. It wou not be reasonable to imperil these for such a purpose, whence it follows that the displaced articles are already recoverably lost by means of the original accident, before the loss is actually consummated by cutting them a y. And as the general interest ought not to be endangered! the purpose of attempting to save these articles, *0 should it be implicated in the loss resulting fto“ remaining alternative of clearing them away. This loss accordingly excluded, by the usage of this country om average contribution. On the same principle, no contrib tion can be demanded for any articles which are sacnhced as having themselves become, through previous accide , the immediate cause of danger to the »'ho,c- . The loss of sails or spars, in consequence press of canvas to avoid a lee-shore, or to fSCJP enemy, is not the subject of general average “ *IS / neither is the damage suffered by the ship from slrammg, under any such extraordinary press ot sail. When anchors and cables are slipped from in o derm work a vessel off a lee-shore, or to avoid collision w.di “ other ship, the loss is made good by average contribution, AVERAGE. Average, but if the cable is slipped in order that the vessel may join V ^ ^ convoy, or because the anchor has become hooked to some object at the bottom and cannot be raised, the loss is borne by the shipowner. When sails, ropes, or other materials, are cut up and used at sea for the purpose of stopping leaks or to rig jurymasts, or when the common benefit requires that they should be applied to some purpose for which they were not originally intended, the loss is made good in general average. The same rule applies to the case of hawsers, cables, anchors, sails, or boats, lost or damaged in attempting to force off a stranded vessel from the shore. The damage sustained in defending a ship against a pirate or an enemy is not the subject of general average in this country; it is treated as particular average on the ship. It has been much debated by writers on maritime law, whether the voluntary stranding of a ship, in order to pre¬ vent her from foundering, should be treated as a general or as a particular average loss. In the United States it has been settled, by judicial decision, that the loss in question constitutes a general average claim; but the opposite doc¬ trine is acted upon in the usage of our own country, and the point has never been raised before the courts of law. It appears to us that the argument greatly preponderates against the rule adopted in the United States, and in favour of the usage established in this country. The only reason fbi regarding this loss as the subject of general average is, that it originates in the intentional act of running the ship aground, for the preservation, as far as possible, of the whole interest concerned. But it can seldom be known before¬ hand how the different interests at stake will be specially affected by the act in question;—whether, for instance, the damage to the cargo may not be more serious than the damage to the ship, or vice versa. Thus no particular part of the interest can be said to be intentionally sacrificed for the benefit of the whole; the intention, indeed, is not to sacri¬ fice any one part, but to place the whole interest in a situa¬ tion of less peril than it would otherwise have been in. What particular damages may thereafter ensue to either ship or cargo will depend, in each case, on a variety of cir- cumstances entirely accidental in their character, and there¬ fore in no proper sense the subject of previous intention. The same rule, therefore, which excludes from general ave¬ rage accidental damages in all other cases, ought to exclude them in this case also. Moreover, when the alternatives are, either that the vessel be left to founder, or that she be run ashore with a chance of preservation, there can really be no room for choice, or, at all events, the elements of will and intention are entirely subordinate in the part they must play under the pressure of the existing circumstances; and in this view the stranding is as truly inevitable as if it had been caused by the force of the winds and waves alone. But, even were these reasons less weighty than we hold them to be, a serious practical objection might be urged against the doctrine that voluntary stranding should be a general average loss, on the ground that it would in most cases be impossible to distinguish between the damages received by the ship and cargo prior to the stranding, and t lose sustained after or in consequence of it. It is needless to remark, that before a ship can be in such imminent danger o foundering as to render it necessary to run her ashore, s e must be presumed to have sustained a very considerable amount of damage; and the probability is, that the cargo also will have suffered to a corresponding extent. Up to t is point these damages are confessedly 'particular average; an were it held that the damages after the stranding were the subject of general average, it would, of course, be ne¬ cessary to distinguish the separate damages that belonged o each. But in every case these different damages would exist in varying proportions, yet always so incorporated to¬ gether that justice could never have a more perplexing task 325 than that of discriminating between them. No general rule Average, could be applied that would meet the widely different cir¬ cumstances of each particular case; and the arbitrary me¬ thod of adjustment that would alone be possible would doubtless give rise to endless dissatisfaction and dispute. On the ground of expediency, therefore, as well as on that of principle, the usage now established in this country ought to be maintained, notwithstanding the high authorities'lly whom the opposite practice has been countenanced. The amount of general average losses on the ship is com¬ pensated by allowing to the owners the cost of repairs, or of new materials in place of those sacrificed, subject to the deduction of one-third for the difference of value between old and new; but no deduction is made from the cost of new anchors, and only one-sixth is deducted from the cost of new chain cables. If the ship be on her first voyage (which is held to include the homeward as well as the out¬ ward passage), the repairs and new materials are allowed in full. We now proceed to notice the second principal class of general average losses, consisting of extraordinary expendi¬ tures incurred with a view to the common benefit. When a ship is obliged to put into a port of refuge, in consequence of damage received in the course of the voyage, the usage in this country is to allow as general average "all the charges connected with the entrance of the vessel into the port, and with the landing and warehousing of the cargo, when this is necessary to admit of the ship being repaired. Thus the expenses of pilotage or other assistance into the port, the harbour dues and similar charges, the costs of the protest taken by the master and crew, and of the survey held to ascertain whether the cargo requires to be discharged, together with the charges for landing the cargo and convey¬ ing it to a warehouse or other place of safety, are all made good as general average. The costs of repairing the ship are charged to general average only in so far as the repairs may refer to damages which are themselves the proper sub¬ ject of general contribution. If the damages are of the na¬ ture of particular average, as is more usually the case, they are charged accordingly; or if they proceed from “wear and tear,” they are stated against the shipowner. The warehouse rent for the cargo at a port of refuge, and any expenses connected with its preservation, form spe¬ cial charges against that particular interest, and are borne by the proprietors of the goods, or by their insurers. When goods are insured “ free from particular average, unless the ship be stranded,” it is necessary, if the ship has not been stranded, to distinguish the charges for warehouse rent and hie insurance from those incurred in connection with the preservation of the goods from the effects of damage; the underwriters being liable for the former, but not for the latter. The expenses of reshipping the cargo, and the pilotage or other charges outwards, are borne by the freight. If the entire cargo cannot be taken on board again, from the want, at the port of refuge, of the usual facilities for stowing it, the loss or expenses resulting from the exclusion of part of it are not treated, in this country, as the subject of general contribution. ° The wages and provisions of the master and crew during t le period of detention at a port of refuge, are not admitted as a charge against general average; it being held that the shipowner is bound to keep a competent crew on board the ship from the commencement to the end of the voyage at his own expense. The charges for agency at a port of refuge are brought against t ie general average, even though they may have been originally made in the form of separate charges against t le ship and cargo respectively. Commissions on money advanced, maritime interest on bottomry and respondentia, and the loss on exchanges, &c., are apportioned relatively 326 AVERAGE. Average, to the gross sums expended on behalf of the several interests Wv—^ concerned. The expenses incurred in getting a stranded ship otr tne ground, the hire of extra hands to pump a ship which has sprung a leak, and the sums awarded for salvage or for other services rendered to the ship and cargo under any extra¬ ordinary emergencies, are compensated by average contri¬ bution. But this rule applies only to the extraneous assist¬ ance that may have been obtained; the crew being bound to do their utmost in the service of the ship on all occasions, without extra remuneration for what they might consider extraordinary exertions on their part. The costs of reclaiming the ship and cargo aitei having been captured, are allowed as general average charges, am although ransom to an enemy is prohibited in this country by legal enactment, it seems that this does not apply to the case of money or goods given up by way of composition to pirates for the liberation of the ship and cargo, and that this would also form a subject of average contribution. When the ship and cargo a'rrive at the port of destina¬ tion, it is unnecessary, in ordinary cases, to distinguish, in the adjustment of the general average, between the losses which have arisen from sacrifices, and those which have re¬ sulted from expenditures for' the common benefit. But if the ship and cargo should be lost before reaching their des¬ tination, no contribution is due for the goods or ship s ma¬ terials which may have been sacrificed at a former stage of the voyage, the owners of these being in no worse position than any of their coadventurers. On the other hand, it is evident that when money has been expended for the common benefit, the subsequent loss of the ship and cargo should not affect the right of the party who has made the advance to recover it in full from all the parties for whose advantage it was originally made. Hence, while sacrifices are made good only in the event of the ship and cargo being ulti¬ mately saved, expenditures must be reimbursed whether the ship and cargo be eventually saved or lost; and the contri¬ bution for these expenditures must be regulated by the values of the ship, cargo, and freight, as they stood at the time when the advances were made. If, however, the money required for average expenditures has been raised by means of bottomry, and the ship be lost before completing the voyage, there can be no claim for reimbursement; the risk being assumed by the bottomry lender in consideration of the premium he receives on the sum advanced. It is by no means clear that the average expenditures which have been advanced without any con¬ tract of bottomry form a specific insurable interest, ac¬ cording to the law of this country, although in practice they are very frequently insured. When this has been done, and when the amount has been recovered on the subse¬ quent loss of the ship, no claim can be equitably made against the individuals who would otherwise have been liable. But if the expenditures are not insured, either by a bot¬ tomry contract, or by a special policy, and if the ship and cargo be totally lost in the subsequent course of the voyage, the parties for whose benefit the expenditures were incurred must reimburse them on the principles already explained. These parties, however, have recourse on their original insurers, not only for the total loss of the interests insured, but also for the previous expenditures, although the insurers may thus be called on to pay a larger sum than the amount of the insurance. The contribution for general average losses is regulated by the values of the respective interests for the benefit of which they were incurred. The practical rule adopted, in all ordinary cases, is to estimate the ship, cargo, and freight, at their nett values to their owners, in the state in which they arrive at the port of destination, but including in these values the sums made good for sacrifices, and to assess the contri¬ bution accordingly. The necessity for including the amount of compensation made for sacrifices in the valuations on Average, which the contribution is charged, arises from the principle ~ ‘ that all the parties interested in the adventure should bear the ultimate loss in exact proportion to their respective in¬ terests, which would not be the case if the owners of the articles sacrificed were to recover their full value without being themselves assessed for the loss thereon in the same manner as their coadventurers. The contributory value of the ship is accordingly her actual value to her owner in the state in which she arrives, whether damaged or otherwise, including the sum made good in the general average for any sacrifices which may have been made of part of the ship or her materials. The value of the cargo for contribution is its nett market value on arrival, after deducting the charges incurred for freight, duty, and landing expenses, but without deducting the costs of insurance or commission. If goods be damaged, they contribute only according to their deteriorated value , and if special charges have been incurred on the cargo at a port of refuge (as for warehouse rent, &c.), the amount of these charges is deducted. I he sum charged to general average for goods sacrificed is of course added to the valu¬ ation. All goods carried in the ship for the puposes of traf¬ fic must be included in the valuation of the cargo; but the wearing apparel, or personal effects, of the passengers and crew are exempted from contribution. The value of the freight for contribution is the sum re¬ ceived by the shipowner on the completion of the voyage for the carriage of the cargo, after deducting from that sum the wages then due, the port charges at the place of destina¬ tion, and the special charges against the freight which may have been incurred at a port of refuge, consisting of the costs of reshipping the cargo, and of outward pilotage, &c. The provisions for the voyage are not deducted, as these are held to have formed part of the original value of the ship. If the freight has been paid in advance, it forms part of the value of the goods, and, consequently, does not contribute as a separate interest. It has been decided, that when a vessel has been originally chartered for a double voyage, the whole freight to be earned under the charter-party must contribute at its nett value, after deducting the wages and othei charges which must be incurred in earning it. The effect of this rule is to render the freight attaching to the return voyage, as well as that attaching to the voyage outwards, liable to con¬ tribute for average losses arising in the course of the outward passage ; a result the equity of which is not always veiy apparent. . An adjustment of general average made at any foreign port where the voyage may terminate, if proved to be in conformity with the law and usage of the country to whic such foreign port belongs, is binding on all the parties in¬ terested as coadventurers, although they may be subjects of this country, and although the adjustment may be made on principles different from those sanctioned by the laws or usages of Britain. The reason for this rule is, that the parties engaging in the adventure are held to assent to the known maritime usage according to which general average is adjusted on the arrival of the ship and goods at the port of destination. .. The subject of general average is only incidentally con¬ nected with that of marine insurance, being itself a dis¬ tinct branch of maritime law. But the subject of particular average arises directly out of the contract of insurance, an will therefore be best considered in connection with it. (bee Insurance, Marine.) ,. f For further information with respect to the subject ox average, the reader is referred to the famous work of M. Valin, Commentaire sur VOrdonnance de 1681, tome 11. p. 147-198, ed. 1760; to Emerigon, Traite des Assurances, tome i. p. 598-674 ; Park On Insurance, chap. vn.; Mar¬ shall On Insurance, book i. chap. xii. sect. 7; Stevens s Averroes. AYE Avernus Essay on Average; Benecke On the Principles of Indem¬ nity in Marine Insurance; Lord Tenterden’s excellent work on the Zaw of Shipping, part iii. chap. viii. &c.; Ar- nould On Marine Insurance; Baily On General Ave¬ rage. -yy AVERNUS, a lake of Campania in Italy, near Baiae, oc¬ cupying the crater of an extinct volcano, and about a mile and a half in circumference. It is described by Strabo as situated within the Lucrine Bay, deep and darksome, sur¬ rounded with steep overhanging banks, and only accessible by the narrow passage through which you sail in. Black aged groves stretched their boughs over the watery abyss, and with impenetrable foliage excluded almost every ray of wholesome light; and mephitic vapours ascending from the hot bowels of the earth, being denied free passage to the up¬ per atmosphere, floated along the surface in poisonous mists. Hence these gloomy shades were regarded as sacred to the internal gods ; while a colony of Cimmerians, as well suited to the rites as the place itself, cut dwellings in the bosom of the surrounding hills, and officiated as priests of Tartarus, superstition, always delighting in dark ideas, early and eagerly seized upon this noxious spot, and hither she led her trembling votaries to celebrate her dismal orgies. Here she evoked the manes of departed heroes; here she offered sacrifices to the gods of the infernal regions, and attempted to dive into the secrets of futurity. Poets enlarged upon the popular theme, and painted its awful scenery with the strongest colours of their art. Homer brings Ulysses to Avernus, as to the mouth of the infernal abodes; and, in imitation of the Grecian bard, Virgil conducts his hero to the same gloomy regions. Whoever sailed thither, first did sacrifice, and endeavoured to propitiate the infernal powers, with the assistance of some priests, who attended upon the place and directed the mystic performance. Within, a foun¬ tain of pure water broke out just over the sea, which was fancied to be a vein of the River Styx. Near this fountain was the oracle; and the hot waters, frequent in those parts, were supposed to be branches of the burning Phlegethon. 1 he poisonous effluvia from this lake were said to be so strong that they proved fatal to birds endeavouring to fly over it. Hence the name is said to be derived from aopvos, n e. without birds. Virgil ascribes the exhalation, not to the lake itself, but to the cavern near it, which was called Avernm, or Cave of the Sybil, and through which the poets eigned a descent to Orcus. Others say the proper name of the lake is Lacus Averni, the lake near the cavern, as it is called by some ancient authors. It is still called Laqo Averno. The sanctity of these shades remained unimpeached for many ages. Hannibal marched his army to offer incense at this altar; but, according to Livy, he was led to this act of devotion rather by the hopes of surprising the garrison of uteoh, than by his piety. After a long reign of undis¬ turbed gloom and celebrity, a sudden glare of light was let m upon Avernus; the horrors were dispelled, and with them vanished the sanctity of the lake. The axe of Agrippa level- led its forest with the ground, disturbed its sleepy waters with ships, and gave room for all its malignant effluvia to escape. The virulence of these exhalations, as described y ancient authors, has appeared so very extraordinary, that some modern writers, who know the place in a cleared state 'i’ C!!arge ^.ese accounts with exaggeration; but others tftink them entitled to more respect, since even now the air is feverish and dangerous, as the jaundiced faces of the vine¬ dressers, who have succeeded the Sybils and Cimmerians in tne possession of the temple, most ruefully testify. It would appear that the ancients regarded Avernus as a divinity, to whom they offered sacrifices. (See Servius, ad Virg. Georg. AVERROES (a corruption of Ihx-Roshd), the most i iustnous of Arabian philosophers, was born, according to AYE 327 El Ansari, in the year of the Hegira 520 (a.d. 1120), at Cor- Averroes. dova, of one of the best families in Andalucia. His grand¬ father and father successively held the office of cadi in Cor¬ dova, a dignity which Averroes himself also enjoyed for many vears. After studying theology and jurisprudence, he applied himself with zeal to mathematics, medicine, and philosophy His preceptor in the latter was the celebrated Avenpace (Ibn- Badja). The sudden overthrow of the dynasty of the Al- moravides in 1130 by the Almohades was favourable to the interests of science ; and Averroes enjoyed, with his friends Ibn-lofail and Ibn-Zohar, the patronage successively of Abdal-Mumen, Yusuf; and Almansur. In 1169 he was ap¬ pointed cadi of Seville, and about this time he began to em¬ ploy his leisure in the composition of the works to which he owes his celebrity. In 1182 he was called to Marocco, to fill the office of physician to the Sultan Yusuf; but some time after returned to Spain as cadi of Cordova. Under Yusuf’s son, Almansur, he long enjoyed the highest favour; but towards the close of his life the jealousy of his enemies procured his banishment to Elisana (Lucena), a town not far from Cordova. The charge brought against him was that he corrupted the minds of his pupils by impious and hetero¬ dox doctrines. Another version attributes his disgrace to a careless expression in his commentary on Aristotle’s Zoology, which had offended the pride of Almansur. He had called the sultan simply King of the Berbers, which was construed into an insult to the sovereign both of Spain and of Marocco. Averroes, however, was soon restored to favour, and returned once more to the court of Marocco, where he died in 1198, at an advanced age. 1 he fame of Averroes is mainly connected with his com¬ mentaries on the works of Aristotle, which procured him the same tide bestowed in a former age on Alexander the Aphrodisian, of The Commentator. To this distinction, ahke by the extent and the quality of his labours, he is well entitled. Without pretending to found a system distinct from that of his great master, he modified with the rest of the Arabian philosophers the Aristotelian doctrines, by the in¬ fusion of new elements derived from Neo-Platonism. It may be mentioned, that Averroes wrote also a commentary on the Republic of Plato. Though professedly a Mussulman, the tendency of his doctrines was such as not unreasonably to call his orthodoxy in question. Holding that what was true in religion was not necessarily so in philosophy, he seems to have regarded the one as but a system of exoteric doctrine, of which the other was the proper interpreter and the final consummation. Arabian philosophy attained its culminating point in Aver- roes, and after him no eminent name is found in its history. His doctrines were long of high authority in the Jewish and even m the Christian schools. They gave rise in the thirteenth century to great contentions, which continued till the sixteenth century when Leo X. issued a bull against them in 1512. The disputes were carried on principally between the fol owers of Alexander of Aphrodisias, or Alex¬ andrians, and the Averroists, or professed disciples of the Arabian philosopher. One of the chief points on which the latter laid themselves open to the charge of heresy, was t le immortality of the soul. Among others Albert the Hr eat and Aquinas wrote treatises against the principles of Many of the treatises of Averroes have never been printed. lhe first complete Latin edition of his works, containing also the Latin of the Aristotelian text, is that fr-o JeW1Sh Physician> in 11 vols. fob, Venice, It ■ i , hr.S1t ei§ht volumes contain the Commentaries; the ninth, besides two other treatises, the Destruction of the Destruction, written in reply to Algazel (see Alghaz- zali) ; and the tenth is chiefly taken up with his great medical work the Colliget {Kulliyyat.) The last con¬ tains miscellaneous treatises. There have been numerous 328 AVI Avianua. Averrunci editions of separate treatises of Averroes. (Bruckev, Hist. 11 Crit. iv. 62, Leipz.; Tennemann, Geschichte der Philos.; Did. de Sc. Philos.; Wustenfeld, Geschichte der Arab. Aertze, Getting. 1840; Renan’s Averroes et I’-Averroisme, Paris, 1852.) _ 7 7 AVERRUNCI (Dei), in Pagan Mythology, a name given to certain gods who were specially invoked to avert misfortunes; as Apollo and Hercules among the Greeks, and Castor and Pollux among the Romans. AVERSA, a- town of Naples, province of 1 erra di l^a- voro, situated in a beautiful plain covered with orange- groves and vineyards, about midway between Naples and Capua. It is the seat of a bishopric, said to be the richest in the kingdom, and its foundling hospital and lunatic asylum are very celebrated. Pop. 16,000. AVESBURY, Robert of, an English historian, or whom little more is known than that he was a keeper of the le¬ gist™ of the court of Canterbury in the reign of Edward III. He wrote a history in Latin of the reign of that prince, ending with the battle of Poictiers, in the year 1356. It was printed at Oxford in 1720 by Hearne. AVESNES, an arrondissement in the department ot Nord in France, containing 10 cantons and 152 communes. Pop. in 1851, 145,046. The capital, of the same name, is situated in a fertile district on the Greater Helpe. It is generallv well built, and is fortified on Vauban’s system. Its principal building is the cathedral, surmounted by a tower 330 feet high, which is raised on four columns, and has a fine chime. It is the seat of a sub-prefect, and has a tribunal of primary jurisdiction, an agricultural society, and a com¬ munal college. Pop. in 1851, 2946. The principal manu¬ factures are hosiery, coarse serge, and soap ; there are also breweries, tanneries, salt-refineries, and brick and marble works. A great part of the town was destroyed by the ex¬ plosion of a powder-magazine during the siege by the Prus¬ sians in July 1815. AVESTA, a mining village of Sweden, on the Dai-ell, 35 miles S.E. of Fahlun. It has extensive copper and iron founderies, cloth manufactories, and saw-mills. The copper coin of the country was formerly struck here. Pop. 700. AVEYRON, a department in the S. of France, in the ancient province of Guienne. Area 3429 square miles. It is divided into five arrondissements as follows:— Arrond. Cantons. Communes. Rodez 11 75 Espalion 11 43 Milhau 7 46 St Affrique 6 41 Villefranche 7 54 42 259 Pop., 1851. 108,588 67,698 65,625 60,038 92,234 394,183 A portion of this department is mountainous, but about one-half is under cultivation, nearly one-fourth heath, one- tenth woods and forests, and rather more than an eighth part meadow land. Vineyards occupy about one-twelfth part of the cultivated land. It has mines of copper, lead, silver, iron, zinc, and antimony ; besides considerable coal¬ fields of great value. The inhabitants are extensively en¬ gaged in the rearing of cattle ; and there are manufactures of paper, woollen and cotton goods, and leather, to which water-power is skilfully applied. Aveyron exports corn, chestnuts, almonds, hemp, wool, wax, cheese, timber, and cattle. The capital is Rodez. AVEZZANO, a town of Naples, in Abruzzo Ulteriore II., containing a castle belonging to the Colonna family. Pop. about 3000. Long. 13. 32. E. Lat. 41. 58. N. AVIAN US or Anianus, Flavius, the reputed author of 42 iEsopean fables in Latin elegiac verse. They are of little merit, and apparently belong to the third or fourth century of our era. Editions. ByCannegieter, Amstel. 1731; AVI Nodell, Amstel. 1787; Lachmann, Berol. 1845. Theywere Aviary translated into English by Caxton in 1483. II AVIARY, a place set apart for feeding and breeding Avicenna birds. Aviaries are of various kinds, being sometimes arti- 'v ficially warmed to adapt them for exotic birds. I hey are occasionally of great extent, inclosing large trees by means of netting thrown over them. AVICENNA (a corruption of Ibn-Sika), a celebrated Arabian physician and philosopher, honoured with the title of Sheikh-al-rais, or the prince of physicians, was born at Afshena, near Kharmeithan, a city of Bokhara, where his father, a native of Balkh in Persia, held the office of gover¬ nor. After some years his father returned to the city of Bokhara, and here Avicenna was educated with extreme care. At the age of ten he was already perfectly versed in the theology of the Koran, in arithmetic, algebra, and the principles of grammar and law. Abu-Abdallah Nathili, a native of Naplous in Syria, at that time professed philo¬ sophy at Bokhara with high reputation. Under him -Yvi-. cenna studied Porphyry’s Introduction to the Categories of Aristotle, Euclid’s Elements, and the Almagest of Pto¬ lemy ; and having soon surpassed the attainments of his master, he began to study the higher sciences alone. In philosophy he devoted himself chiefly to the works of Aris¬ totle, whose Metaphysics he is said to have read, forty times^ before he fully apprehended the meaning. At the age ot 16, he was seized with a passion for natural philosophy and medicine, which he studied under a Christian physi¬ cian named Ben-Yahya. After some time he resumed his philosophical studies with so much ardour, that for a year and a half he never slept for a whole night at a time. At the age of 18 he had acquired so high a reputation that the Emir Nouk Ibn-Mansur, who was a sufferer from severe disease, put himself under his care, and derived so much benefit from his skill, that Avicenna was loaded with fa¬ vours. Among these not the least was the use ol the rich library of the prince, in which he found opportunity for per¬ fecting himself in scientific knowledge. This library was some time after consumed by fire, an accident which was maliciously attributed to Avicenna, who was accused of wishing to destroy the works by which he had so amply pro¬ fited. At the age of 21 he composed a complete body of science, with the exception of mathematics, to which he supposed to be Danish, at D un¬ til p t f ?nTt lei ^ °*' Knockgeorgan near Ardrossan; 68 °1 L(f,h Doon’ Turnberry, Dundonald, Portin- tlip 1/ i C V t ’?1abbeys of Crossraguel, and Kilwinning; and o’ Sbanter ’ A °Way’ immortalized by Burns in his “ Tam itsIhiSiCrnity1exhlblts striking examples of public spirit in a anded proprietors. The harbour and other works at A li 333 Minerals Commerce Ardrossan begun under the auspices of the late Earl of Ayrshire Eghnton, the harbour of Troon, and the railway from thence y ll o ilmarnock, formed almost entirely at the expense of the Ayscue- Duke of Portland, are monuments, no less of the enero-v and enterpnzmg spirit than of the wealth of these noblemen. I he harbour of Ardrossan has been for many years in a Ardrossan state to receive shipping, and is considered as one of the harbour, satest, most capacious, and most accessible on the W. coast of Scotland ; possessing many advantages over the harbours in the r irth of Clyde, situate in a narrow channel, which can be navigated only when the wind blows from particular points, mid which, for upwards of 20 miles below Glasgow, is both shallow and dangerous. A circular pier of 900 yards was finished m 1811; and the wet dockand other appendages, which accorduig to Mr Telford’s plan, were to contain from <0 to 100 vessels in water 16 feet deep, were begun and nearly completed, when the death of the late Earl of Eghnton in 1820 brought them to a stand. They have now been completed by the present Earl. Excellent baths have been constructed, which draw to it a number of visitors during the summer season; and there is one expressly for the use of the poor, for which no charge is made. The harbour of Ardrossan was only part of the general plan, and that hom which viewed by itself, the smallest advantages perhaps were to be expected. The leading idea was to open up a direct communication between Glasgow, Paisley, and other large towns in the vicinity, and the W. coast, instead ot the present circuitous passage by the Firth of Clyde. A Canal. Mom theffbre t(? be cut from Glasgow to Ardrossan, abxmt dl2 mdes, at the estimated expense of L.125,000. Ut this only a third has been executed, that is, from Glas¬ gow to Johnstone, which cost about L.90,000, the canal haying been superseded by the Glasgow and Ayr Railway. , 10 hifbour at Troon, connected as it now is with Kil- Troon moc by means of a railway, seems to possess the same harbour. advantages as that of Ardrossan. The wet and dry docks re excellent, and are well employed. There are also ex¬ tensive warehouses, and a yard for building vessels. The rai vvay from Troon to Kilmarnock, a distance of 10 miles Railway. as been in operation for many years, and answers all the purposes for which it was originally intended. There are un- wards of 3000 acres of coal Win its course, which nX in time indemnify the Duke of Portland fo? his outlay both on this and the harbour. This railway has cost the duke upwards of L.50,000, and the harbour is estimated at about in6] So6 ST and Ayr Railway was opened 1840, and is 40 miles in length ; a branch of which goes from near Dairy to Kilmarnock, and another from near Kil- Railwav r? Thf Gla*gow, Dumfries, and Carlisle Railway passes Kdmarnock, and sends off a branch to Muir- 1bne.fi'0m1 Ayr to Dalmellington is in progress. tin f A° °lv.lnS.abstract will exhibit a view of the popula- p°puE- tion of Ayrshire m 18511 1 tion. 18ol. Districts. Carrick Kyle Cunningham. Houses. Inha- Uninha¬ bited. bited. 4,575 9,455 9,524 County 23,554 128 363 333 824 Build¬ ing. 15 57 57 129 Inhabitants. Male. Female. Total 15,455 35.394 42,081 92,930 15,847 36,890 44,191 96,928 31,302 72,284 86,272 189,858 A u Ri\’ °r Aert’ a nest or company of eagles or hawks, S° A^vX '0111 t le

an by Pliny (Hist. Nat. v. 22). Two Roman inscriptions ot tne time of Antoninus Pius give sanction to the statemen c John of Antioch, who alleges that this emperor built a g temple to Jupiter at Heliopolis, which was one of the won¬ ders of the world (//^. Chron. lib. xi.) From the reverses of Roman coins we learn that Heliopolis was cons 1 colony by Julius Caesar; that it was the seat of a Roma garrison in the time of Augustus; and obtained t Baalbec. JJ.ialbec. Italicum from Severus. Some of the coins of later date contain curious representations of the temple. From the accounts of Oriental writers, Baalbec seems to have continued a place of importance down to the time of the Moslem invasion of Syria. They describe it as one of the most splendid of Syrian cities, enriched with stately palaces, adorned with monuments of ancient times, and abounding with trees, fountains, and whatever contributes to luxurious enjoyment. After the capture of Damascus it was regularly invested by the Moslems, and after a cou¬ rageous defence, at length capitulated. The ransom exacted by the conquerors, consisted of 2000 ounces of gold, 4000 ounces of silver, 2000 silk vests, and 1000 swords, together with the arms of the garrison. It afterwards became the mart for the rich pillage of Syria; but its prosperity soon received a fatal blow from the khalif of Damascus, by whom it was sacked and dismantled, and the principal in¬ habitants put to the sword (a.d. 748). During the Cru¬ sades, being incapable of making any resistance, it seems to have quietly submitted to the strongest, In the year 1400 it was pillaged by Fimour Beg, in his progress to Damascus, after he had taken Aleppo. Afterwards it fell into the hands of the Metaweli—a barbarous predatory tribe, who were nearly exterminated when Djezzar Pasha permanently subjected the whole district to Turkish su¬ premacy. From the S., the city is first discovered at the distance of about a league and a half, behind a hedge of trees, over the verdant tops of which appears a white edging of domes and minarets. After about an hour’s journey the traveller reaches this hedge, which is composed of very fine walnut trees, and soon after, crossing some ill-cultivated gardens by winding paths, arrives at the entrance of the city. Here he per¬ ceives a ruined wall, flanked with square towers, which ascends the declivity to the right, and traces out the precincts of the ancient city. 1 his wall, which is only ten or twelve feet in height, admits a view of those void spaces and heaps of ruins which are invariable characteristics of every Turkish city; but what principally attracts attention is a large edifice on the left, which, by its lofty walls and rich columns, is soon recognized as one of those temples which antiquity has left for our admiration. These ruins, which are among the most beautiful and best preserved of any in Asia, merit a parti¬ cular description. To form a just idea of them, the reader must imagine himself descending from the interior of the town. After crossing the rubbish and huts with which it is filled, the first thing deserving of notice is a vacant space, which appears to have been a square: there, in front, towards the west, is a grand ruin, consisting of two pavilions ornamented with pilasters, joined at their lower angle by a wall 160 feet in cngt . I his front commands the open country from a sort of terrace, on the edge of which are with difficulty distin¬ guished the bases of twelve columns, which formerly extended from the one pavilion to the other, and formed a portico. Ihe principal gate is obstructed by heaps of stones; but, that obstacle surmounted, the traveller enters an empty s^ace, which is a hexagonal court of 180 feet in diameter, ims court is strewed with broken columns, mutilated capi- a, and the remains of pilasters, entablatures, and cornices ; and around it is a row of ruined edifices, which display orna¬ ments of the richest architecture. At the end of this court, owar s the west, is an outlet, which formerly was a gate, trough which is perceived a still more extensive range of urns, o great magnificence. 1 o have a full view of these, t is necessary to ascend a slope, at the top of which is the ntmnce to a quadrangular court much more spacious than the former, being 350 feet in width and 336 in length. The is ist attracted to the end of this court, where are six rmous and majestic columns nearly entire. Another object mss interesting is a second range of columns to the ‘left, BAALBEC. 339 which appear to have formed part of the peristyle of a temple. Baalbec, ifut the edifices which inclose this court on either side claim ^v— attention in the first instance. These form a sort of gallery containing various chambers, seven of which may be reckon- ed in each of the principal wings, namely, two in a semi¬ circle, and five in an oblong. The base of the apartments still retains pediments of niches and tabernacles, the sup¬ porters of which have been destroyed. On the side of the court they are open, while four columns on the one side and six on the other have been totally destroyed. It is not easy to conceive the use of these apartments; but this does not lessen the admiration excited by the beauty of their pilasters and the richness of the frieze of the entablature. Neither is it possible to avoid remarking the singular effect which re¬ sults from the mixture of the garlands, the large foliage of the capitals, and the sculpture of wild plants, with which they are everywhere ornamented. In the middle of the court is a little square esplanade, where anciently stood a pavilion of which nothing now remains but the foundation. With regard to the six columns above mentioned, it is impossible to survey them without being struck with the boldness of their elevation and the richness of their workmanship. Their shafts are 21 feet 8 inches in circumference, and 58 in height; and the total height, including the entablature, is 75 feet 10 inches. Ihe sight of this superb ruin, thus solitary and desolate, is exceedingly imposing; but a more attentive examination discovers a series of foundations, marking an oblong of 268 feet in length and 146 in width, which probably formed the peristyle of a grand temple, the primary purpose of this whole structure. It presented to the great court, that is, to the a !ron.t of, 1° columns, with 19 on each side; which, with the six already mentioned, make in all 54. The ground on which it stood is an oblong, on a level with the court, but considerably narrower, so that there was only a terrace of -7 feet wide round the colonnade ; while the esplanade thus produced fronts the open country towards the W. by a s oping wall of about 30 feet. In approaching the city this descent becomes less steep, so that the foundation of the pa¬ vilion is on a level with the termination of the hill; whence lt ,.s„ey,1t ent t,le who]e ground of the courts has been artificmUy raised. Such seems to have been the former state of this edifice; but the southern side of the grand temple was afterwards blocked up in order to build a smaller one, the penstyle and walls of which are still remaining. This tempffi, situated somewhat lower than the other, presents a sule of 13 columns by 8 in front, or 32 in all. These are likewise of the Corinthian order: their shafts are 15 feet 8 inches in circumference, and 44 feet in height. The building they surround is an oblong, the front of which, turned towards the E., is out of the line of the left wino- of the great court. To reach it the traveller must cross trunks of columns, heaps of stone, and a ruinous wall, by which it is now hid. After surmounting these obstacles, he ailives at the gate, where he may survey the inclosure which was once the habitation of a god ; but, instead of the i° a, pr.0Strat® i,eoPle> and sacrifices offered by a multitude of priests, the sky is seen through the open roof, which lets in light enough to show a chaos of ruins covered with dust and weeds. The walls, formerly enriched w. h all the ornaments of the Corinthian order, now present not ung but pediments of niches and tabernacles, of which almost all the supporters have fallen to the ground. Between the^e niches is a range of fluted pilasters, the capitals of which support a broken entablature ; but what remains dis- p ays a nch frieze of foliage resting on the heads of satyrs, ^ 0t ler,animals* 0ver this entablature was the ancient roof which was 57 feet in width and 110 in length. I he walls which supported it are 31 feet high, and without a window. It is impossible to form any idea of the ornaments of this root except from the fragments lying on the ground ; but it could scarcely have been richer in orna- 340 Baba II Baboon. BAB ment than the gallery of the peristyle. The principal re¬ maining parts contain tablets in the form of lozenges, on which are represented Jupiter seated on his eagle, eta caressed bv the swan, Diana with her bow and crescent, anti several busts of emperors and empresses. It is unnecessary to enter more minutely into the description of this astonisti- ino- edifice. The lovers of the arts will find it described with the greatest truth and accuracy in a work published at London in 1757, under the title of Rums of Baalbec, by Messrs Wood and Dawkins, as well as in the more recent works of Volney, Burckhardt, Richardson, Addison, Lord Lindsay, and Dr Wilson. The present Baalbec is a miserable village, to the east of the ruins, consisting of a few mud-built houses, with a popu¬ lation not exceeding 2000. c \ BABA, Cape, the ancient Lectum, on the coast of tolia, a promontory between Mytelene and fenedos. It is bold and rocky, and is in Lat. 39. 30. N. Long. -6. . BABATAG, or Babadag, a city in the government of Bulgaria and sanjak of Silistria, in Turkey in Europe. It stands on the lake or estuary Rasein, which communicates with the Black Sea, and is surrounded by mountains covered with woods. Pop. 10,000, amongst whom are many Jews and Greeks. It used to be the winter headquarters of the Turkish army during their wars with Russia. Long. 28. 32. E. Lat. 44.55. N. , u BABEL, a city and tower attempted to be built by the human race soon after the Flood, and remarkable for the miraculous frustration of the attempt by the confusion of languages (Gen. xi. 1-9.) Most authors are of opinion that the ancient Babel occupied the exact site of the future Babylon. The expression “reach unto heaven,” as our trans¬ lation of the Hebrew text has rendered it, may be well trans¬ lated represent the heavens; hence some suppose that the top of this tower was not meant to reach up to heaven, but to be consecrated to the heavens, that is, to the worship of the sun, moon, and stars, of the fire, air, &c., and other natural powers, as deities. Less speculative persons think that the tower was erected as a fortress for the establishment of tyrannical power. It is generally supposed to be the same with the tower of Belus, described in the article Babylon. BABELMANDEB (i.e. the gate of tears, so called from the dangers attending its navigation, or, according to an Arabic legend, from the numbers who were drowned by the earthquake which separated the coasts of Asia and Africa) is the strait lying between the coasts of Arabia and Abyssi¬ nia, and connecting the Red Sea with the Indian Ocean. 1 e distance across, from a projecting cape on the Arabian shore to the opposite coast of Africa, is about 20 miles. 1 he in- termediate space contains several small islands, Penm, t o largest, being in Lat. 12. 35. 30. N. Long. 43.28. E. Penm divides tbe strait into two channels, of which the eastern, though the smaller, is the most frequented. It is from 1 ¥ to 4 miles in breadth, with a depth of from 7 to 14 fathoms t the western channel has a depth of about 180 fathoms. BABER, Zehir-Ed-din Mohammed, the founder of the Indian Mogul or Tatar empire, was the fifth in descent from Timur. After two unsuccessful attempts, he suc¬ ceeded in 1519 in subjugating Hindustan ; and extended his conquests from the Indus to the Ganges, subduing Af¬ ghanistan, the Punjaub, and Delhi. See Hindustan. (Me¬ moirs of the Emperor Baber, translated by Leyden and Erskine, 1826.) BABINGTON, Geryase, bishop of vVorcester, was born, according to Fuller, in Nottinghamshire ; but in what year is uncertain. He died in 1610. All the historians who have mentioned this prelate give him the character of a learned and pious man. His works, consisting of Notes upon the Pentateuch, an Exposition of the Creed, &c., were printed both in folio and quarto in 1615, and again in folio m 1637. BABOON. See Mammalia, Index. BAB BABRIUS, Babrias, or Gabrias, an ancient Greek Babrius. fabulist, whose metrical tales are quoted by Suidas and II others. Fragments only of them were known until lately, v abylon'; when M. Mino'ide Mynas discovered a MS. copy in the con- vent of St Lawrence on Mount Athos, and transcribed 123 of them, which were first published at Paris in 1844, by Bois- sonade, with a Latin translation. Babrius probably flourished about the Augustan era. His fables have since been edited by Lachmann, Berol. 1845 ; by Orelli and Baiter, Turic. 1845 ; and by G. C. Lewis, Lond. 1847- BABYLON, the metropolis of the Babylonio-Chaldaean empire, was situated in a wide plain on both sides of the River Euphrates, which divided it into two nearly equal parts. Ancient writers are not agreed as to who was the founder of this city,—some ascribing it to Semiramis, and others ro Belus. It is generally supposed to have been the same with, or at least to have occupied the site of, the Babel of Nimrod’s kingdom. The tower of Belus in like manner is supposed to have been the same with that of Babel; and indeed Babel is the only name given in the He¬ brew or Chaldee of the Bible to this city. But by whom¬ soever it was founded, it was only after the fall of the As¬ syrian empire that it became the capital of the Eastern world; and Nebuchadnezzar was the person to whom it was chiefly indebted for those immense structures that made it one of the wonders of antiquity. Of the accounts given of this city by ancient authors, Ancient that of Herodotus is undoubtedly the one upon which the ^torm greatest reliance can be placed. Not only is he the earliest profane writer upon this subject, but he is the only ancient historian that we know to have been there in person, and that, too, while it was yet in a state of tolerable preserva¬ tion ; and although he may be liable to the imputation of occasionally retailing marvellous stories, yet in no one in¬ stance, where he speaks from his own observation, can he be accused either of partiality or invention. Diodorus is by no means so well entitled to credit as Herodotus ; tor, never having been there in person, his account is taken from other writers, and chiefly from Ctesias, an author of no great authority. We have no proof that either Arrian or Strabo visited Babylon, though the treatise of the former is valuable from his information being derived from the notes of Aristobulus, and Ptolemy the son of Lagus, who were there with Alexander. Quintus Curtms also formed his account upon the reports of the followers of Alexander, many of whom kept journals of the expedition. . According to Herodotus, Babylon was built in the form Descrip: of a square—each side of which was 120 stadia in length ; tion of city, its circumference being therefore 480 stadia, or 55 of our miles. It was surrounded by a wall 87 feet thick, an 350 feet high, outside of which was a vast trench filled with water, and proportioned in depth and width to the elevation of the wall. The earth taken out of the trench was made into bricks for the construction of the wall. These were baked in furnaces, and afterwards cemented by heated bitu¬ men, and layers of reeds were interposed for thirty courses of bricks. Upon the extreme margins of the wall a num¬ ber of buildings of one story were erected opposite each other, with sufficient space between them for a chariot drawn bv four horses to turn round. Another wall encircled the city within this one, not much weaker, but more narrow. The city was divided into two parts by the River Euphrates, along each bank of which extended an embankment of ur- nace-dried bricks. There were in all 100 gates m the wa . that is 25 on each of the four sides, all of brass, the pos ^ and lintels being of the same metal. The city, whic con tained several houses of three or four stories, was 111 sected by streets running from each of the gates, ant cr mg each other at right angles. Opposite the ends of th streets leading to the river were openings in the em ^ ments with brazen gates, and steps leading o BABYLON. Tower of Belus. Palaces. Babylon, river; and these gates were open by day but shut by night. It was by means of these gates, which had been left open, that Cyrus obtained access into the city. In each of the two divisions of the city, in a conspicuous situation, was a walled inclosure, in the one of which was the palace, and in the other the temple of Belus. The lat¬ ter inclosure was a square of two stadia, in the middle of which stood a solid tower of a stadium both in length and bieadth. Upon this tower stood another tower, and an¬ other upon that, to the number of eight. The ascent to them was made in a circular form, leading round all the towers on the outside, with resting-places in the middle of the ascent. This temple, according to Strabo, was also a stadium in height; but this is not mentioned by Herodotus. Here was a large golden image of the god, and near it a golden table, the pedestal and pediment being of the same metal. These were said by the Chaldseans to have been made out of 800 talents of gold. There was also in the temple a golden statue of 12 cubits—“ but this,” says Hero¬ dotus, I did not see, and many other statues and sacred vessels. This tower stood till the time of Xerxes ; who, on his ieturn fiom his Grecian expedition, having first plun¬ dered it of its immense wealth, laid it in ruins. Alexander, on his retuin to Babylon from his Indian expedition, pro¬ posed to rebuild it, and accordingly set 10,000 men to clear away the rubbish ; but the wmrk proved too herculean for such means, and his death happening soon after, put a stop to all further proceedings. 1 The palace of Nebuchadnezzar was eight miles in circum¬ ference, and splendidly decorated with statues of men and animals. On the opposite side of the river, according to Diodorus, stood the old palace of the kings of Babylon; but it was much inferior in size to the new one, being only about four miles in circumference. The two palaces were con¬ nected by means of a bridge of great beauty thrown across the river, as well as by a subterraneous passage. Nothing, however, at Babylon, was more wonderful than the hanging gardens which Nebuchadnezzar constructed in compliance with a wish of his queen Amytis, to possess elevated groves such as she had enjoyed on the hills around her native Ecbatana. For this purpose an artificial moun¬ tain was reared, in the form of a square, of four plethra or 400 feet on each side, with terraces rising one above an¬ other to a height overtopping the walls of the city; the ascent from terrace to terrace being by steps ten feet wide. The terraces were reared to their various stages on ranges of regular piers, which, forming a kind of vaulting, rose' in succession, one over the other, to the required height of each terrace, the whole being bound together by a wall 22 feet thick. I he floor of each terrace or garden was formed in the following manner: on the tops of the piers was first laid a pavement of flat stones, 16 feet in length and 4 in breadth, over wdnch was a layer of reeds, mixed with a great quantity of bitumen ; and this, again, was covered with two courses of bricks closely cemented together with plaster; while over all these were placed thick sheets of lead, on which was laid the earth or mould of the garden. This floorage was designed to retain the moisture of the mould ; and in order to provide a sufficient depth for the largest trees to take firm root, immense hollow piers were built and filled with earth. Upon the uppermost of these terraces was a arge i eservoir, supplied with water from the river by means n an engine ; and from this reservoir the terraces were irrigated, as occasion required. Canals were cut out on the east side of the river, above the town, to prevent any inconvenience from its swellings, by conveying the superabundant waters into the Tigris. 1 he pr incipal of these was the Naher Malcha,or R oyal Canal. A lake was dug to the west of the city to receive the waters f .t, l*r nver while the embankments on each side of it were building. This lake is said to have been 160 miles in cir- 341 Hanging gardens. anals. cuit, and 35 feet in depth. After the completion of the Babylon embankments, the lake and the canal which led to it were v preserved, having been found very useful as a reservoir, Lake from which, by means of sluices, the water was let out on certain occasions, for the irrigation of the land. Such is the description given by ancient historians of this Extent, city, which must have been much larger than we can form an idea of by comparison with the largest modern cities. Much doubt has been cast upon the statements of Hero¬ dotus as to the immense size of this city; but even taking the account of Diodorus, who ascribes to it the least extent of any of the ancient authors, it had a circuit of 41 of our miles, while Herodotus makes it 55 miles. IMoreover, if we confine the city to the limits assigned by Diodorus’ it will not include all the existing remains; whereas the limits assigned by Herodotus include all those venerable ruins in the vicinity of Hillah, that still astonish us by their stupen¬ dous dimensions. The accuracy and truthfulness of Hero¬ dotus whenever he speaks, as in this instance, from his own observations, entitle him to greater credit than Diodorus, who had his account only at second-hand. Nor, when we consider the vast pyramids of Egypt, or the wall of China, is there any reason to doubt the ability of Nebuchadnezzar or others to raise these immense walls and structures with their tens of thousands of captives. Authors have attempted to i educe the extent of the city as given by Herodotus, by questioning the length of the stadium used by him. Ukert, however, has satisfactorily shown that the Greeks had not dif¬ ferent standards of measurement, but always used the Olym¬ pic stadium. The differences between the distances of places as given by the ancients, compared with their modern mea¬ surements, are accounted for by these distances not being measured, but computed by the number of stadia that a good traveller could perform in a day, which would vary con¬ siderably according to circumstances. It seems most pro- bable, however, that in this instance Herodotus converted the Babylonian measurements into Grecian stadia. (See Smith s Dictionary of Greek and Roman Antiquities—Art. Mensural) We cannot, however, suppose that the population of Baby- pon„lfl Ion bore any proportion to its size, or that in this respect ittion. resembled our densely peopled modern towns. It is gene¬ rally supposed that it at no period contained more than two millions of inhabitants. It indeed rather resembled an in¬ closed district, where every house was a villa, than a closely built town. The statement of Herodotus that some of the houses were three or four stories high, clearly indicates that they were not generally of that height; and probably most of t lem had only one story. “ Quintus Curtius says positively that there was pasture and arable land in the inclosure, suffi¬ cient to support the whole of the population during a lono- siege; and Xenophon reports, that when Cyrus took Babylon (which event happened at night), the inhabitants of the op¬ posite quarter of the town were not aware of it till the third pai t of the day, i. e. three hours after sunrise; which was very possibly owing to the great distance of one cluster of houses from another, since, had they been connected with each other in regular streets, the noise and confusion would, I think, have spread the information of the event with much greater rapidity.”—(Rich.) I he destruction of Babylon has generally been referred to the migration of its inhabitants to Seleucia, about 300 years before Christ. How long it survived the establishment of that colony does not appear; all we know is, that, in the time of Diodorus, the greater part of its area was ploughed up ; and bt Jerome in the fourth century describes it as a hunting park of the Parthian kings. 1 here can be little doubt that the ruins in the vicinity ofgite. Hillah, a small town on the banks of the Euphrates, about forty-eight miles S. of Baghdad, are those of the ancient Babylon. 1^, The whole district has been known from the BABYLON. Modern travellers. Rich’s ac¬ count of the ruins. Amran. Kasr. most ancient times by the name of El-aredh Babel, i. e. the Land of Babel. 2d, Its position on the Euphrates, and its distance from the bituminous fountains of Is or Hit, as given by Herodotus and from Seleucia, as given by Strabo. 3d, The character and extent of these ruins. It these be not the ruins of the ancient Babylon, there are no remains else¬ where in Mesopotamia to correspond with the vast edifices of that great city. The traveller who has devoted most time and patience to the illustration of Babylon and its ruins is Mr Rich, who, during the many years that he resided at Baghdad as Bi itish resident, had great facilities and opportunities for the task he undertook. Among the travellers who visited these ruins before his time was Pietro della Valle, who was there in 1616, and has left a fuller account of them than any pre¬ vious traveller. In 1657 a Carmelite monk, named Vin¬ cenzo Maria di S. Caterina di Sienna, sailed up the Eu¬ phrates from Bassorah ; but his account of the various places which he passed is so mixed up with geographical errors as to be almost unintelligible. A few years later, another Roman Catholic missionary, Pere Emanuel de S. Albert, visited and described the ruins, with much greater minute- ness and accuracy than his predecessor. Niebuhr visited them in 1765, and mentions that the place was still called Ard-Babel, and that on both sides of the Euphrates were mounds or little hills full of bricks. M. Beauchamp, who resided for some years at Baghdad as the popes vicai- general, had frequent opportunities of visiting and examining the ruins. He drew up, on the spot, a memoir, which was read before the Academic des Belles Lettres, and printed in their journal for December 1790. According to Rich, the ruins of Babylon, on the eastern side of the Euphrates, may be said to commence at Mo- hawil; the whole country between that and Jumjuma, two miles from Hillah, exhibiting at intervals traces of building, in which are discoverable burnt and unburnt bricks, and bitumen. Three mounds, in particular, attract attention from their magnitude, Amran, Kasr, and Mujelibe. In proceeding northwards from Hillah, and after passing some smaller mounds, he came to a vast mass 1100 yards in length, and 800 in its greatest breadth, whilst its most elevated part rose 50 or 60 feet above the level of the plain. Just below the highest part of it is a small dome, in an oblong inclosure, said to contain the body of a son of Ali, named Amran, together with seven of his companions, all slain at the battle of Hillah. This, however, is one of those frauds not uncommon with the natives, Ali having had no such son. Mr Rich distinguishes this mound by the name of Amran. North of Amran is a valley of 550 yards in length, crossed by lines of ruins of little elevation, and to this succeeds the second grand mass of ruins, which is nearly a square of 700 yards in length and breadth. This is the most interesting part of the ruins of Babylon ; every vestige discoverable in it showing it to have been composed of buildings far supe¬ rior to any other edifice, in the eastern quarter, of which we have any ti*aces. It has, however, been excavated and hollowed out in every direction by workmen, in extracting the bricks, which are of the finest description. In these ex¬ cavations, walls of burnt brick, laid in lime mortar of a very good quality, are seen ; and in addition to the substances generally strewed on the surfaces of these mounds, are found fragments of alabaster vessels, fine earthenware, marble, and great quantities of varnished tiles, the glazing and colouring of which are remarkably fresh. Here Mr Rich found a lion of colossal dimensions standing on a pedestal of a coarse gray granite, and of rude workmanship;—in the mouth was a circular aperture into which a man might in¬ troduce his fist. A part of this ruin, called by the natives the Kasr or palace, but which term Rich applies to the whole mass, is so remarkably fresh in appearance, that it was only after a minute inspection that he was satisfied as to Babylon, its being a Babylonian remain. It consists of several walls and piers (which face the cardinal points) eight feet in thick¬ ness, in some places ornamented with niches, and in others strengthened by pilasters and buttresses, built of fine burnt brick (still perfectly clean and sharp), laid in lime cement of such tenacity that it is extremely difficult to extract them whole. The tops of these walls are broken, and may have been much higher; and some detached walls of the same kind standing at different distances show what remains to have been only a small part of the original fabric. A little to the N.N.E. of this ruin is the famous tree called by the Arabs Atheleh, and which they affirm to have flourished in the ancient Babylon, having been preserved by God from the destruction which overwhelmed that city, that it might afford shelter to the Khalif AH after the battle of Hillah. They assert that there is no other tree of the kind in the world ; it is, however, believed to be a species of tamarisk. Its trunk, which was once enormous, is now so worn away, that nothing more than one side of it remains ; yet :.t bears spreading and ever-green branches, which are peculiarly beautiful, being adorned with long tress-like tendrils re¬ sembling heron-feathers growing from a central stem. These slender and delicate sprays bending towards the ground give the whole the appearance of a weeping willow, while their gentle waving in the wind produces a low and melancholy sound. A mile to the N, of the Kasr, or fully five miles from Mujelibfi, Hillah, and 950 yards from the river bank, is the mound called by the Arabs Mujelibe, or overturned. Its shape is oblong; its height irregular; and its sides face the cardinal points. The northern side is 200 yards in length, the southern 219, the eastern 182, and the western 136; and the elevation of the S.E. or highest angle is 141 feet. The western side, which is the least elevated, is the most inte¬ resting, on account of the appearance of building it presents. Near its summit appears a low wall composed of unburnt bricks, mixed up with chopped straw or reeds, and cemented with clay-mortar of great thickness, having between each layer of bricks a layer of reeds. On the N. side are also some vestiges of a similar construction. The S.W. angle is crowned by something like a turret or lantern; the other angles are in a less perfect state, but may originally have been ornamented in a similar manner. All the sides are worn into furrows, which in some instances are of great depth. The summit is covered with heaps of rubbish, in which layers of broken burnt bricks cemented with mortar have been found, and also entire bricks with inscriptions. Scattered over the whole are fragments of pottery, brick, bitumen, pebbles, vitrified brick or scoria, and even shells, bits of glass, and mother-of-pearl. In the northern face, near the summit, is a niche or recess high enough for a man to stand upright in, at the back of which is a low aperture leading to a small cavity, whence a passage branches off to the right, sloping upwards in a westerly direction till it loses itself in the rubbish. Being informed that in this place, about four years previously, a human body had been found, swathed in a wrapper partially covered with bitumen, and inclosed in a coffin of mulberry wood, Rich was induced to excavate here. He dug into a shaft or hollow pier 60 feet square, lined with fine brick, laid in bitumen and filled with earth; in this was found a brass spike, some earthen vessels, and a beam of date-tree wood. After digging some way farther, they came to a narrow passage nearly ten feet high, flat on the top, and exhibiting both burnt and unburnt bricks; the former with inscriptions on them, and the latter, as usual, laid with a layer of reeds between each row, except in one or two courses near the bottom, w here they were cemented with bitumen. In a continuation of this passage to the eastward, he discovered a wooden coffin containing a ske e- ton in good preservation. Under the head of the coffin was BABYLON. Western side. Birs Nim- roud. Babylon, a round pebble ; attached to the coffin on the outside was a brass bird, and inside an ornament of the same material, which had apparently been suspended to some part of the skeleton^ A little farther, the skeleton of a child was found. About i0 yards from the foot of the Mujelibe, on the northern and western sides, are traces of a low mound of earth which may have formed an inclosure round the whole. Mr Rich, after examining the eastern side of the Euphrates, proceeded to take a survey of the remains on the western side of that river. He found the whole bank to be a flat, intersected by canals, the principal of which were the Tajia 01 Ali Pachas trench and the canal of Tahmasia. The only vestiges were two small mounds of earth opposite the mass of Amran, overgrown with grass, forming a right angle with each other, and a little further on two similar ones. These did not exceed 100 yards in extent, and the place was called by the peasants Anana. But although there are no ruins in the immediate vicinity of tlie river, by far the most stupendous and surprising mass of all the remains of Babylon is situated in this desert about six miles to the S.W. of Hillah. It is called by the Arabs Birs Nimroud, and by the Jews Nebuchadnezzar’s Prison. It is a mound, of an oblong figure, the total circumference of which is 762 yards. At the eastern side it is not more than 50 or 60 feet high, and is cloven by a deep furrow ; but at the western it rises in a conical form to the height of 198 feet: and has on its summit a solid pile of brick 37 feet high by 28 in breadth, and diminishing in thickness to the top. It is perforated by small square holes disposed in rhom¬ boids. I he bricks are of the finest description, with in¬ scriptions on them, and so well cemented, apparently with lime mortar, that it is nearly impossible to extract one of them entire, though the layers are so close together that it is diffi¬ cult to discern what substance is between them. The other parts of the summit of this hill are occupied by immense fragments of brick-work of no determinate figure, tumbled together and converted into solid vitrified masses, as if they had undergone the action of the fiercest fire or been blown up with gunpowder. I he whole of this mound is channelled by the weather, and strewed with the usual fragments, and with pieces of black stone, sandstone, and marble. No reeds were discernible in any part, a circumstance which Mr Rich thinks may be an argument for the superior antiquity of this ruin. At the foot of the mound, a step may be traced scarcely elevated above the plain, exceeding in extent, by several feet each way, the true or measured base ; and there is a quadrangular inclosure surrounding the whole as at the Mujelibe, but much more perfect and of greater dimensions. At a short distance, and parallel with its eastern face, is a mound not inferior to the Kasr in elevation, but much longer than broad. There are numerous other mounds besides those described, but the principal of them are beyond any possible limits that can be ascribed to Babylon ; as the ruins called by the natives Boursa, four leagues below Hillah, and which Mr Rich conjectures to be the Borsippa of Strabo, and the Barsita of Ptolemy. Such was the state of the ruins of this ancient city when visited by Mr Rich : we shall now give a s lort account of Mr Layard’s recent visit, and conclude with an attempt to identify some of these remains with parts of the ancient city. The successes that attended the labours of Mr Eayard among the ruins of Nineveh induced him to turn his atten¬ tion also to those of Babylon. He accordingly proceeded t ere with a party of workmen; but after various excavations, the discoveries were far less numerous and important than e lad anticipated, “ nor did they tend to prove that there were remains beneath the heaps of earth and rubbish which would reward more extensive excavations.” This is to be accounted for by the city having been built in the midst o an alluvial country far removed from the hills, and with no quairies of alabaster or limestone such as existed near 343 hayard’s iccount. Nineveh. The people were therefore content to use such Babylon, building materials as were to be found on the spot, and made bricks with the mud of their alluvial soil, while bitumen and other substances from the vicinity furnished them with an excellent cement; and the walls of their temples and palaces were coated with mortar and plaster. The ornaments and paintings on these would consequently not be so durable as the sculptures on the slabs and stones of Nineveh. During Mr Layard’s stay at Babylon, the troubled state MuielibS of the country prevented him from making more than a hurried visit to Birs Nimroud. In the mound of Mujelibe he sought the subterranean passage which had been previously opened and described by Mr Rich ; and on removing the rubbish, he soon came to that part of the passage where Mr Rich found the coffin of wood, containing a skeleton still well preserved. “ The entrances to other galleries which had not been explored, were still closed with large burnt bricks, amongst which were a few square stones inscribed on one edge with two lines of cuneiform characters, containing the name and titles of Nebuchadnezzar, king of the Chaldees, the inscription usually found on Babylonian bricks. It was evi¬ dent that they had originally belonged to an edifice erected by that monarch, and had been taken from its ruins to form this covering to the vaults and tombs. Beneath this masonry were found several entire coffins precisely similar to that dis¬ covered by Mr Rich. I hey still held skeletons more or less entire, which fell to pieces as soon as exposed to the air. No relic or ornaments had been buried with the bodies. The wood of the coffins was in the last stage of decay, and could only be taken out piecemeal.” “ The coffins discovered at Babel (Mujelibe) are of a comparatively recent period, and are not pure Babylonian. At the very earliest, they maybe of the time of the Seleucidae, but I am inclined to think that they are even of a still later date. It is evident that they were buried after the destruction of the edifice covered by the mound. Upon that great heap over the fallen palace or temple, was probably raised one of those citadels which formed the defences of a city built long after the destruction of the Babylonian empire and its magnificent capital, and which re¬ sisted the arms of Demetrius Poliorcetes. Of this stronghold the thick wall of sun-dried brick on the northern side is pro¬ bably the remains.”—(Layard.) The masonry of this wall is not united by bituminous cement, but apparently by simple mud, as in modern Arab buildings. Excavations and trenches wcie made in other parts of this mound, but without any im¬ portant results. Numerous relics were found similar to those that had al¬ ready been brought to this country by other travellers: among these were arrow-heads in bronze and iron, small glass bottle^ some coloured or ornamented, and vases of earthenware of various forms and sizes, sometimes glazed with a rich blue co our. I hese are considered to belong to a period subse¬ quent to the fall of the empire ; the earliest probably about the tune of the Greek occupation, and the latest about the sixth or seventh century of the Christian era. Mr Layard judging, therefore, that the remains of the ancient edifice, if any still existed, were to be sought far beneath the surface, opened tunnels at the foot of the mound, nearly on a level with the plain. On the eastern, western, and southern sides, they soon came to remains of solid masonry, evidently of the ancient building. On the eastern side eight or ten piers and seveial walls branching in various directions were uncovered, but no plan could be traced, nor any remains of sculptured stone or painted plaster discovered. In the Kasr, the loose nature of the ruins prevented him Kasr trom making any extensive excavations, and the only object of interest discovered was a fragment of limestone, on which were sculptured parts of two figures undoubtedly of gods, with the name of one of them inscribed in Babylonian charac- tcis* Excavations were made in several of the smaller mounds, but without any important results. 344 Babylon. Amran. BABYLON. Identifica¬ tion of the ruins. In the mound Amran, or Amzan ben Ali, no traces of masonry were discovered, but some specimens of glass, and several terracotta figures,lamps,and jarswere found. Among these were five cups or bowls of earthenware, and fragments of some others, covered on the inner surface with letters writ¬ ten in a kind of ink. The characters upon them are in notunlike the Hebrew, and on some they resemble the Sa- baean and Syriac. Similar relics have been found in other ruins near Babylon. Mr Thomas Ellis, of the manuscript department in the British Museum, was the first to decypher these inscriptions. The subjects are amulets or charms against evil spirits, diseases, and every kind of misfortune , one of them being a bill of divorce to the devil and other evil spirits. The writers were evidently Jews, probably descend¬ ants of those who were carried captive by Nebuchadnezzar into Babylon ; and they must have been written long prior to any known existing manuscripts of the ancient Hebrew or Chaldaean languages, as, except in one case, there are no di¬ visions between the words ; nor are there any vowel points. —(Layard’s Nineveh and Babylon.) The identification of the present ruins with parts of the ancient city has been found to be a matter of considerable difficulty. We are told that the city was built upon both sides of the river, and that its principal buildings were the tower or temple of Belus, Nebuchadnezzar’s palace, and the hanging gardens; and the principal existing ruins are the mounds of Amran, Kasr, Mujelibe, and Birs Nimroud. The principal question has been, whether the Birs Nimroud or the Mujelibe represents the tower of Belus. Herodotus states that the tower and palace stood on opposite sides of the Euphrates ; and previous to the time of Rich it was the received opinion that the latter had stood on the W. and the former on the E. side of that river. This was Mr Rich’s opinion on visiting the Birs Nimroud; and on examin¬ ing that ruin he could not help exclaiming, that “ had this been on the other side of the river, and nearer the great mass of ruins, no one could doubt of its being the remains of the tower.” As to the side of the river on which the tower stood, this is not expressly stated by any ancient author, and it had only been inferred from an ambiguity in the ac¬ count of Diodorus. Notwithstanding the distance of the Birs Nimroud from the other remains, it would have been included within the city, if we consider as correct the ac¬ count of Herodotus, who, as has been already said, is the most trustworthy of our ancient historians on this subject. If the Birs Nimroud form no part of the ruins of Babylon, it is sur¬ prising that it is not noticed by any ancient author, in giving an account of that city, which is scarcely credible, seeing that it is a mass of ruins “ by far the most stupendous and surpris¬ ing” of any that are allowed to belong to that city. It has been supposed, from Herodotus’ having used the term iv fx.eato in his description of the tower and palace, that they must each have been in the centre of their respective divisions. Though this term may generally be translated “ in the centre,” there is the highest authority for saying that, when used as it is in this case, it is very frequently applied to an object as lying in the way, or occupying a conspicuous posi¬ tion.—See Schneider's Greek Lexicon, by Passow. Pietro della Valle was the first to assert that Mujelibe was the ancient tower, and his statement was followed, among others, by Major Rennell, author of the Geography of Herodotus. The opinion given out by Mr Rich that the Birs Nimroud might possibly represent the tower, called forth an article from Major Rennell in the Archaeologia, in vindication of his own account of Babylon in the Geo¬ graphy of Herodotus. This was ably answered by Mr Rich in his Second Memoir of Babylon. Major Rennell rejects the idea that the Birs Nimroud was the temple of Belus, mainly on the ground that its distance was too great from the river and the rest of the ruins, to have been in¬ cluded in the circuit of the ancient city. According to him, the Mujelibe represents this temple, and considering this as Babylon, certain, he proceeds to dispose of the other ruins in confer- mity with that. To make good this hypothesis, he is ob¬ liged to have recourse to the supposition that the river ori¬ ginally ran through the present ruins. This is denied by Mr Rich. “ I carefully examined,” says he, “ the whole of the ground between Hillah and Mujelibe, with the view to ascertain the possibility of a change ; but I was totally un¬ able to discover the smallest vestiges indicative of it. The same examination was made by others during my stay, and since that time with the same result.” This is also corro¬ borated by Mr Layard, who says“ After the most care¬ ful examination of the country, I could find no traces what¬ ever of its having at any time flowed much farther than it now does to the east.” But the assertion that the river never flowed much far¬ ther to the eastward than it does at present, involves the question of what has become of the ruins on its western side, as it is expressly stated that the city stood upon both sides of the river. Niebuhr, who visited the spot in 1765, states that there were then mounds or little hills which were discovered to be full of bricks on both sides of the river j and Mr Rich says that he found opposite the mass of Amran two small mounds of earth overgrown with grass, and a little farther on two similar ones. Sir R. K. Porter seems to have subjected the plain on the western side of the Eu¬ phrates to a more minute examination, for the purpose of finding, if possible, some traces of the second palace. About 50 yards N.W. of Anana, a small village on the western bank of the river, 3 miles N.W. of Hillah, he found a con¬ siderable ridge of mounded earth 14 feet high, lunning due N. for 300 yards, and then, forming a right angle, con¬ tinued on in that direction till it met the river. On the face of this ridge terminating at the water-edge, courses of sun- dried bricks are still distinctly visible ; though the level of this land is now so equal with that of the river, that no traces are visible of any corresponding embankment on the other side. Some trifling mounds were observed a little to the S. of the village. After riding onward for about a mile to the S.W. in the direction of the Birs Nimroud, he found the vegetation gradually disappear, and the ground become perfectly sterile,' presenting evident signs of its having been once covered with buildings. 1 hese indications increased at every step for more than a mile, when he came to another and more conspicuous range of mounds, the most consider¬ able of which was about 35 feet high. From the top of this he observed that the face of the country, both to the N. and S., for more than a mile either way, bore the same hillocky appearance ; besides being thickly scattered with those frag¬ ments of past habitations which in all Babylonian ruins have so particularly marked their character. “ Here,” says Sir R. K. Porter, “ I think it is possible I may have found the site of the old or lesser palace ; which, probably, was the temporary abode of Alexander during his inspection of his workmen, while clearing away the ruins of its fallen super¬ structures from the base of the temple of Belus. In the midst of the labour, and after having been engaged nearly two months in that attempt, we are told that he died ; but pre¬ vious to the event, he ordered himself to be removed from his residence on one side of the river to his palace on the other, and the eastern having been the more stately of the two, we can hardly entertain a doubt of its having also been the conqueror’s more stationary habitation. Hence, there seems good reason to conclude, that it was on some spot amongst the ruins of the Kasr that the Macedonian hero breathed his last.” Beyond this mass of mounds which, for perspicuity, he designates the Lesser Palace, and in the same direction (S.W.), he crossed a space of high grass and rank weeds for nearly a mile. He then found the plain again and and un¬ dulated with multitudes of mounds, but of inferior elevation to those last described; these, too, were attended by tne bab Babylon, usual exterior fragments of ruins, spreading in a circular form for rather more than half a mile in width; then followed more than a mile of cultivated land to a canal which he crossed, and half a mile more brought him to an extensive wood of date trees, in the bosom of which stands the vil¬ lage of Tahmasia. P or two miles the cultivation continued, and at the end of this a vast tract opened before him, co¬ vered with every minor vestige of former buildings, which appearances continued all the way to the eastern verge of the boundary around Birs Nimroud, a distance of nearly three-quarters of a mile. The remains seemed to him not only to establish the fact that the western plain of the Eu¬ phrates sustained its portion of the city of Babylon as well as the eastern bank, but that Birs Nimroud, otherwise the temple of Belus, did actually stand in one division of the city. Mr Layard thinks that the fact of there being few re¬ mains on the western side may be accounted for from the Euphrates having a tendency to change its course in that direction, and to lose itself in the marshes to the W. of its actual bed. The low country on that side was subject to continual inundations from the earliest period ; and Arrian states that the western quarter of the city was surrounded and defended by enormous marshes, which prevented all access to it. “ Supposing, therefore, the river from different causes to have advanced and receded during many centuries, between the Hindiyah marshes and its present channel, it will easily be understood how the ruins which may once have stood on the western bank have gradually been washed away, and how the existing flat alluvial plain has taken their place.”—{Layard?) Captain Mignan, who has published the result of a most careful and meritorious survey of these ruins, adopts the opinion of Major Rennell, and asserts that the Birs Nim¬ roud formed no part of the ancient Babylon. His descrip¬ tion of the ruins, however, seem to tell rather against than «)r his opinion. The comparative claims of the two struc¬ tures cannot bear comparison. The Mujelibe is an irregular oblong mass, little more than half the height of its rival, and composed almost entirely of the inferior material of sun- ried bricks. The Birs Nimroud, on the contrary, is much more elevated than any of the other remains, is built of the finest materials, and is of a form such as the tower is de¬ scribed to have been, having been evidently built in suc¬ cessive receding stages. Mr Buckingham is of opinion that the traces of four stages are clearly discernible. The opinion that this structure formed a part of the ancient city is strengthened by the observations of Captain Mignan, that instead of standing solitary, as had generally been supposed, it is surrounded by extensive ranges of ruins, bearing in t eir shattered fragments every mark of ancient importance. If any building,” says Mr Rich, “may be supposed to liave left considerable traces, it is certainly the Pyramid or lower of Belus, which, by its form, dimensions, and the so i itj, oi its construction, was well calculated to resist the ravages of time; and if human force had not been em- p oyed, would, in all probability, have remained to the pre¬ sent day in nearly as perfect a state as the Pyramids of I am of opinion,” he continues, “ that this ruin is o a nature to fix of itself the locality of Babylon, even to 'f e,exc . ^on °f those on the eastern side of the river ; and 1 t e ancients had actually assigned a position to the tower iireconcilable with the Birs, it would be more reasonable to suppose that some error had crept into their accounts wan to reject this most remarkable of all the ruins.” t is stated by ancient writers in the most positive and circumstantial manner, that the palace, with its grand ap- I n age of hanging gardens, was situate upon or very near wat nv1er’ }v*lence5 indeed, the gardens were artificially • 61 e(,; ^owj modern Babylon presents near the river no mrlM ^magnitude except those of the Amran, Kasr, ujehbe. It seems, therefore, unquestionable that VOL. iv. bab 345 some °f these must be the remains of those immense struc-^y1™ tures. In the Kasr we have remains of a pile, sumptuous in its material, of the finest furnace-baked brick, and mag¬ nificent for its extent, occupying a central position amonv the conspicuous ruins on the eastern bank, and inclosed on three sides by immense embankments answering to the description left us by Herodotus of the strong interior wall which surrounded the palace”—(Dr Traill in Edin. Phil Journal, vol. xix.) The Mujelibe is by Mr Rich supposed to be the hanging gardens, and this is the generally received opinion, although some would give the preference to Amran from its lying nearer the river. The opinion of Mr Rich seems to be strengthened by the piers discovered here by Mr Layard, and from no traces of masonry having as yet been found in the mound of Amran. The Amran and the em¬ bankment may probably have formed part of the defences of the city towards the river. It has been supposed that Dio¬ dorus is incorrect in stating that there were two palace* especially as he is not supported by Herodotus or any other ancient authority; and as he wrote only from hear¬ say, that he might have been deceived by varying accounts of one palace, and thus led to form the idea that there were two. I he striking similarity in his two descriptions as to situation, plan, and ornament, somewhat favours this con¬ jecture. It is possible, however, that Sir R. K. Porter may be right in his supposition that he had found the site of the Lesser Palace. It thus seems extremely probable that the palace and the hanging gardens were situated on the eastern side of the Euphrates, and the tower of Belus on the western; that the Birs Nimroud was included within the walls of the ancient city, and is the remains of the tower of Belus, and that the Kasr represents the palace; while the Mujelibe not im- probaWy corresponds to the hanging gardens.-See Rich’s Lwstand Second Memoirs on the Ruins of Babylon, 1815 and ISiS; Major Rennell, On the Topography of Ancient Babylon, m Archaologia, vcl. xviii.; Sir R. K. Porter’s Pavels, London, 1822; “Remains of Babylon,” in Edin. AWw, vol. xlym.Mignan’s Travels in Chaldcea, Lond. I8-.9 ; Buckingham s Travels in Mesopotamia; Ainsworth’s Researches in Babylonia, Lond. 1838 ; Keppell’s Personal Narrative; Dr I rail! On Ruins of Babylon, in Edin. Phil. Journal, vol. xix.; Nineveh and Persepolis, byVaux, Lond. 8^°a }f^r^t^l.nevehfndBabylon, London, 1853. (d.k.) jABYLONIA, or ChaleLea, a country and kingdom o Asia, the capital of which was Babylon. The countrv was bounded on the N. by the desert part of Mesopotamia! on the E- by the Tigris, on the S. by the Persian Gulf, and on the W. by the Arabian desert. The confines of the kingdom, however, were at times much more extensive. Passing over the early portion of Babylonian history, which is obscure and doubtful, we shall limit ourselves to a shoit acount of the events which terminated in the subver¬ sion of the kingdom. A war which had begun between the Medes, Persians, and Babylonians, in the reign of Neriglissar, the father of Na- bonadius, had been carried on with very bad fortune on the side of the Babylonians. Cyrus, who commanded the Me- dian and Persian army, having subdued the several nations inhabiting the great continent from the /Egean Sea to the Euphrates, bent his march towards Babylon. Nabonadius, icaring o ns march, immediately advanced against him twiner army' !Vhe engagemenf which ensued, the Ba- y lans weie defeated; and the king, retreating to his metropolis was blocked up and closely besieged by Cyrus. le reduction of this city was no easy enterprise. The walls were of a prodigious height, the number of men employed to defend them was great, and the place was stored with all of Pr°vif?ns twenty years. Cyrus, despairing of being able to take such a city by storm, caused a line of cir- cumvallation to be drawn quite round it, with a large and deep ditch; reckoning that if all communication with the 2 x 346 BABYLONIA. Babylonia, country were cut off, the besieged would be obliged to sur- render through famine. That his troops might not be too much fatigued, he divided his army into twelve bodies, ap¬ pointing each body its month to guard the trenches ; while the besieged, trusting to their high walls and magazines, insulted him from the ramparts, and ridiculed all his prepa¬ rations as so much unprofitable labour. . After Cyrus had spent two whole years before Babylon, without making any progress in the siege, he at last thought of the following stratagem, which put him in possession o it. He was informed that a great annual solemnity was to be held at Babylon, and that the inhabitants on that occa¬ sion were accustomed to spend the whole night in drinking and debauchery. This he therefore thought a proper time for surprising them; and accordingly sent a strong de¬ tachment to the head of the canal leading to the large lake, with orders, at a certain time, to break down the great bank which was between the lake and canal, and to turn t le whole current into the lake. At the same time he stationed one body of troops at the place where the river entered the city, and another where it came out; ordering them to march in by the bed of the river as soon as they should find it fordable. Towards the evening he opened the head ot the trenches on both sides of the river above the city, that the water might discharge itself into them; by which means, and the breaking down of the great dam, the river was soon drained. The troops then entered the channel, the one body commanded by Gobryas, the other by Gadates ; and find¬ ing the gates all left open in consequence of the disorders of that riotous night, they penetrated into the very heart of the city without opposition, and meeting, according to agi ce¬ ment, at the palace, they surprised the guards and cut them to pieces. Those who were in the palace opened the gates to know the cause of this confusion, when the Persians rushed in, took the palace, and killed the king, who came out to meet them sword in hand. Thus an end was Puf to the Babylonian empire; and Cyrus took possession of Ba¬ bylon for one called in Scripture Darius the Mede, most probably Cyaxares II., uncle to Cyrus. From this time Babylonia never formed a distinct kingdom, but nas a ways followed the fortune of those great conquerors who at differ¬ ent times have appeared in Asia. It is now subject to the Turks, under the name of Irak Arabi. ... , Of the country, manners, customs, and institutions of tfie Babylonians, a good account, chiefly gathered from Herodo¬ tus, has been given by M. Sabbathier in his Manners, Cus¬ toms, and Usages of Ancient Nations (Stockdale’s English translation, 2 vols. 8vo. 1775). “ As all the nations under the dominion of Cyrus, besicie the ordinary tributes, were obliged to maintain him and his army, the monarch and his troops were supported by all Asia. The country of Babylon alone was obliged to maintain him four months of the year ; its fertility, therefore, yielded a third of the produce of Asia. The government of this country, which the Persians termed satrapy, was richer and more extensive than any of the rest. It maintained for the king, besides the war-horses, a stud of 800 stallions and 16,000 mares, bo great a number of Indian dogs were likewise bred in this pro¬ vince for the king, that four of its cities kept those animals ; and in return, they were exempted from all taxes and tributes. “ It rained very seldom in this country, according to Hero¬ dotus. The earth was watered by the river, which was here diffused by human industry, as the Nile is over Egypt by na¬ ture : for all the country of Babylon was divided by canals, the greatest of which was navigable, and flowed from S. to N., from the Euphrates to the Tigris. In short, it was one of the finest countries for corn in the world; but for producing trees, the fig-tree, the vine, and the olive, it was not famous. It was so luxuriant in grain, that it commonly yielded a hundred times more than what was sown ; and in good years it yielded three hundred times more than it received. The leaves of its wheat and barley were four inches broad. ‘ Though I know,’ says Herodotus, ‘ that the millet and the sesame of that country grow to the size of trees, I will not describe them particularly, Babylonia, lest those who have not been in Babylonia should think my ac- v ^ J count fabulous.’ “ They had no oil but what they made from Indian com. The country abounded with palm-trees, which grew spontane¬ ously ; and most of them bore fruit, of which the inhabitants made ’bread, wine, and honey. They cultivated these trees and their fig-trees in the same manner. Some of them, as of other trees, the Greeks called male ones. They tied the fruit of the male to the trees which bore dates; that the musquitto, leaving the male, might cause the date to ripen, by penetrat¬ ing it; for without that assistance it did not come to maturity. Musquittos bred in the male palms as in the wild fig-trees. “ But we must not here omit to give an account of the pecu¬ liar and surprising construction of their boats of skins, in w hich they sailed along the river to Babylon. These boats were in¬ vented by the Armenians, whose country lay north from Ba¬ bylonia. They made them with poles of willow, which they bent, and covered with skins; the bare side of the skins they put outwards ; and they made them so tight that they resembled boards. The boats had neither prow nor stern, but were of a round form like a buckler. They put straw on the bottom. Two men, each with an oar, rowed them down the river, laden with different wares, but chiefly with palm wine. Of these boats some were very large and some very small: the largest carried the weight of 500 talents. There was room for an ass in one of their small boats ; they put many into a large one. When they had unloaded, after their arrival at Babylon, they sold the poles of their boats and the straw, and loading their asses with the skins, returned to Armenia,; for they could not sail up the river, its current was so rapid. For this reason they made their boats of skins instead of wood ; and on their return to Armenia with their asses, they applied the skins to their former use. “ As to their dress, they wore a linen shirt, which came down to their feet. Over it they wore a woollen robe ; their outer garment was a white vest. Their shoes resembled those of the Thebans. They let their hair grow. ■ On their heads they wore a turban. They rubbed their bodies all over with fra¬ grant liquors. Each man had a ring on his finger, and an ele¬ gant cane in his hand, with an apple at the top, or a rose, a lily, or an eagle, or some other figure ; for they were not suf¬ fered to use canes without devices. , . “ With regard to their policy, Herodotus thinks that tnerr best law was one which the Heneti, an Illyrian people, like¬ wise observed in every town and village. When the girls were marriageable, they were ordered to meet m a certain place, where the young men likewise assembled. 1 hey were then sold by the public crier: but he first sold the most beau¬ tiful one. When he had sold her at an immense price, he put up others to sale, according to their degrees of beauty. Ihe rich Babylonians were emulous to carry off the finest women, who were sold to the highest bidders. But as the young men who were poor could not aspire to have fine women, they were content to take the ugliest with the money which was given them ; for when the crier had sold the handsomest he ordered the ugliest of all the women to be brought, and asked “ any one was willing to take her with a small sum of money, inus she became the wife of him who was most easily satisfied; an thus the finest women were sold, and from the money wdicn they brought, small fortunes were given to the ugliest, and to those who had any bodily infirmity. A father could not marry his daughter as he pleased; nor was he who bought her al¬ lowed to take her home, without giving security that he would marry her. But, after the sale, if the parties were not agree¬ able to each other, the law enjoined that the purchase-money should be restored. The inhabitants of any of their ^ were permitted to marry wives at these auctions, bucn w the early customs of the Babylonians. “ But they afterwards made a law, which prohibited tne in habitants of different towns from intermarrying, and by wfucn husbands were punished for treating their wives ill. they had become poor by the ruin of their metropolis, fathers used to prostitute their daughters for gam. There was a se - sible custom among the Babylonians, worthy to1+b+e, They brought their"sick into the forum, to consu t those who passed on their diseases ; for they had no physici • asked those who approached the sick, if they had e\ Baby¬ lonian Baccha¬ nalia. BAG same distemper; if they knew any one who had had it, and how he was cured. Hence, in this country, every one who saw ) a sick person was obliged to go to him and inquire into his distemper. “ They embalmed their dead with honey, and their mourning was like that of the Egyptians. “ There were three Babylonian tribes who lived only upon fish, and who prepared them in the following manner: they dried them in the sun, and then beat them in a mortar to a kind of flour, which, after they had sifted it through linen, they baked into rolls. “ The Babylonians at first worshipped only the sun and the moon ; but they soon multiplied their divinities. They deified Baal, Bel, or Belus, one of their kings, and Merodach-Baladan, They also worshipped Venus under the name oi Mylitta. She and Belus were the principal deities of the Babylonians. They counted their day from sunrise to sunrise. They solemnized five days of the year with great magnificence, and almost the same ceremonies with which the Romans celebrated their Saturnalia. “ The Babylonians were very much addicted to judicial as¬ trology. Their priests, who openly professed that art, were obliged to commit to writing all the events of the lives of their illustrious men; and on a fancied connection between those events and the motions of the heavenly bodies the principles of their art were founded. They pretended that some of their books, in which their historical transactions and revolutions were accurately compared with the courses of the stars, were thousands of years old. This assertion of their judicial astro¬ logers we may reasonably dispute ; but that their astronomers had made a long series of observations is incontestably true. It is certain that some of these were extant in the days of Aristotle, and that they were older than the empire of the Babylonians.” See Astronomy, History. BAG BABYLONIAN, Babylonius, is used by some ancient writers to signify astrologer, or anything relating to astro¬ logy. Hence Babylonia cura means the art of casting na¬ tivities ; and numeri Babylonii, the computation of astrolo¬ gers. See above. BAB YLONICA Texta, a rich sort of weavings or hang¬ ings, so called from the city of Babylon, where the art of interweaving divers colours in hangings or tapestry was first practised. Hence also Babylonic garments, Babylonic skins, Babylonic carpets, housings, &c. BACCALAUREATE, the degree of bachelor of arts. See Universities. BACCARAT, a town of France, capital of a canton in the department of Meurthe, 15 miles S.E. of Luneville. It is celebrated for its glass works, the most extensive in France, and which employ upwards of 1000 workmen. Pop. 2794. BACCHiE, BttKyai, in Antiquity, the female companions of Bacchus, who are said to have followed him in his Eastern expedition. It was likewise the name given to the priest¬ esses of Bacchus, who celebrated the orgia or mysteries of that god, and are sometimes designated by the names, Mae- nades, Thyiades, &c. BACCHANALIA, festivals or orgies in honour of Bac¬ chus, which were introduced by the Greeks of Southern Italy into Etruria and Rome. These festivals, which had been celebrated among the Greeks with great merriment, degenerated among the Romans into practices of hideous licentiousness and immorality, which were generally carried on at night and in secret. In the year b.c. 186 their ex¬ istence was discovered by the Roman magistrates, and strict inquiries were instituted. The numerous crimes committed at these nocturnal orgies induced the senate to issue an order orbidding the celebration of the Bacchanalia both at Rome and in Italy. This order (Senatus consultum de Baccha- nalibus), which is mentioned by Livy and Cicero, was dis¬ covered, in 1640, at Bari in Southern Italy, engraved upon a brazen table, from which it has frequently been copied, as in Drakenborch’s edition of Livy, in Donaldson’s Varroni- anus, and elsewhere. The Greeks called the festivals of Bacchus Dionysia Lencea, Anthesteria, which were celebrated at different sea¬ sons of the year, and at which the dramatic poets produced their new tragedies and comedies in the Dionysiac theatre in Athens. See Dr Schmitz’s article Dionysia in Smith’s Dictionary of Greek and Roman Antiquities. (l. s.) BACCHIGLIONE, a river in the Venetian territory, which, rising in the mountains eastward of Trent, passes by Vicenza and Padua, and falls into the lagune of Venice below Este, after a course of 90 miles. It is navigable for large boats as far as Vicenza. It gave name to a province of Napoleon’s Italian kingdom. BACCHIUS (Ba/cxctos), surnamed the Old; a Greek author whose place and time of birth are unknown. He wrote an Introduction to the Art of Music, in the form of questions and answers, apparently intended for the use of schools. Its title, Ekraycoy^ p.oucrt/djs, might lead one to suppose that it contains some explanations of the art of composing or performing music; but it treats merely of sounds, intervals, systems, &c. Meibomius published the first part of Bacchius’ work, with a Latin translation and notes, in his Antiques Musicce Auctores, Amstel. 1652 ; but unaccountably omitted the second part, although he had a copy of it. In the royal library of Paris there exists a MS. copy of that second part, but it has not yet been pub¬ lished, except through a bad French translation of the whole work, given by Mersenne in his Harnionie Universelle, 1627. ^ (g.f. G.) BACCHUS (Bd/cxos), the god of wine and revelry, more generally called Dionysus by the Greeks, was, according to the common tradition, the son of Jupiter and Semele the daughter of Cadmus and Hermione. When Semele was pregnant, Juno, in the disguise of a friend, persuaded her to urge the fatal request that her lover, in order to assure her of his divinity, would come to her embraces invested with the attributes of majesty. Jupiter, who had sworn by Styx to grant whatever she might ask, was obliged to comply ; when the mortal Semele, unable to endure the fiery splendours of the god, was reduced to ashes. The infant Bacchus was snatched from the flames by Mercury, or by the nymph Dirce, and sealed up in his father’s thigh until the full period of birth; whence he has received the epithet of Bimatris. Se¬ mele, under the name of Thyone, was immediately translated to heaven; or, as some report, she remained in Hades till brought thence by Bacchus. According to Ovid, the young Bacchus was brought up by his aunt Ino, and afterwards intrusted to the care of the nymphs of Mount Nysa. Others say that he was educated at Naxos by the nymphs Philia, Coronis, and Cleis. Pausanias relates a tradition of a more dramatic cast:—that when Cadmus discovered the amour of his daughter, he exposed her with her infant to the perils of the deep in a coffer or chest, which was carried by the waves to the coast of Brasiae in Peloponnesus, where Semele was found dead, but the child still living. These various traditions appear to refer to different personages. Cicero enumerates five Dionysi : 1. The son of Jupiter and Se¬ mele ; 2. the son of Nilus; 3. The son of Caprius or Ca- birus ; 4. I he son of Jupiter and the Moon ; 5. The son of Nisus and Thyone (De Nat. Dear. iii. 23). Bacchus is often confounded with the Egyptian Osiris, or the sun, whose worship appears to have been introduced into Greece by the Orphici; and when Bacchus is represented seated on a globe bespangled with stars, he must be regarded as iden¬ tified with that deity. Tradition represents Bacchus as having assisted the gods in their war against the giants, in which he was cut to pieces ; but this story evidently relates to Osiris, who was killed by his brother Typhon. When Bacchus was grown up he was afflicted by Juno with madness, in which condition he wandered over many parts of the earth. There is also a tradition that while he lay asleep in the isle of Naxos he was carried off by some Tyrrhenian mariners, whom he transformed into dol- 347 Bacchi- glione It Bacchus. 348 BAG Bacchus, phins, but spared the pilot because he had opposed their ' design. (See Accetes.) In his celebrated expedition to India, he is represented sitting in a chariot drawn by a lion and tiger, with a panther’s skin flung about his shoulders. His attendants were Pan, Silenus, and the Satyrs, besides a motley multitude including numerous Bacchantic u omen, who are variously styled Lense, Maenades, 1 hyades, Mimal- lones, Clodones, and Bassarae or Bassarides. Armed with the thyrsus, and crowned with vine and ivy leaves, they danced around him with cups in their hands, shouting “ Evohe. Bacche!” “Evohe! Eleleu!” to the sound of Phrygian flutes, drums, and cymbals. His progress was triumphant, and generally without bloodshed; for men gratefully acknow¬ ledged the divinity of the hero who taught them the culti¬ vation of the vine and instructed them in the useful arts. He was relentless, however, towards those who opposed his authority ; and on that account he inflicted dreadful punish- ments on Damascus, on Lycurgus the son of Dryas king of Thrace, and others. Bacchus is generally represented as young, handsome, and beardless, with an air of luxurious languor and effemi¬ nacy, and long flowing hair, holding in his hand a thyrsus, and crowned with vine or ivy leaves. Sometimes he has the appearance of age and decrepitude, as indicating the effects of intemperance: at other times he is seen as an infant in the arms of his foster-father Silenus, or riding on the shoulders of Pan, or on a goat, and accompanied by goats and satyrs. The horns with which he is sometimes represented are probably the symbol of victory or dominion, according to the Egyptian idea; but these are genei ally short, and concealed almost entirely by the hair. The phallus, which had a conspicuous place in the processions of Bacchus, was introduced from Egypt by Melampus. (See Herodot. ii. 49.) His several appellations of Liber, Bromius, Evan, Thyonaeus, Bassareus, Psilas, &c., were derived either from circumstances connected with his personal history, from the places where he was worshipped, or from the ceremonies observed at his festivals. These festivals, which were very numerous, were called Orgia, Dionysia, Bacchanalia, &c. The orgies were celebrated by night, and those held on Mount Cithaeron were especially noted for extravagance and licen¬ tiousness. The Dionysia at Athens were celebrated with ex¬ traordinary splendour. The rites of Bacchus were often at¬ tended with the grossest debauchery ; and to such a pitch was this depravity carried at Rome, that it was found neces¬ sary to suppress the orgies by a decree of the senate. The vine, ivy, laurel, yew, fig-tree, and fir, were sacred to Bac¬ chus ; as were also the tiger, panther, ass, dolphin, magpie, and serpent; the last, as emblematic of immortality, being common to several of the gods. The ram was sacrificed to him, as was also the goat, on account of its destructiveness to vines. (See Ascolia.) It is said that in very early times this deity was propitiated with the blood of human victims ; and even Themistocles had the barbarity to sacri¬ fice three noble Persian youths on an altar which he erected to Bacchus Omestes on board his galley. (Plutarch, Themist.) Bacchus had numerous children by Ariadne, whom he espoused in the island of Naxos, after her desertion by The¬ seus. (See Ariadne.) The most interesting circumstance in connection with the worship of this deity is that of the dithyrambics and mummeries performed at the celebration of his mysteries, which were undoubtedly the first rude pro¬ totypes of scenic or theatrical representations, as eventually developed in the comedies of Cratinus, Eupolis, and Aris¬ tophanes. Tragedy also arose out of the worship of Bac¬ chus. The worshippers, clad in the skins of goats and fawns, imitated the poetical fictions concerning the god; personat¬ ing Silenus, Pan, the nymphs and satyrs, and arrayed in gro¬ tesque dresses, they smeared their faces with the lees of wine, and diverted themselves and others with their antic gestures and comic sallies. BAG The Greek word rpaywSia, tragedy, is generally admitted to have been derived from the name of the victim, rpdyos, a goat, which was sacrificed on these occasions, accompanied with the singing of an ode or hymn, w&p > . « The origin of Bacchus and of his name have given rise to a diversity of opinions. The name has been deduced from and from jSoaco, because of the noise which pre¬ vailed at the celebration of his rites. Diodorus mentions three deities of this name : 1. The conqueror of India, who is known as the bearded Bacchus ; 2. The horned Bacchus, son of Jupiter and Proserpine; 3. Ihe son of Semele, called the Bacchus of Thebes. The ingenious Rudbeck conjectures that Bacchus was a Scythian or Thiacian hero named Bagge, whom tradition represents as the conqueror of the Eastern world; and this name he derives from bagge, bock, i.e. a goat or ram, metaphorically taken for dux. {Atlantic, ii. p. 146.) Ovid, indeed, makes Bacchus set out from the Hebrus, a river of Thrace:— Bacehy. lides II Baccio. Ibat arenoso satyris eomitatus ab Hebro.—Fast. iii. 737. The worship of this deity appears to have been of Eastern origin. The name Dionysus (Aidwcros) is apparently a com¬ pound of Ats and Nixra, i.e. the deity from Nysa, which was the name of a mountain and city between the rivers Choaspes and Cophes; yet it should be observed that this name was borne by several other places in different parts of the world. s: T~L*) B ACCH YLIDES, BcikxiAiStjs, a famous Greek lyric poet, born at lulis in Ceos, was the nephew of Simonides, and flourished about 470 years before Christ. He resided long at the court of Hiero of Syracuse with Simonides and Pindar, and wrote odes, hymns, and epigrams, of which some frag¬ ments are published in the first volume of Brunck § Ana¬ lecta ; by Neue, Bacchylidis Cei Fragm.; and by Bergk, Poetce Lyrici Greed. BACCIO, or Baggies, Andrea, a celebrated physician of the sixteenth century, born at St Elpideo. He practised physic at Rome with great reputation, and was first physi¬ cian to Pope Sixtus V. The most scarce aud valuable of his works are the following:—1. Be Thermis ; 2. Be JSa- turali Vinorum Histona, de Vinis Italia, et de Convivns Antiquorum ; 3. Be Venems et Antidotis ; 4. Be Gemmis ac Lapidibus Pretiosis. Baccio della Porta, called Bartolomeo di S. Marco, a celebrated historical and portrait painter, was born at Sa- vignano, near Florence, in 1469, and died in 1517. He was a disciple of Cosimo Roselli; but his principal knowledge of the art was derived from Lionardo da Vinci. He under¬ stood the true principles of design better than most masters of his time ; and as he was a considerable master o( per¬ spective, Raphael had recourse to him after quitting the school of Perugino, and under his direction studied the art of managing and uniting colours, as well as the rules of pei- spective. Some years after the departure of Raphael from Florence, Baccio visited Rome, where he derived much bene¬ fit from the study of the antique, and of the works of Raphae , which were then the admiration of the whole world, hi is improvement was manifested in a picture of St Sebastian, which he finished on his return to Florence. This was so well designed, so naturally and beautifully coloured, and so strongly expressive of suffering and agony, that it was foun necessary to remove it from the place where it had been ex¬ hibited in the chapel of a convent, in consequence ot tne too powerful impression it had made on the imaginations o many women who beheld it. Baccio was very laborious, an made nature his perpetual study ; his designs were i»on- guished for correctness and purity, his figures had a gr deal of grace, and his colouring was admirable. He 18 us^ ^ accounted the inventor of the useful contrivance ca e lay figure. There is a capital picture of the Ascension, y Baccio, in the Florentine collection. Bach BAG BACH, Johajstn Sebastian, a most original and learned II, composer of music, was born at Eisenach, March 21, 1685, Bachian^ and died at Leipzig, July 30, 1750. His works were very " — numerous, but many of them have been lost, and many others still remain in manuscript; although, fortunately, a number of his best works have been printed. His published works alone prove his powers of invention and construction to have been prodigious. His compositions consist chiefly of sacred music, and pieces for the organ and harpsichord. He com¬ posed no dramatic music. Many persons believe that Gluck was the first great German composer of recitatives ; but this error is made evident by Bach’s Grosse Passionsmusik, published in score, at Berlin, in 1830. In knowledge of in¬ strumentation and instrumental effects, he was far in advance of his contemporaries. As a fugue writer and an extem¬ pore composer, he was unequalled; while as an organ and harpsichord player he had no rival but Handel. What he wrote was to please himself and not the public, whose favour he never courted. He was twice married, and had eleven sons and nine daughters. All his sons became professional musicians, but only three or four of them distinguished them¬ selves as composers. (g. f. g.) Bach, Carl Philip Emanuel, the second son of Johann Sebastian Bach, was by far the most remarkable of the eleven brothers, not only for his peculiar genius and originality, but also for the great influence which his compositions exercised on the forms and style of later instrumental music. His style, full of novelty and elegance, was that which Haydn and Mozart studied attentively, and carried to perfection by giving it greater breadth of development. He* was born at Weimar on the 14th of March 1714, and died at Hamburg on the 14th of December 1788. His compositions, vocal and instrumental, are numerous. Many of them are still unpublished. (g. f. g.) BACHELOR, a common term for a man not married, or who is yet in a state of celibacy. The Roman censors fre¬ quently imposed fines on bachelors. Dionysius of Halicar¬ nassus mentions an old constitution, by which all persons of full age were obliged to marry. But the most celebrated law of this kind was that made under Augustus, called the Lex Julia de Maritandis Ordinibus, by which bachelors were made incapable of taking legacies or inheritances by will, unless from their near relations. By the laws of Ly- curgus bachelors were branded with infamy, and excluded from all offices civil and military, and even from the public en¬ tertainments. At certain feasts they were exposed to public derision, and led round the market-place. In the canon law we find injunctions on bachelors, either to marry, or to turn monks and profess chastity in earnest. Bachelor was anciently applied to those who had at¬ tained to knighthood, but wanted the number of vassals suffi¬ cient to entitle them to have their banner carried before them in the field of battle ; or who, being of the order of bannerets, were not yet of age to display their own banner, and conse¬ quently obliged to march to battle under the banner of an¬ other. Bachelor was also a title given to young cavaliers, who having made their first campaign, received the military girdle accordingly; and it further served to distinguish him who had overcome an adversary in a tournament the first time he had ever engaged. Knights-BjcHELORs, the most ancient, but the lowest, or¬ der of knights in England, known by the name of knights only. They are styled knights-bachelors, either, according to some, as denoting their degree, quasi “ bas chevaliers or, according to others, because this title does not descend to their posterity. Knights are called in Latin equites aurati, from their wearing gilt spurs. Bachelors of Arts, of Divinity, of I^aws, and of Medicine, are persons who have taken the first degree in these respec¬ tive faculties. See Universities. BACHIAN, one of the Molucca islands, about fifty-four BAG 349 miles in length by twenty in breadth, and separated by a Bacillaria narrow strait from the island of Gilolo. It yields gold dust, II sago, fruits, and cloves. The inhabitants are Malay Maho- Back' metans. Long. 127. 33. E. Lat. 1. 0. S. gammon. BACILLARIA, one of Ehrenberg’s families of infix- soria, containing 30 genera or more. The siliceous bucklers of those minute animals form whole beds of the polishing- slate of Bohemia; and are contained in astonishing numbers in the cretaceous formations of England, Germany, Italy, Greece, and North America. See Animalcule. BACKER, or Barker, Jacob, portrait and historical painter, was born at Harlingen in 1609, but spent the greater part of his life at Amsterdam. His portraits are executed with boldness, spirit, and grace. His incredible expedition in painting was testified by a half-length portrait of a lady, adorned with rich drapery and jewels, which he began and finished in one day. Of his historical subjects the picture of Cimon and Iphigenia is worthy of mention. He died in 1651. BACKERGUNGE, one of the lower provinces of the presidency of Bengal, situate in the delta of the Ganges, and containing an area of 3794 square miles, with a population of 733,800. The tract throughout is low, level, and inter¬ sected by numerous rivers, the principal of which are the Ganges and the Meghna. For the most part the soil is al¬ luvial, but notwithstanding the inundations to which the dis¬ trict is subject, the climate is more healthy than in most parts of Bengal, the several channels serving as drains to carry off the stagnant water immediately after the cessation of the rains. Generally speaking the country is well culti¬ vated, and the crops of idee are rich in the extreme. The town of Backergunge was formerly the principal place of the province, but the seat of the civil establishment was some time since transferred to Burrisol, a town 128 miles east of Calcutta, in Lat. 22. 43. Long. 90. 23. (e. t.) BACKGAMMON, an ingenious game played with dice upon a table by two persons. The table is divided into two parts, upon which there are twenty-four black and white spaces, called points. Each player has fifteen men, black and white, to distinguish them, and they are disposed of in the following manner : Supposing the game to be played in the right-hand table, two are placed upon the ace point in the adversary’s table, five upon the six point in the opposite table, three upon the cinque point in the hithermost table, and five on the six point in the right-hand table. The grand object in this game is for each player to bring the men round into his right-hand table, by throwing with a pair of dice those throws that contribute towards it, and at'the same time to pi event his adversary doing the like. The first best throw upon the dice is esteemed aces, because it stops the six point in the outer table,, and secures the cinque in the thrower’s table ; so that the adversary’s two men upon the thrower’s ace point cannot get out with either quatre, cinque, or six. I his throw is an advantage often given to the antagonist by the superior player. When he carries his men home in order to lose im point, he is to carry the most distant man to his adversary’s bar point, that being the first stage he is to place it on ; the next is six points faither, viz. in the place where the adversai’y’s five men are fii’st placed out of his tables ; and he must go on in this method till all his men are brought home except two, when by losing a point he may often save the gammon, by throwing two fours or two fives. When a hit is only played for, he should endeavour to gain either his own or adversary’s cinque point; and if that fail by his be¬ ing hit by the adversary, and he find him farther advanced than himself, in that case he must throw more men into the adversary’s tables, which is done in this manner : He must put a man upon his cinque or bar point; and if the adversary neglect to hit it, he may then gain a forward game instead of a back game. But if the adversary hit him, he should play for a back game ; and then the greater number of men 350 BACKGAMMON. Back- which are taken up makes his game the better, because by gammon, these means he will preserve his game at home. He should then endeavour to gain both his adversary’s ace and trois points, or his ace and deuce points, and take care to keep three men upon the adversary’s ace point, that in case the latter hit him from thence, that point may remain still se¬ cure to himself. A back game should not be played for at the beginning of a set, because it would be a great disadvan¬ tage, the player running the risk of a gammon to win a single hit. The subsequent calculations will show the odds of en¬ tering a single man upon any certain number ot points. Upon two dice there are thirty-six chances, and upon these chances the following points, viz. Points. 2 Aces 4 2 Deuces 8 2 Trois 12 2 Fours 16 2 Fives ’. 20 2 Sixes -24 6 and 5 twice 22 6 and 4 twice .....20 6 and 3 twice 18 6 and 2 twice 16 6 and 1 twice ...14 5 and 4 twice 18 5 and 3 twice 16 5 and 2 twice 14 5 and 1 twice 12 4 and 3 twice 14 4 and 2 twice. 1 4 and 1 twice 10 3 and 2 twice. 10 3 and 1 twice 8 2 and 1 twice 6 Divide by 36)294(8 This proves, that upon 288 an average the player has a right to 8 points each throw 6 The chances upon two dice cal¬ culated for backgammon are as fol¬ low :— 2 Sixes 1 2 Fives. 1 2 Fours 1 2 Trois 1 2 Deuces 1 t2 Aces 1 6 and 5 twice 2 6 and 4 twice 2 6 and 3 twice 2 6 and 2 twice 2 •f6 and 1 twice 2 5 and 4 twice 2 5 and 3 twice 2 5 and 2 twice 2 f5 and 1 twice 2 4 and 3 twice 2 4 and 2 twice 2 f4 and 1 twice 2 3 and 2 twice 2 |3 and 1 twice 2 f2 and 1 twice 2 36 As it may seem difficult to find out by this table of thirty- six chances what are the odds of being hit upon a certain or flat die, let the following method be pursued. The player may observe in the table that the chances marked thus f are, f 2 aces 1 f 6 and 1 twice 2 t 5 and 1 twice 2 t 4 and 1 twice 2 t 3 and 1 twice 2 t 2 and 1 twice .., 2 Total, —11 When deducted from .36 There remains 25 From which it appears that it is 25 to 11 against hitting an ace upon a certain or flat die. And this method holds good with respect to any other flat die. For example, what are the odds of entering a man upon 1, 2, 3, 4, or 5 points? Answer. To enter it upon for against for agt. 1 point is 11 to 25 or about 4 to 9 2 20 ... 16 5 ... 4 3 27 ... 9 3 ... 1 4 32 ... 4 8 ... 1 5 35 ... 1 ...35 ... 1 The following table shows the odds of hitting with any chance in the reach of a single die :— To hit upon for against for agt. 1 is 11 to 25 or about 4 to 9 2 ... 12 ... 24 1 ... 2 3 ... 14 ... 22 2 ... 3 4 ... 15 ... 21 5 ... 7 5 ... 15 ... 21 5 ... 7 6 ... 17 ... 19 8J... 9| The odds of hitting with double dice are as follow:— To hit upon for against for agt. 7 is 6 to 30 or about 1 to 5 8 ... 6 ... 30 1 ... 5 9 ... 5 ... 31 1 ... 6 10 ... 3 ... 33 1 ... H 11 ... 2 ... 34 1 ... 17 12 ... 1 ... 36 1 ... 35 Back¬ gammon. How to find out the odds of being hit upon a six by the table of thirty-six chances. 2 Sixes 1 2 Trois 1 2 Deuces 1 6 and 5 twice 2 6 and 4 twice 2 6 and 3 twice 2 6 and 2 twice 2 6 and 1 twice 2 5 and 1 twice 2 4 and 2 twice - 2 —17 Which deducted from . 36 There remains 19 By which it appears to be 19 to 17 against being'hit >on a six. The odds on the hits. 2 love is about 5 to 2 2 to 1 is 2 to L 1 love is 3 to 2 If a player has taken up two of the adversary s men, and happen to have two, three, or more points made in his own tables, he should spread his men, that he may either take a new point in his tables, or be ready to hit the man which the adversary may happen to enter. If he find, upon the adversary’s entering, that the game is upon a par, or that the advantage is on his own side, he should take the adversary’s man up whenever he can, it being 2o to 11 that he is not hit; except when he is playing for a single hit only, because then, if playing the throw otherwise gives him a better chance for it, he ought to do it. It being five to one against his being hit with double dice, he should never be deterred from taking up any one man of the adversary’s. If he has taken up one of the adversary’s men, and hap¬ pen to have five points in his own tables, yet is forced to leave a blot out of his tables, he should endeavour to leave it upon doublets in preference to any other chance, because in that case the odds are 35 to 1 that he is not hit; whereas it is only 17 to 1 that he is hit upon any other chance. When the adversary is very forward, a player should never move a man from his own quatre, trois, or deuce points, thinking to bear that man from the point wheie he put it, as nothing but high doublets can give him any chance for the hit. Instead of playing an ace or a deuce from any of those points, he should play them from his own six or highest points, so that, throwing two fives or two fours, his six and cinque points being eased, would be a considerable advantage to him ; whereas if they had been loaded he would have been obliged to play otherwise. , It is the interest of the adversary to take up the player as soon as he enters. The blot should be left upon the adversary’s lowest point; that is to say, upon his deuce point rather than upon his trois point, or upon his trois point rather than his quatre point, or upon his quatre point preferably to his cinque point, for a reason before men¬ tioned. All the men the adversary plays upon his trois or his deuce point are deemed lost, being greatly out of play ; so that those men not having it in their power to make his cinque point, and his game being crowded in one place and open m another, the adversary must be greatly annoyed by the player. BAG If the player have two of the adversary’s men in his tables, he has a better chance for a hit than if he had more, provided his game is more forward than that of his antagonist; for it he had three or more of the adversary’s men in his tables, he would stand a worse chance to be hit. When a player is running to save the gammon, if he should have two men upon his ace point and several men abioad, although he should lose a point or two in putting his men into his tables, it is his interest to leave a man upon the adversary’s ace point, because it will prevent his adver¬ sary from bearing his men to the greatest advantage, and at the same time the player will have a chance of the adver¬ sary’s making a blot, which he may chance to hit. However, if a player find upon a throw that he has a probability ot saving his gammon, he should never wait for a blot, as the odds are greatly against his hitting it, but at once embrace that opportunity to escape. Suppose the adversary has so many men abroad as to re¬ quire three throws to put them into his tables, and at the same time that the player’s tables are made up, and that he has taken up one of the adversary’s men ; in this case it is about an equal wrager that the adversary is gammoned ; for in all probability the player has borne two men before he opens his tables, and when he bears the third man he will be ob¬ liged to open his six or cinque point. It is then probable that the adversary is obliged to throw twice before he enters his men in the player’s tables, twice more before he puts that man into his own tables, and three throws more to put the men which are abroad into his own tables; in all seven throws. Now the player having twelve men to bear, he may be forced to make an ace or a deuce twice before he can bear all his men, and consequently will require seven throws in bearing them; so that, upon the whole, it is about equal whether the adversary is gammoned or not. Suppose a player has three men upon his adversary’s ace BAG 351 Bacon. This method may be taken to find out the odds of hitting Backhuy- three, four, or five blots upon double dice, or blots made sen upon double and single dice at the same time. After know¬ ing how many chances there are to hit any of these blots, they must be added all together, and then subtracted from the number 36, which are the chances of the two dice. The laws of backgammon are as follow: 1. When a man is taken from any point, it must be played; when two men are taken from it, they also must be played. 2. A man is not supposed to be played till it is placed upon a point and quitted. 3. If a player have only fourteen men in play, there is no penalty inflicted, because by his playing with a lesser number than he is entitled to, he plays to a disadvantage for want of the deficient man to make up his tables. 4. If he bear any number of men before he has entered a man taken up, and which of course he was obliged to enter, such men so borne must be entered again in the adversary’s tables as well as the man taken up. 5. If he have mistaken his throw and played it, and his adversary have thrown, it is not in the choice of either of the players to alter it, unless they both agree so to do. BACKHUYSEN, Ludolf, an eminent painter of the Dutch school, born at Embden in Hanover in 1631 ; died in 1709. He was brought up as a merchant at Amsterdam, but early discovered a genius for painting. Such was his zeal for the art, that he frequently exposed himself on the sea in an open boat, in order to study the effects of tem¬ pests on that element. His sea-pieces are greatly esteemed. BACK-RENT, in Scotland, is rent paid by a tenant after reaping the crop, in contradistinction to fore-rent, or rent payable previous to the reaping of the first crop ; which is settled in either case by the terms of the lease. BACK-SI Ah F, or Dayis’s Quadrant, an instrument invented by Captain John Davis, about the year 1590, for From his 5th point 15 From his 4th point 12 From his 3d point 9 From his 2d point 6 In all, —-60 Bringing his three men from the adversary’s ace point to his six point in his own tables, being 18 points each, and making together 54 • , ,i* i, , taking the sun s altitude at sea; but now superseded bv point and five points m his own tables, and that the adver- Hadley’s quadrant. It consisted of two concentric arcs sary has an his men in his tables, three upon each of his and three vanes, the arc of the longer radius being 30 de- fno hkod P ’ haS, Pla>'eraProbabll*ty of gammon- grees, and that of the shorter 60 dfgrees, thus mSking al- mg his adversary or not? together 90 degrees, or a quadrant.0 It derived £ Tame For bearing three men from Ms 6th point is Ts T« r With If ^ t0 the sun’ ■p— t— e-ii • , — BACON, 1 rancis, Viscount St Albans, and Baron Verulam. This illustrious man was born in London, on the 22d day of January 1561. His father, Sir Nicholas Bacon, a courtier, a lawyer, and a man of erudition, stood high in the favour of Queen Elizabeth, and was lord- keeper during twenty years of her reign. Anne, the second wife of Sir ^Nicholas, and the philosopher’s mother, was the daughter ot Sir Anthony Cooke, Edward the Sixth’s tutor, and was herself distinguished among the learned females of the time. One of her sisters became the wife of Elizabeth’s celebrated treasurer, Lord Burleigh. Delicate in health, and devoted to sedentary employment, Francis Bacon exhibited in early boyhood the dawning of those powers whose versati¬ lity afterwards became not less remarkable than their strength. As a child he delighted the queen with his precocious gravity and readiness of speech ; and before he had completed his twelfth year we see him investigating the cause of a singular echo in a conduit, and endeavouring to penetrate the mystery of,a ju8'^er who performed in his father’s house. At the age of thirteen he was matriculated at Trinity College, Cam- biidge, of which Whitgift was then master; but his residence at the university lasted scarcely three years, and his writings contain many expressions of dissatisfaction with the current system of academical education. In his sixteenth year he was sent abroad, and lived for some time at Paris, under the charge of the English ambassador, Sir Amias Paulett; after which he visited the French provinces, and added to his lite¬ rary and philosophical studies an acquaintance with foreign policy and statistics, the fruit of which soon appeared in his tract upon the State of Europe. In February 1580, his father died, and he immediately returned to England. There must remain 6 From which it is plain that the player has much the best of the probability of the gammon ; exclusive of one or more blots which the adversary is liable to make in bearing his men, and supposing at the same time the throws to be upon an equality. But suppose two blots are left, either of which cannot be hit but by double dice; one must be hit by throw- ing eight, and the other by throwing nine; so that the ad¬ versary has only one die to hit either of them. What, then, are the odds of hitting either of them ? The chances of two dice being in all 36 The chances to hit 8 or 6 and 2 twice 2 5 and 3 twice 2 2 deuces .i j 2 fours 1 The chances to hit 9 or 6 and 3 twice 2 5 and 4 twice 2 2 trois 2 For hitting in all H Chances for not hitting remain 25 So that the odds are 25 to 11 against hitting' either of these blots. s A Sir Nicholas left but a scanty fortune ; and his son Fran- for the real business of the state: the young and gay, those Bacon, cis, the youngest of a large family, found himself obliged, who aspired to be ranked as the personal friends or adorers in his twentieth year, to" devise the means of earning a of the withered sovereign of hearts, were led by the high- livelihood. It might have been thought that friends could spirited and imprudent Earl of Essex. To the party of this not have been wanting to one who, besides his own ac- nobleman Bacon decidedly attached himself, and soon in- knowledged merit, had it in his power to urge the long and deed shared with his own elder brother Anthony, the honourable services of his father, while his uncle was the earl’s most private confidence. Valuable advisers were prime minister of the kingdom. Of the patronage which they to their rash patron ; and a valuable servant of the thus seemed to be at his command, Bacon attempted to nation did Francis Bacon bid fair to become, when, in No¬ avail himself, desiring to obtain such a public employment vember 1592, he entered parliament as one of the knights as might enable him to unite political activity in some de- of the shire for Middlesex. His first speech, in February gree with literary study. But his suit was received neglect- following, contained an urgent pleading for improvements fully by the queen, and harshly repulsed by his kinsman, in the law; in another address, delivered in March, he re- Although all the causes of this conduct may not be dis- sisted, with exceeding boldness as well as force of reason, coverable, a few lie at the surface. The lord-keeper had, the immediate levying of an unpopular subsidy to which in the later years of his life, lost the royal favour. Burleigh, the House had already consented. The young lawyer’s besides his notorious contempt for men of letters, had to pro- exposition of unpleasant truths gave deep offence to the vide for sons of his own, to whom their accomplished cou- queen. His uncle and the lord-keeper were both commis- sin mio-ht have proved a dangerous rival. From the Cecils, sioned to convey to him the assurance of the royal displea- indeed, Bacon never derived any efficient aid, till he had sure; and the two humble, nay, crouching letters of apo- forced his way upwards in spite of them ; and there are evi- logy, still extant, in which he entreated those ministers to dent traces of jealousy and dislike in the mode in which he procure his pardon, did not forebode much independence was treated both by the old treasurer, and by his second in his subsequent conduct. We do not, indeed, again hear son Robert. Bacon named as a champion of popular rights. Obliged therefore to betake himself to the law, Bacon In the year 1594, Sir Edward Coke being made attorney- was admitted at Gray’s Inn, where he spent several years ob- general, the solicitorship became vacant; and Bacon’s ap- scurely in the study of his profession, but with increasing plication for the office was strenuously supported by Essex, practice at the bar. The friendship of his fellow lawyers, But all efforts were in vain. The powerful kinsmen were earned by his amiable disposition and his activity in the colder than ever towards one who had chosen another pa- affairs of the society, bestowed on him offices in his inn of tron. The lord-keeper, Puckering, acted in a manner court; but his kinsmen were still cold and haughty. Lord which drew on him a spirited rebuke from the candidate. Burleigh continued to write him letters of reproof; and The queen hesitated, coquetted, told Essex that his friend, Robert Cecil, already a rising statesman, sneered at spe- though witty, eloquent, and in some branches learned, was culative intellects, and insinuated their unfitness for the a showy lawyer rather than a profound one. After a de¬ business of life. In 1590, when Bacon was in his thirtieth lay of many months, the place was given to a plodding year, he was visited for the first time with court-favour, re- serjeant; and Bacon’s generous patron, vexed at the disap- ceiving then an honorary appointment as queen’s counsel pointment of his hopes, sought to console both him and extraordinary; and to this was added a grant of the re- himself by a gift equally munificent and delicate. Bacon version of a clerkship in the star-chamber, which did not received from him an estate at Twickenham, worth about become vacant for eighteen years. But the lawyer’s heart eighteen hundred pounds. The present, in all likelihood, was not in his task. His brilliant professional success, and came very seasonably; for he appears to have been already the awakening friendship of his relations, merely suggested involved in those pecuniary embarrassments from which to him renewed attempts to escape from the drudgery of he was never afterwards completely able to extricate him- the bar. His views are nobly expressed in a letter which self. He was obliged to sell the land which Essex had given he addressed to the lord-treasurer the year after his ap- him; two years later he was arrested in the street tor a pointment.1 We linger with melancholy pleasure over debt of three hundred pounds ; and among the Lord C.ian- these abortive efforts made by one of the finest and most cellor Ellesmere’s papers, recently published, there is a cu- capacious of intellects to extricate itself from that labyrinth rious acknowledgment, granted in 1604, for a pledge in se- of worldly turmoil, in which its owner was destined to pur- curity of an advance of fifty pounds to him. These rea- chase rank and splendour at the expense of moral degrada- sons offer the only apology for the addresses which, about tion and final ruin. the time of his arrest, he paid to a wealthy and shrewish We are henceforth to behold Bacon actively engaged in widow, who, fortunately for him, preferred his professional political life, as well as in the duties of his profession. Two brother and personal enemy, Sir Edward Coke. In the parties then divided the court, equally remarkable in dif- meantime, his legal reputation continued to increase, and ferent wavs on account of those who headed them. Bur- his parliamentary exertions were unremitted, though alto- leigh was the chief of the queen’s did counsellors, on whom, gether free from that independence which had once cha- amidst all her caprices, she always had the prudence to rely racterized them. We thus trace Bacon down to his thirty- 1 “ I wax now somewhat ancient: one-and-thirty years is a great deal of sand in the hour-glass. My health, I thank God, I find confirmed, and I do not fear that action shall impair it; because I account my ordinary course of study and meditation to be more pain¬ ful than most parts of action are. I ever bear a mind, in some middle place that I could discharge, to serve her majesty; not as a man born under Sol that loveth honour, nor under Jupiter that loveth business, for the contemplative planet carrieth me away wholly; but as a man born under an excellent sovereign, that deserveth the dedication of all men’s abilities. . . . Again, the meanness of my estate doth somewhat move me ; for, though I cannot accuse myself that I am either prodigal or slothful, yet my health is not to spend, nor my course to get. Lastly, I confess that I have as vast contemplative ends, as I have moderate civil ends ; for I have taken all knowledge to be my province; and, if I could purge it of two sorts of rovers,—whereof the one with frivolous disputations, confutations, and verbosities, the other with blind experiments, and auricular traditions and impostures, have committed so many spoils,—I hope I should bring in industrious observations, grounded conclusions, and profitable inventions and discoveries; the best state of that province. This, whether it be curiosity, or vain-glory, or nature, or (if one take it more favourably) philanthropia, is so fixed in my mind, as it cannot be removed. . . . slnd if your lordship will not carry me on, I will not do as Anaxagoras did, who reduced himself with contemplation into voluntary poverty: but this I will do,—I will sell the inheritance that 1 have, and purchase some lease of quick revenue, or some office of gain, that shall be executed by de¬ puty ; and so give over all care of service, and become some sorry bookmaker, or a true pioneer in that mine of truth, which, he said, lay so deep. — (Cabala, p. 18. Bacon’s Works, vol. xii. p. 6, 7. Montagu’s edit.) Baron, ninth year, pausing only to remark tW ,• that in i>'' fof their After thin fi .me’ but aIs° on ,he eontinent. approach wL^th S‘ep Bacon’s literary career, we approacn wnat is the most painful task nf trie k- u a dark page of his historv ovor ni v. h s biographer, r 0 wt .us uujtorj, over which no inpennitv Has “ “ wi ss gumentb of n Inch we are ourselves unable to discover the force. Bacon, unfortunately for himself, had lately risen Accordindy^inTrfiantd ^ ^]ytmsted and employed. Accordin ly, m the first stages of Essex’s decline, he had to Zl buf dCTor °dffering t0 Vs patr0n ^ -hich «ere out seldom followed, now seeking excuses to naoifv the queen s rising displeasure. His natural inclination for temporizing, the success which had hitherto attended his cautious policy, the honest wish to serve his generous friend may haVe COncurred m tempting hTrn ^ embark in the dangerous channel. But the sunken rock, soon encompassed him, and shipwreck was unavoidable Speared ntoeihpe.h^0m E'iZabeth ” frora Ess« « appeared to be the necessary result of the position into Part*f 'rere coming. Bacon had notthe courage Ss nr he,nob'1er Pafb and Piace himself by the side of prospects' fnsend) at the Pr°bable expense of all his worldly prospect. Suspicion and estrangement soon took the place of affectionate confidence; and the trust reposed in him by sex re^arde?l?UrChaSed blthe bltt6r consciousness that Es- ^ . ^ him ** treacherous and hostile. A more de- Fading task was yet to come The first trial of the earl in IndBaeo *° HlS C°ndUCt in Ireland’ was determined upon ; i one of theernoemieSnSertvfd ^ he °ffered himself to act b defence^d* counsel for the prosecution. In that memoir Ind lt k f h COndact which he wrote in the next reign, and which proves satisfactorily nothing but his own humi- hatmg consciousness of guilt,' he states as to this matTer what was doubtless the truth. It had been resolved that the proceedings against the rash earl should not be carried ^eb?m eStrSCtl0nK bUtuSh0Uld -M-™ and d,s- the nuppn bid f hint- beJDg conveyed to Bacon that queen had not determmed whether he should be em- to addrpr0fSSf!°nalIy in thC affair °r not’ he thought proper to address to her “ two or three words of compliment ” in- ClZS if>She WOUli disPense "ith his services he oZ™"e LTnL ofheT*“>* favour*, but that vate ohlicr duJ^’ ^d wou^d n°t allow any pri- mafesty ^ he owed to her had his wits ™ he a whether he had not, in their confidents! intercourse, admitted the truth of those excuses which he now affected to treat as frivolous and blse rnrin* Con3,lct.edj and between his sentence and exe- no IttemptTn^v m hlS ex.cu,Patory memoir that he made says andP tC\SaVe blm.; seeinS tbe queen but once, as he says, and on that occasion venturing to do nothing further of mereTZrL';. °" the bleLd uses mercy. But not even here was the disgrace to end in Th? Tn °f the WorId had beeped himself. The act which had cost Elizabeth’s own heart so much had also made her unpopular ; a defence of the royal policy in egard to Essex was thought necessary, and the pen that which, in the succeeding8rdgn^Baeon'bak nm atoTd" to say, a performance abounding in expressions which no ^nerous enemy would have employed respectino- a man who had so dearly expiated his offences.” With^this hu undeV^ibZrZeT “ay BaC°n'S Public life With whom James, amidst all his imbecility and Ld heart edness, was not by any means ill fitted to sympathise Ba con s learning was no longer open to sneers and contempt • his' uncle was dead; his hunchback cousin, Robert Cedf who soon became Earl of Salisbury, was kept in check by his hereditary prudence; and Coke, who had insdldourphl- fenceless a^d withte 1/’ ^ ^ insuIted every one who was^e- enceiess and within his reach, was in a few years removed to lCT“n P'eaS- F™m the first ho” wStoS h,Z^DOopp?rtuni‘)'orrecomn'«” besWe 'h™ he wX “fLd oSt Te re’ be had>in hi* own ., 5 out an alderman s daughter a handc/tmo nw.den, to his liking;” and the alderman’s’daughter was hkel, to be more easily won if her admirer couMofer h“ 2 Y 354 BACON. Bacon, a showy accession of rank. Accordingly, Bacon wrote to his cousin Cecil, stating his desire to obtain, for these rea¬ sons, “ this divulged and almost prostituted title of knight¬ hood.” The request was granted, but was immediately followed by another. Bacon, heartily ashamed of the company in which he was to appear, entreated that he might be knighted alone ; “ that,” as he says, “ the man¬ ner might be such as might grace one, since the matter will not.” This petition was refused; and, on the day ot the coronation, Francis Bacon was one of three bundle who received the empty honour. Soon afterwards, being forty-two years old, he was married to the alderman s daugh¬ ter, Alice Barnham, who brought him a considerable fortune, but seems, in the latter part of his life at all events, to have contributed little to his domestic happiness. These details are in themselves trifles; butthey are strange illustrations of the mixed character of one who, while thus soliciting honours of which he was half-ashamed, and eager for public distinctions, which, though more solid, were like¬ wise more dangerous, was not only respected and distinguish¬ ed as a lawyer and a statesman, as an orator, a scholar, and an author, but was occupied, during his few hours of leisure* in completing the most valuable system of philosophy that had ever been expounded in modern Europe. Smaller com- positions, submitted to his friends, showed from time to time the progress of the great work which he had marked out as the business of his life; and among these was the treatise on the Advancement of Learning, published in 1605, in its au¬ thor's forty-fifth year. Political tracts alternated with these philosophical speculations. In the mean time his public reputation, and his favour with the king, increased and kept pace with each other. In parliament he was actively useful in forwarding favourite and really good measures of the court, such as the union of England and Scotland, and the proposed consolidation of the laws of the countries. Nor was he less usefully em¬ ployed in taking a prominent part in the select committee of the house upon grievances : and in his skilful hands, the re¬ port became all that the rulers could have wished, without ex¬ citing any general feeling against the framers. In 1604, he was made king’s counsel in ordinary, with a salary of forty pounds, to which was added a pension of sixty pounds. In 1607, upon Coke’s promotion to the bench, Bacon was ap¬ pointed solicitor-general; and he became attorney-general in 1612. His treatises concerning improvements in the law, and the principles of legislation, are more creditable testi¬ monies to the value of his official services than some others of his acts; such as the scheme, first tried in the session of 1614, for securing majorities in the House of Commons by or¬ ganised corruption, the invention of which has been recently traced to him, although in his place in parliament he ridiculed those who asserted that such a project had ever been form¬ ed. Bacon was likewise officially the prosecutor of Oliver St. John, of Owen and Talbot, and of the old clergyman Peacham, who was examined in the Tower under torture, the founder of modern philosophy being present, and put¬ ting the questions. In Peacham’s case there was even an attempt, actively promoted by Bacon, for securing a convic¬ tion by previous conference with the judges; a plot which, though at length successful, was defeated for a time by the sturdy resistance of Coke, a tyrant to his inferiors, but a staunch opponent of encroachments upon judicial indepen¬ dence. Bacon’s last remarkable appearance as attorney- general, was in the noted trial of the earl and countess of Somerset and their accomplices, for the murder of Sir Tho¬ mas Overbury; and, whatever the foul secret may have been, which was involved in that fiendish intrigue, Bacon’s letters to the king leave little reason for doubting that he at least wras in possession of it. His conduct in this matter however gained him great and deserved credit. The fall of Somerset was followed by the rise of the new favourite Villiers, who had already profited by his intimacy with the attorney-general, and by the sound advices with x which the cautious statesman endeavoured to fortify his youth and inexperience. The worthless Buckingham, des¬ tined in a few years to be the instrument of retribution for Bacon’s past desertion of Essex, did not for some time for¬ get obligations, of which he was probably wise enough to desire a continuance. In 1616,Bacon having been sworn of the privy council, relinquished the bar, but retained his cham¬ ber practice.. In the spring of 1617, the Lord Chancellor El¬ lesmere resigned the seals, which were immediately delivered to Bacon, with the title of lord-keeper. In January of the succeeding year he was made lord high chancellor of Eng¬ land, and in July was raised to the peerage as Baron of Verulam. His higher title of Viscount St. Albans was not conferred on him till 1621. V^ithout neglecting his politi¬ cal duties, he proceeded zealously to the judicial functions of his office, in which arrears of business had accumulated through the infirmities of his aged predecessor. “ This day,” wrote he to Buckingham in June 1617, “ I have made even with the business of the kingdom for common justice; not one cause unheard; the lawyers drawn dry of all the motions they were to make; not one petition unanswered. And this, I think, could not be said in our age before. Thus I speak, not out of ostentation, but out of gladness, when I have done my duty. I know men think I cannot continue, if I should thus oppress myself with business ; but that ac¬ count is made. The duties of life are more than life : and if I die now, I shall die before the world be weary of me.” And the man who wrote in this solemn moral strain, the man whose writings throughout are an echo of the same lofty expression of the sense of duty, was also the man who, in less than four years after his elevation to the seat of justice, was to be hurled from it in disgrace, branded as a bribed and dishonest man. “ At York House,” says Mr. Montagu, “ on the 22d of January 1621, he celebrated his sixtieth birth¬ day, surrounded by his admirers and friends, among whom was Ben Jonson, who composed a poem in honour of the day. Hail, happy genius of this ancient pile ! How' comes it all things so about thee smile— The fire, the wine, the men—and in the midst Thou stand’st, as if some mystery thou didst ? Bacon. « Had the poet been a prophet, he would have described the good genius of the mansion not exulting, but dejected, humble, and about to depart for ever. _ He had now arrived at the conviction that his worship ol the powers of this world had made it impossible for him to consummate the great sacrifice, which, during his lifetime, he had hoped to lay upon the altar of philosophy. Aged sixty years, and immersed in difficult and anxious business, he felt that his great Restoration of Science, his Instauratio Magna, could not be completed; and he therefore hastened to give to the wrorld an outline of its plan, coupled with a h - ing up of one section of the outline. “ I number my days, wrote he, “ and wmuld have it saved.” The Novum Orga- num, the result of this determination, was published in October 1620; and the fame which it earned for its author throughout Europe, wTas in its rising splendour when his tall took place. The tempest which was soon to overturn the throne was already lowering on the horizon ; and its earliest mutterings were heard in the important parliament which met on the 30th of January 1621. With most of the complaints, whose investigation the king and Buckingham feared so much, we have here little to do : but two gross abuses there were, in which the lord chancellor was personally implicated. He had passed the infamous patents of monopoly, of which the worst were those held by Sir Giles Mompesson, (Massin¬ ger’s Overreach,) and by Sir Francis Michell, and shared by Buckingham’s brothers and dependents: and he had allow¬ ed himself to be influenced in his judicial sentences by re- Bacor, commendations of the favourite. The first of these faults —£d™tted of palliation, the second was susceptible of none: but both were real and heavy offences. Yet neither of them rtT'6 “ a,rtiC e of charSe against Bacon. He was at¬ tacked upon a different ground. Buckingham, by the advice of Ins new counsellor Williams, then dean of Westminster, abandoned the monopolists to their fate, contenting himself with sending his own brothers out of the country, and with afterwards publicly denying that he had any hand in assist¬ ing their escape. But the storm was not allayed. In March, the parliamentary committee appointed to inquire into the existence of abuses in the courts of justice, reported that abuses did exist, and that the person against whom they were alleged, was the lord chancellor himself. Two cases were specified, of suitors named Aubrey and Egerton, of whom the one had given the chancellor L.100, the other L.400 and against whom he had decided, notwithstanding these presents. Two days after this report was presented, Lord St. Albans presided in the House of Lords for the last time. New accusations accumulated against him; and, alarmed in mind, and sick in body, he retired from the house, and ad- BACON. ing my memory to account, so far as I am able, I do plainly and ingenuous y confess that I am guilty of corruption, and v do renounce al defence, and put myself upon the grace and mercy of your lordships. . . . . This declaration I have made to your lordships with a sincere mind; humbly crav¬ ing that, if there should be any mistakes, your lordships would impute it to want of memory, and not to any desire of mine to obscure truth, or palliate anything. For I do again confess, that in the points charged upon me, although they should be taken as myself have declared them, there is a great deal of corruption and neglect, for which I am heartily and penitently sorrow, and submit myself to the judgment, grace, and mercy of the court.—For extenuation, 1 will use none, concerning the matters themselves: only it may please your lordships, out of your nobleness, to cast your eyes of compassion upon my person and estate. I was never noted for an avaricious man, and the apostle saith, that covetousness is the root of all evil. I hope also that your lordships do the rather find me in the state of grace • lor that, in all these particulars, there are few or none that are not almost two years old, whereas those that have an 355 dressed to the peers a letter, praying for YsusnensiorTnf Y° ,parS 0lCJ’ whereas those that have an their opinion,until he should have undfro-one a fair trial In tW d° c°mmonly wax worse and worse ; so no long time the charges against him amounted „ ™tnt, Se s alP f . G.0d '0 Fepare me’ ^ precede"t de- three; and Williams, again called to the councils of Buckin- mTestnL r ‘ ^ Y preSent Penitency- And for ham and his master advised that no risks should be incurrld' Jsadrfy my debts”6™ P°0r’ ^ my Care “ n « all events house, bmeCght^ the charge, not formally from the house, but enough to in- and rnernory’ 1 matter sufficient and full both to move me to desert my defence, and to move your lordships to condemn and censure me. Neither will trouble your lordships by singling those particulars, which -l think may fall off. l KJ\J H Li lei HI I Pn^eTjd t0 death alonf with Essex. Bacon replied to them. It is my act, my hand, my heart. I beseech your lordships, be merciful unto a broken reed.” Again the fa1- en judge prayed the king to intercede for himf and agl the king, his haughty son, and their thankless favourite, refused to interfere. On the 3d of May 1621, the lords pronounced a sentence which, stamping him at all events with indelible disgrace, was . • , Quid te exempta juvat spinis de pluribus una ? Neither will I prompt your lordships to observe upon the proofs, where they come not home, or the scruples touching the credits of the witnesses: neither will I represent unto ment which it actually inflicted. Bacon, found guilty upon his own confession, was sentenced to a fine of forty7thou¬ sand pounds, and to confinement in the Tower during the mgs pleasure; he was pronounced incapable of public employments, and of sitting in parliament; and prohibited from coming within the verge of the court. His judges in¬ deed knew that the harsher part of the sentence would not ?£pCTned’ ^ccordmg1yJ though committed immediately to the Tower, he was released after two davs’ imprison ment; and the fine was remitted in the course of the au umn, although it is a fact dishonourable (in the circum¬ stances) to his enemy and successor Bishop Williams, that the pardon was siav^rl a* .•n ’ uiai tchete"r„r‘icoa;6re’in respect °f ,L ’i™ ^ tlfinfs t lke f rcumstances ; but only leave these ordered it to be passed ’ the k‘ng ln person vations of Zi0idL1eTn7rxnar“t:orfheL™ Wh°l6 t6nOT °f tlliS affliCt!”g history’ 14 is Plain o.ySelf wholly to your piePy an/grace. 1“ The” LtlSof f°„ ‘ " m”05!’ an fore, my humble suit to your lordships is, thai mv nenitent as he „ u able Sol“,,on- Convicted of corruption, submission may be my sentence, and the loss of theP eal mv the confess!,?. ^ 0Wn confession, we must either believe punishment; and that your lordships will snare Tnv ftrthTr mLdTS ’ ■.”d Pron0Unce hlm a oorrnpt judge, or we sentence butrecommeLme to hismale tXTaceUdpt TrXs ado6nT;Kd^"7"“l!imaliar- M;>stori'isbio- don for all that is past.” But not even flJwiS “he huS- borate defence iTre^? al4e7atiVe- M/' “‘"’“‘g'1’8 o'a- ion complete. The house resolved that the submission was verv far diman(■ fV I/ ^unded on something which is not ClfiC) n°r une(luivocal enough to be sat'SZ rnd JuppoStion s wlT c And’ humiliating a« either thf ke Sh?uldb,e recluired t0 furnish categorical answe’rs to lieving that the truXliS* °Ur n° hesitation in be- he everaj articles of charge, which, accordingly, were sent puteslo the unhfnnv I'8 "Z t0 that.tbeory which im- im, being numbered under twenty-three heads. The rather than wilf.d ^ . an?e or ^sincerity and cowardice pecific answers which he returned were prefaced and fol far as his enthi.«- .COI7VPtlon; We cannot indeed go so Wed by these declarations : “ Upon advised consideration charged and ^r C,bl0gra{?her,! Wh° insists that ^Yets 6 ge' des“ndi”«i"to “y own conscience, and call- from moral blame,TotVlllLteVliro^genSS^ Bacon. 356 BACON. Bacon. but by intentions strictly honest;—that he was sacrificed by ’ the king and the king’s minion, although, if he had stood a trial, he could have obtained a full acquittal. This, we must venture to think, is a position which, if maintained to its whole extent, cannot be even plausibly defended. Neither, as we must also believe, is justice done by that other view, which has been stated more recently with such force and eloquence, that the case was one of gross bribery, gross and glaring even when compared with the ordinary course of corruption in these times; a case so bad, that the court, anxious, for their own sakes, to save the culprit, dared not to utter a word in extenuation.1 The fact which possesses the greatest importance tor the elucidation of this unfortunate story, is that which has been founded on so elaborately by Mr. Montagu, and lately il¬ lustrated further by another writer for a different purpose. The custom of giving presents was then general, not to say universal, in England. It extended much farther than the epices of the French parliaments ; for the gifts were not fix¬ ed in amount, nor, though always expected, weie t ey re¬ cognised as lawful perquisites. The advisers of the crown received presents from those who asked for favours: the sovereign received presents from those who approached the throne on occasions of pomp and festivity. Both these im¬ proprieties were not only universal but unchallenged, h'l1- ther, judges received presents; and under certain condi¬ tions,—-when, for instance, the giver had not been, and was not likely to be, a suitor in the judge’s court, or even when, though he had been a suitor, the cause was ended,—this dangerous abuse was scarcely less common than the other, and scarcely regarded in a more unfavourable light. 1 hat it was wrong, all men felt; but we tear there were few in¬ deed, who, like Sir Thomas More, refused absolutely to profit by it. High as Coke himself stood for honesty, and well as he deserved praise for this (almost his only redeem¬ ing virtue), we doubt whether his judicial character could have emerged quite untainted from a scrutiny led by com¬ mon informers, discarded servants, and disappointed liti¬ gants, like that to which his unfortunate rival was subject¬ ed. Pure Bacon was not; purer than he, several of his con¬ temporaries probably were; but we believe him to have been merely one of the offenders, and very far indeed irom being the worst, in an age when corruption and profligacy, senatorial, judicial, and administrative, were almost at the acme of that excess which an indignant nation speedily rose to exterminate and to avenge. A comparison of the charges in detail, and of the evidence adduced, with Bacon’s articulate answers, as to the candoui of which there is no reason to doubt, would really exhibit little or nothing which, after fair allowances are made for imperfect information and other causes of obscurity, would afford a distinct contradiction to the chancellor’s own so¬ lemn averment, made in a letter to the king at an early stage of the investigation. “ For the briberies and gifts wherewith I am charged, when the book of hearts shall be opened, I hope I shall not be found to have the troubled fountain of a corrupt heart, in a depraved habit of taking rewards to pervert justice; howsoever I may be frail, and partake of the abuses of the times.” While he lay in the Tower, he addressed to Buckingham a letter containing these expressions : “ However I have acknowledged that the sentence is just, and for reformation sake fit, I have been a trusty, and honest, and Christ-loving friend to your lordship, and the justest chancellor that hath been in the five changes since my father’s time.” This last sentence, indeed, when carefully weighed, will be found to contain more of truth than the writer himself perhaps intended. A judge not altogether unjust he may have been, if we compare him with his contemporaries; but he was also a trusty, and trusting, and servile friend of the royal favourite, v- and of other men in power. He was a lover of the pomp of the world, to an extent highly dangerous for one who had but little private fortune, insufficient official remunera¬ tion, and habits which disqualified him for exercising a strict superintendence over the expenses of his household, or the conduct of his dependents generally. His emolu- ments as chancellor did not amount to three thousand pounds a-year; and, immediately on his appointment, he had used vain endeavours to have the office put on a more independent footing. His servants habitually betrayed both him and the suitors; but there can be no doubt that, con¬ tinually embarrassed in circumstances, he himself was only too glad to receive the customary gifts when they could be taken with any semblance of propriety. As to his confession, while we believe it to be true in every particular instance, we believe it also in its general admission of corruption ; but we likewise believe that the general admission ought to have been qualified by certain references, which would have established the truth of a remark made by Bacon in his hour of deepest suffering, that “ they upon whom the wall fell were not the greatest offenders in Israel. And this, as we conceive it, was the danger which the court were so eager to avert, the danger which filled the king and Buckingham with such dismay. This was their reason for insisting that Bacon should sacrifice his own character, and abandon that line of defence which might not improbably have precipitated the revolution. Upon this assumption, their conduct throughout is intelligible and consistent; and, although one is reluctant to believe it, the assumption is not contradicted by any thing in the chancellor’s character. Lofty as may still have been his abstract notions of morality, his practical views were darkened and debased by his long servitude to public office in a corrupt age. The stain which, as he well knew, the sentence of the parliament would affix upon his name, may have seemed a light thing to one who was aware how the same brand might have been justly imprinted on almost every eminent name in the king dom. And again, neither Bacon nor his master, nor those others who were the royal advisers, were able to compre¬ hend, in this instance, any more than elsewhere, the spirit which had already gone abroad. They did not anticipate the severity of the sentence pronounced by the House ot Lords; still less did they anticipate (Bacon at least did not, nor perhaps did Williams) the universal indignation which was aroused by the fact that the highest judge in the realm had been displaced for bribery. The court gained its im¬ mediate purpose, in removing to a subsequent time the fatal struggle; but there soon arrived the fulfilment ot Bacon’s prophecy, that the successful attack on him would be but an encouragement and strengthening to those who aimed at the throne itself. After his release from the Tower, Bacon, although strange¬ ly anxious to continue in London, was obliged to retire to his paternal seat of Gorhambury, near St. Albans, f here “e immediately commenced his History of Henry the Seventn, a work displaying but too unequivocal proofs of the deject¬ ed lassitude which had crept upon his mind. Early m next year he offered himself unsuccessfully for the provostship ot Eton College, and proceeded with other literary undertakings. These included the completion of the celebrated treatise, “ De Augmentis,” an improvement of the older workon tne Advancement of Learning. This was the last philosophica treatise which he published; although the few remaming years of his life were incessantly devoted to study and co position, and gave birth to the New Atlantis, the y va Sylvarum, and other works of less consequence. Bacon. 1 Montagu’s Life of Bacon, Works, vol. xvi. part 1. pp. 313-377, note. Edinburgh Review, vol. Ixv. p. 50-63 (Mr Macaulay). 2 Edinburgh Review, No. 143, p. 38, 39. Life of Raleigh (Professor Napier). BAG BAG Bacon. Shortly before the king’s death, he remitted the whole of " the sentence on Bacon, who, however, did not again sit in parliament. His health was already broken ; and in De¬ cember of that year, 1625, he made his will, in which, al¬ though his affairs were really in extreme confusion, he writes as if he considered himself a wealthy man. In the spring of 1626, on his way from Gray’s Inn to Gorhambury, he ex¬ posed himself to a sudden chill, by performing in a cottage an experiment which had suggested itself to him, regarding the fitness of snow' or ice as a substitute for salt in preserv¬ es dead flesh. Unable to travel home, he was carried to the earl of Arundel’s house at Highgate, where, after seven days’ illness, he died early in the morning of Easter Sunday, the 9th of April, in the sixty-sixth year of his age. In obe¬ dience to his will, he was buried in the same grave with his mother, in St. Michael’s church, near St. Albans. It is sad beyond expression to turn to those reflections which are suggested by the life of this great man, however leniently one may be disposed to regard his weaknesses. He who founded the philosophy of modern Europe, he who brought down philosophy from'heaven to earth, disentang¬ ling it from airy abstractions, and anchoring it on practical truths,—he who aided science alike by his improvements on its procedure, and his enlarged view's of its end and aim, indicating observation of individual truths as the only sure guide to universal conclusions, and practical utility as the only quality which makes such conclusions w'orth" the la¬ bour they cost,—he who did all this, was destined to furnish, by his own pitiable example, a pregnant illustration of the great principles which his writings taught. A slave to the world and its vanities, he was betrayed by the evil genius whom he served. Unable to subject reason, and passion, and imagination, to the stern control of the moral sense, he expiated, by a life of discomfort and dependence, ending in an old age of sorrow and disgrace, the sin of having mis° apprehended the mighty rule, which alone can save the em¬ pire of the mind from becoming a scene like ancient chaos. Bacon s philosophy has been analysed in other parts of this work, and on his literary character we have left our¬ selves no space to enlarge. We can only remark the power¬ ful effect which his singular versatility of talents exercised over the dissemination of his scientific view's. “ The re¬ putation which Bacon had acquired from his Essays,” says a late writer, “ a work early translated into various foreign languages,—his splendid talents as an orator,—and his pro¬ minent place in public life,—were circumstances strongly calculated to attract the curiosity of the learned world to his philosophical w ritings.” And these writings in themselves partake admirably of the character belonging to their au¬ thor’s works of a different class. Philosophy has seldom made herself more attractive; never has she made herself equally so in communicating lessons of such sterling value. If the works of this wonderful man were worthless as repositories of scientific thought and knowledge, they would still demand reverential study. A masterly eloquence, a union of diver¬ sified qualities of style in the highest sense of the w ord, dis¬ tinguished even the earlier among them, and entitled those w'hich were produced in the writer’s maturer years, to rank, notwithstanding the faults they share wfith all prose com¬ positions of their time, as monuments nowhere excelled in the compass of English literature.1 (w. s.) Bacon, John, who may be considered as the founder of the British school of sculpture, was born Nov. 24. 1740. He was the son of Thomas Bacon, cloth-worker in South¬ wark, whose forefathers possessed a considerable estate in Somersetshire. At the age of fourteen he was bound apprentice in Mr Crispe’s manufactory of jxwcelain at Lambeth, where he was at first employed in painting the small ornamental pieces ot china, but soon attained the distinction of being mo¬ deller to the w ork. The produce of his labour was devoted by him, from his earliest years, towards the support of his parents. While thus engaged, he had an opportunity of seeing the models executed by different sculptors of emi¬ nence, which were sent to be burned at an adjoining pot¬ tery. An observation of these productions d'ppears to have immediately determined the direction of his genius; and his progress in the imitation of them was no less rapid than his propensity to the pursuit was strong. His ardour and unremitting diligence are best proved by the fact, that the highest premiums given by the Society for the Encourage¬ ment ot .Arts in those particular classes in which he was a competitor, were adjudged to him nine times between the years 1763 and 1776. During his apprenticeship he im¬ proved the method of w orking statues in artificial stone, an art which he afterwards carried to perfection. Bacon first attempted working in marble about the year 1163, and, during the course of his early efforts in this art, w as led, by the resources of his genius, to improve the me¬ thod of transferring the form of the model to the marble (technically called getting out the points), by the invention of a more perfect instrument for this purpose, and which has since been adopted by many sculptors both in this and other countries.2 The advantages which this instrument possesses above those formerly employed are, its greater certainty and exactness, that it takes a correct measure¬ ment in every direction, is contained in so small a compass as not to encumber the workman, and is transferable either to the model or the marble, as may be required, without the necessity of a separate instrument for each. In the year 1769 the first gold medal given by the Royal Academy was adjudged to Bacon, and in 1770 he was as¬ sociated by that body. His first work in sculpture was a bust ot His Majesty George III-, intended for Christ Church College. It is said, that of sixteen different competitions in which he engaged with other artists, he w as unsuccess¬ ful in one case only. His knowledge of the classic style was for a time called in question ; and on occasion of the doubts which were raised on this point, he is reported to have modelled his head of Jupiter Tonans, as the most satisfactory method of repelling the charge. The objection probably originated from the circumstance, that in some of his principal works the figures were represented in the costume ot modem times, of which his statue of Justice Blackstone at All Souls College, Oxford, and that of Howard in St Paul's Cathedral, are remarkable examples. But his genius was not subjected to the trammels of this or ot any one style exclusively. Many of his emblematical figures are designed after the purest models, and in a taste altogether classical. Among several of this character, the monument to Mrs Draper, in the cathedral of Bristol, is ex¬ quisitely simple. In his later productions, likewise, particu¬ larly those ot a monumental kind, he introduced frequent examples of the ancient style; as in the well-known monu¬ ment to the Earl of Chatham in Westminster Abbey, that to Lord Robert Manners, and others w hich might be men¬ tioned. “ Another marble, scarcely finished at the time of his death,” says Dallaway, in his Anecdotes of the Arts in England, “ will secure him a lasting fame for originality and classical taste. It is the cenotaph lately erected in \\ estmmster Abbey to the poet Mason. A muse, bolding his profile on a medallion, reclines on an antique altar, on 35V Bacon. Montagu’s Life of Bacon, Works, vol. xvi. parts 1 and 2, 1834. Edinburgh Review, vol. lav. BTou 132, article I. Stewart and l layfair, in the Preliminary Dissertations to this Encyclopaedia. Napier on the Scope and Influence -leal Writings of Lord Bacon; in the Transactions of the Royal Society of Edinburgh, vol. viii. part 2. 1818. The invention of this pointing machine has sometimes been erroneously ascribed to the French sculptor Kudc/n. 358 BAG BAG Bacon. which are sculptured, in relief, a lyre, the tragic masque, and laurel wreath; all of the most correct form, as seen ancient sarcophagi of the pure ages. On the 4th of August 1799, Bacon was suddenly at¬ tacked with inflammation, which occasioned his death little more than two days, in the 59th year of his age. left a widow, his second wife, and a family of six sons a thOf hU & a statuary, the universal and established reputation of Ins works has afforded decisive proof. I various productions of this artist which adorn St Bauls Cathedral, Christ Church and Pembroke Colleges, Oxfoid, the Abbey Church at Bath, and Bristol Cathedral, give ample testimony to his powers ; above a , t ^ prominent works among the monuments in Westminste ABufit was not as an artist only that Bacon wt* esteemed; he was no less distinguished by the firmness of Ins mind, and the uprightness of his private character. His principles were deeply founded, and {he virtues which be strove o ^ n were measured by a standard more unbending than the meie TtaSlelinJor of a cultivated taste. He was an avowed believer in the truths of the Christian religion ; and in him this belief exhibited its corresponding effects, by producing a consistent influence upon his whole character and conduct. With great simplicity of manners, he was in al things de void of ostentation. Of the general powers of Ins nnnd and particularly of his acute and just perception in matters o taste connected with his art, a very favourable opinion wiU be formed by those who peruse the article Sculpture which he contributed to Dr Rees’ edition of Chambers s Dtc- 11°See*Memoir of the late John Bacon, R.A., by the Rev. Richard Cecil. London, 1811. (J. G P-j Bacon, Sir Nicholas, lord keeper of the great seal in the reign of Queen Elizabeth, was born at Chislehurst m Kent in 1510, and educated at the university of Cambridge , after which he travelled in France, and made some stay at Pari . On his return he settled in Grays Inn and applied him¬ self with such assiduity to the study of the ^w, that he quickly distinguished himself; and, on the dissofution of the monastery of St Edmund’s Bury in Suffolk, he bad a grant from King Henry VIIL, in the thirty-sixth year of his reign of several manors. In the thirty-eighth of the same king he was promoted to the office of attorney in the court of war , which was a place both of honour and profit. In this office he was continued by King Edward VI.; and in loo- he was elected treasurer of Gray’s Inn. His great modera¬ tion and consummate prudence preserved him through the dangerous reign of Queen Mary. Very early m tfie reign of Elizabeth he was knighted; and on the 22d of December 1558, he succeeded Nicholas Heath, archbishop of York, as keeper of the great seal of England, with the title of Lord Keeper; and he was also made one of the queens privy council. He had a considerable share in the settling ot religion ; and, as a statesman, he was remarkable for a clear head and wise counsels. But his great parts and high preferment were far from raising him in his own esti¬ mation, as appears from the modest answer he gave Queen Elizabeth when she told him his house at Redgrave was too little for him: “Not so, madam,” returned he; but vour maiesty has made me too great for my house. After having held the great seal more than twenty years, this able statesman and faithful counsellor was suddenly removed from the scene of his labours. He had been under the hands of his barber, and, thinking the weather warm had ordered a window before him to be thrown open ; but he fell asleep as the current of fresh air was blowing in upon him, and awakened some time after extremely distempered. He was immediately removed into his bed-chamber and died a few days after, on the 26th of February 1579, equally la¬ mented by the queen and her subjects. He was buried in St Paul’s, where a monument was erected to his This was destroyed by the great fire of London in 1666. Granger observes that he was the first lord keeper who ranked _ as lord chancellor; and that he had much of that penetrat¬ ing genius, solidity, judgment, persuasive eloquence and comprehensive knowledge of law and equity, which after¬ wards shone forth with so great splendour in his illustrious SOBacon, Roger, a Franciscan friar of great genius and learning, was born near Ilchester in Somersetshire in the vear 1214. He began his studies at Oxford, but in what school or college is uncertain. Thence he removed to the university of Paris, which in those times was esteemed the centre of literature. Here, we are told, he made such rapid progress in the sciences, that he was esteemed t e glory of that university, and was much honoured by several of his countrymen, particularly by his friend and patron, Robert Greathead, afterwards bishop of Lincoln. About the year 1240 he returned to Oxford, and, assuming t e Franciscan habit, prosecuted his favourite study of ex¬ perimental philosophy with unremitting ardour and assi¬ duity. In this pursuit, in experiments, instruments, and scarce books, he tells us he spent, in the space of twenty years, no less than L.2000, which, it seems, was given him by some of the heads of the university to enable him to continue his interesting inquiries. But such e*t™ordmary talents, and astonishing progress in sciences which, in that ignorant age, were totally unknown to the rest of mankind, whilst they raised the admiration of the more intelligent few, failed not to excite the envy and malice of his illiterate fraternity, who found no difficulty in possessing the vulgar with the" notion that Bacon dealt in the magic art Under this pretence he was restrained from reading his lectures, his writings were confined to his convent; and^ find1^ 1278 he was himself imprisoned in his cell. At this ti he was sixty-four years of age. Nevertheless, being per¬ mitted the use of his books, he persevered m the rational pursuit of knowledge, corrected his former labours, and ‘wrote several curious essays. When he had been ten ye^ in confinement, Jerome de Ascoh being elected pope, Bacon solicited his holiness for release, but did not .mmed^tely succeed in his object. However, towards the latter end o that pope’s reign he obtained his liberty, and spent the re¬ mainder of hisMe in the college of his order where he died according to Anthony a Wood, in 1292 and was buried in the Franciscan church. Bale and others have enumerated a large list 0f works as written by Bacon, and existing in manuscript in various collections. Several of his tracts were published^ in the work entitled Epistola Fratns Rogeri XBaconis de Secretis Operibus Artis et Natural, et de u i- tate Maqice. Paris, 1542, 4to; Basil, 1593, 8vo. His Opus Majus, which forms a sort of digest of his Pr®ce a Province of Spain, forming, by the division of 1833, the southern half of the old province of Estrema- ura, or what is generally called Lower Estremadura. It is bounded on the N. by Caceres, E. by Ciudad Real, S. and b.E. by Cordova, Sevilla, and Huelva, and W. by Portu¬ gal, embracing an area of 596 square leagues. It contains Vbpartidos, 162 ayuntamientos, deities, 123 towns, and 45 villages ; pop. m 1849, 336,136. See Estremadura. Badajos, a fortified city of Spain, the capital of the above province, and the see of a bishop. It is situated about 5 miles from the Portuguese frontier, on a slight ele- rrnT Tu ^ ^ bank of the Gua one is occupied as infantry iK imkS 1 and °f ltS ? nunneries 4 are closed. Badajos from rmmfi portai?ce as a frontier garrison has been the scene of whpn''?118 sieges’ jf16 ^ast an4 most severe was in 1812, and Wa? St0ymfd b^the f^ritish troops under Wellington, the nrp ne Wlt 1 drea4fu^ p)ss> ft had been surrendered in mandpr fUilyear t0 S01llt by the treachery of Imaz the com- Sres of H ^•SarnS°n- The legitimate trade and manufac- traffie is r a are .laC01)lsiderable ; but much contraband tratiic is carried on with Portugal. Pop. 11,480. B A D 359 theuZ AT“‘£ 0f the Eon,ans’ corrupted by B.d.k.h.» ; , ‘ or B™csCHAif, a mountainous district B,d™- sduated to the N. of the great Himalaya ridge, S ioumev E S E „Df R ^ " abo'U tw^ ^ journey E.b.E. of Bokhara, and nearly S. of Kokaun It comprehends the higher valley of the Amoo, which is* mie called the Jihon or the Jaxartes, together with all the other valleys of its tributary streams, and all the moun¬ tains connected with them as far nearly as the sources of that river. The district of Badakshan rises gradually to its lev el from the lower and northern part of the province of Balk, which occupies the left bank further down the river. his country is described as mountainous and well wooded and the people as uncivilized, and even savage in their man- Tii i T in villages surrounded with gardens, and situated in the little glens and recesses of the hills. The mountamous districts of this province are famed for some of the richest mines of lapis lazuli and of rubies that are known. Ihe former is found in veins, sometimes of considerable thickness, in a gray matrix ; and masses of this stone are oc¬ casionally procured capable of being wrought into large slabs. iey are carried to Bokhara for sale, and thence to Russia, e rubies are found imbedded in a white earth, in large found8S°T, krge and C°arSe crystals are aLo IWr TE as.emerald8> according to the information of 1 raser. The chief town is Fyzabad, which is said to be not more than 150 miles from Balk. There is another town o the same name as the province, and of considerable im- ^ l raSer COald gain little authentic information einmg tie people of this remote country, their habits aasrSEx <“ •'—» ADALOCCIO, Sisxo, a painter and engraver, born at sPeZr„frrthe 6 ■ dt,0f ‘i;6 16,th century- He was of the deshrn H,:. a^C“’ fy Whom lle was “gMy “teemed for TlfriilJe |[foC1|,f engravlngs are the series known as fA ?T°^£fa^0—(Lanzi’ Storia Pittor.) • fi (Batulo of the Romans), a town of Spain • coas? lOmdes N pleasantly situated on tpcsea- coast, 10 miles N.E. of Barcelona. It is remarkable as the KUST the, A.rchduke Charles of Austria and the Pn ! terbTUgh’m the War of the accession in 1704. 1seamen and fishermen. r DLN’ Crand Duchy op, is situated in the S.W. Boundaries of Germany, between Lat. 47. 32. and 49. 52. N.; and Long. 7. 27. and 9. 50. E. It is bounded on the N. by Ba- See S bTs ZZV W', ^ Bavaria and “dAEt-thbey Wirtemberg Z- the present century, "moS Teeding 13°? ^ a"LPo“„” diHnn?! ip. ;nCe thev 11 has fr01n time t0 time acquired ad- rqnn , 01 n ory’ 80 that its area now amounts to upwards of a hah: mi eS’ and ltS population t0 nearly a million and family6 the"fbumL belonged to the Zahringen History. ;OUnder f wh,ch was Berthold, landgrave of Br^isgau, who flourished about the middle of the 11th cen¬ tury. Berthold s third son, Hermann, acquired Baden by rSn'ami o\gi?nd-T’ ?ermann IL>fi^d his residence t aden, and took the title of margrave. Margrave Christo- P er7as succeeded on his death in 1527 by his three sons one of whom however died soon after, and the margraviate was ite of BTgH e,tW° SUarviv°rS’ "bo thus formed the two of b1l t -Baden and Baden-Durlach. The line of Ba- in mi yb0031116 ext,nct by the death of Augustus George nillrr i ltSp0S8e881uus were united with Baden-Durlach ar es Frederick. By the treaty of Luneville con- B60 BADEN. Baden. eluded in 1801, Baden acquired a considerable addition of —% territory, which was farther increased in 1803 when the mar¬ grave received the title of elector. The treaty of Piesburg, in 1805, still farther increased his domains, by the addition of Breiso-au, so that Baden had then an area of 3455 square miles, with 670,000 inhabitants. On the dissolution of the German empire, and his joining the confederation of the Rhine, in 1806, the elector received the title of Grand Duke, and 1950 square miles of additional territory. Some smaller additions at subsequent periods have increased Baden to its Preinenit832eitt'was divided into 4 circles, 74 bailiwicks, Population and 1595 communes. By the census of 1849, the popu a- tion was 1,362,774 ; of whom 905,143 were Roman Catho¬ lics, 432,184 Protestants, and 23,547 Jews. The following table gives the extent and population of each of the tour circles according to the census of 1852 : Circles. Square Miles. Bailiwicks. Communes. Poplin 1852. Upper Rhine, S H g mt g IS g 5904 74 1595 1,356,943 Baden contains 115 cities, 45 market towns, 1634 villages, and 533 hamlets. The capital of the duchy is Carlsruhe : Pop. 23,217. . .... , . Physical Baden is principally of a mountainous or hilly character, features, interspersed with fertile and pleasant valleys. On the west¬ ern side of this country, and extending along the Rhine, is a very fertile stripe of land, from which the rest of the coun¬ try rises towards the east. In the southern and eastern parts is the Black Forest (Schwarzwald), extending northwards as far as the Neckar, north of which is the Odenwald range, sometimes considered as a part of the Schwarzwald, but con¬ siderably less elevated. The highest peaks of the Black Forest are the Feldberg and the Belchen, which attain re¬ spectively the height of 4650 and 4397 feet: the Katzen- biickel, the highest point of the Odenwald, is only 2180 feet high. Lying between the Rhine and the 1 reisam is the Kaiserstuhl, an independent volcanic group, nearly 10 miles in length and five in breadth, the highest point of which is 1760 feet. This country is watered by numerous rivers and streams : of these, the principal is the Rhine, which is the recipient of almost all the rest, and forms the boundary of the duchy on the S. and W. Among its other rivers are the Mayn, Tauber, Neckar, Murg, Kinzig, Wutach, Pfinz, and Elz. The Danube too takes its rise here. Baden has also a num¬ ber of lakes, as the Mummel Wilder, Nonnenmattweiher, Titti, Eichener, Schluch, &c. A part of Lake Constance be¬ longs to Baden. Climate The climate of Baden varies considerably with the eleva¬ tion, but is everywhere very salubrious. In the plains and5valleys it is mild and agreeable, but in the higher parts it is cold and moist, with snow during a great part of the year ; and the transition from winter to summer is often very sudden. Agricul- The inhabitants are chiefly engaged in agricultural and ture. pastoral pursuits, for which their country affords many ad¬ vantages. In the valleys and plains the soil is particularly fertile and productive, yielding most luxuriant crops of wheat, maize, barley, beans, potatoes, flax, hemp, and tobacco ; and even in the mountainous parts, rye, wheat, and oats are ex¬ tensively cultivated. There is also a considerable extent of pasture land, and a great part is covered with woods. The vineyards are extensive, producing various kinds of excellent wine, and the gardens and orchards supply abundance of fruits of the finest description, especially almonds, chestnuts, and walnuts. The distribution of the surface of the duchy is as follows:— Morgens. Arable Meadow ^6,613 Gardens ....^ 67,507 Woods and Forests 1,296,861 Quarries, Gravel and Clay Pits ... 102 Waste land Buildings, Roads, and Waters ... 711,594 Per cent. >r 34,8 9-6 5-3 1-6 0-9 30-5 0-0 0-5 16-8 Baden. 4,244,340 100-0 The manufactures of Baden were formerly very insigni- Manufac- ficant, but latterly they have been much improved. 1 hey tures. are, however, chiefly confined to iron and hardware goods, and the spinning and weaving of cotton. 1 he inhabitants of the Black Forest have long been celebrated for their dex¬ terity in the manufacture of wooden ornaments and toys, watches, clocks, musical boxes, organs, &c. There are exten¬ sive government salt-works at Durrheim and Rappenau, and iron-works at Albbrugg and other places. The minesof Ober- Minerals, wert and Kandern produce excellent iron. Silver, gold, and copper are also among its mineral productions, as well as alum, vitriol, sulphur, and coal. Gold washing, formerly ex¬ tensively carried on along the Rhine, is now little practised. The mineral springs of Baden are very numerous, and have “Tteeir^olBad™ are very considerable, and exceed Cohere a million sterling per annum, consisting chiefly of its agricul¬ tural and industrial products. It has about 75 leagues of railways, the principal of which is that traversing almost the entire length of the country, from Mannheim to Basle in Switzerland, and of which 62 leagues are in Baden. The educational institutions of Baden are numerous and Education, flourishino-. There are two universities, the Protestant one at Heidelberg, founded in 1386, and the Catholic one at Freiburg, founded in 1457. The attendance at the former in 1849 was 543, at the latter 368. There are also 6 lyceums, 5 gymnasiums, 4 normal schools, 19 higher and ' Li*tin schools, besides about 2000 common schools established throughout the country. There is an institution in Pforz¬ heim for the deaf and dumb, and one in Freiburg for the blind. A polytechnic school was established about 18 years ago at Carlsruhe, and is now perhaps the most efficient institution of the kind in Germany. It has a staff of 41 teachers, and about 330 students. The preparatory course extends over three years, and includes French, German, English, general history, mathematics, drawing, modelling, chemistry, miner¬ alogy and geology, mechanics, &c. The special courses are engineering, architecture, forestry, chemistry, mechanics, commerce, and post-office service ; and extend over from one to four ye&rs« * i • i.Vv (rovcm* The government is a hereditary monarchy, vested in the ment grand duke, who enjoys the executive and judicial powers, but is assisted in the legislative by two chambers, the one o peers, and the other of deputies. The chamber of peers consists of 36 members, 8 of whom are chosen by the grand duke, and one by each of the two universities; the remain¬ ing members are, the Roman Catholic archbishop of k rei- burg, a Protestant prelate, and the principal nobility. I he chamber of deputies has 64 members, elected by all the males who have attained their twenty-fifth year. Each member must be at least 30 years of age, and is elected for 8 years , one-fourth of the members going out every two years. Baden occupies the seventh rank in the Germanic co federation, airnishes a contingent of 10 000 nten to the federal army. It has three votes in the full diet, and one in the minor assembly. By the approved budge o 1853, the clear united revenue for these yeaio wa at 19,536,497 florins (L.1,628,041), and the exP^dl^be at 19,545,723 florins (L.1,628,810). The public debt in 1852 was 60,894,107 florins (L.5,0/4,509), of BAD Baden 32,609,791 florins (L.2,717,482) was a loan contracted for lj the construction of railways in the country. Leblich Baden, or Baden-Baden, a town and celebrated water- ing-place of Germany, in the circle of Middle Rhine and Grand Duchy ot Baden. It stands on the Oos, in a valley of the Black h orest, 18 miles S. W. of Carlsruhe ; and it is con¬ nected by a branch with the Mannheim and Basle railway. Baden during the months of July and August is frequented by great numbers of visitors from all parts of Europe, so that its resident population, which is only about 6000, is fre¬ quently augmented to three times that number. There are thirteen hot springs, varying in temperature from 37° to 54° R., = 115 to 156 F.; and the water is conveyed through the town in pipes to supply the different baths. The supe¬ riority of its situation, its extensive pleasure-grounds, gar¬ dens, and promenades, render Baden one of the first water¬ ing-places in Germany. It was for six centuries the resi¬ dence of the margraves of Baden. The “ old castle” occu¬ pying the summit of a hill above the town, was the earliest residence of the reigning house ; and the “ new castle” (so called by comparison), situated close to the town, is remark¬ able for its subterranean dungeons. Baden has a library and reading-room, theatre, assembly rooms, and the other ac¬ cessaries of a fashionable watering-place. The parish church contains monuments of several of the margraves. The springs of Baden were known to the Romans under the name of Aurelia Aquemis, and fragments of ancient sculpture are still to be seen there. In 1847 remains of Roman vapour baths, well preserved, were discovered just beneath the new castle. Baden, a small town of Switzerland, in the canton of Aar- gau, on the Limmat, 14 miles N.W. of Zurich. It is much resorted to, principally by the Swiss, on account of its hot medicinal springs. The treaty of 1714 between France and Germany was concluded here. Pop. 2500. Baden, a small city in the Austrian province of the Lower Ens, in the circle of Wiener Wald. It is about twelve miles from Vienna, and is the most fashionable summer resort of the inhabitants of that capital. The situation is highly ro¬ mantic, and the prospects in its vicinity are picturesque and beautiful. It has many warm baths, which are much re¬ sorted to by invalids. Accommodations and amusements are here as amply furnished to the visitors as at the other German spas. Baden suffered much by a fire in 1812, but has since been very elegantly rebuilt. The Archduke Charles has a residence at this place, which is a favourite retirement of the imperial family. The stationary popula¬ tion amounts to 4000. Baden stands on the rapid river Schwachat, whose water-falls greatly enhance its natural beauties. BADENOCH, a district of Inverness-shire in Scotland. (See Inverness-shire.) BADENS, Francis, an historical and portrait painter, born at Antwerp in 1571 ; died in 1603. He was distin¬ guished by the warmth of his colouring, for which he has been surnamed the Italian. BADEN-WEILER, a village in the Grand Duchy of Baden, and circle of Upper Rhine, celebrated for its alka¬ line thermal springs and baths. Remains of Roman baths still exist here. BADGER. See Mammalia, Index. LADIA Y LEBLICH, Domingo, a celebrated Spanish traveller, better known under his assumed name of Ali Bey, was born in Biscay in the year 1776. After receiving a very liberal education, he made himself master of the Ara¬ bic language, and the usages of the Mussulmans, with a view to facilitate his Oriental travels. He was employed by the I rench government as a political agent in the East; and after submitting to the rite of circumcision, he assumed Hie Mussulman costume, in which disguise he visited Egypt, labia, and Syria, and was received as a person of high rank wherever he appeared. He returned to Europe ; but VOL. IV. B A E 361 again visiting the East, he died at Aleppo in 1819, it is Badile said by poison. His travels appeared in 1814, under the II title of Voyage d’Ali Bey en Asie et en Afrique. &c., in Baeza- 3 vols. 8vo, and they have been translated into English! BADILE, Antonio, an historical and portrait painter born at Verona in 1480. He was confessedly an eminent arti.st; but he derived greater honour from having had two such disciples as Paolo Veronese and Baptista Zelotti, than from the excellence of his own compositions. He died in 1560. BADIUS, Jodocus or Josse, sometimes called Radius Ascensius, from the village of Asche near Brussels, where he was born in 1462, was an eminent printer at Paris, whose establishment was celebrated under the name of Prelum Ascensianum. He illustrated with notes several of the classics which he printed, and was himself the author of numerous pieces, amongst which are a life of Thomas a Kempis, and a satire on the follies of women, entitled Navicula Stultarum Mulierum. He died in 1535. BAENA, a town and partido in the province of Cordova in Spain. 1 he town, 8 leagues S.E. of Cordova, is pic¬ turesquely situated on the slope of a hill crowned with a castle, near the river Marbello. It has four parish churches and three schools, one of which, a female college, with an attendance of 167 pupils (1847), has a high reputation in the province. The education, which is conducted by Sisters of Charity, does not go beyond reading, writing, arithmetic, and religious instruction. Grain and oil are the principal articles of commerce. Pop. 12,944. The site of the Ro¬ man town (Baniana or Biniana) can still be traced, and various antiquities are to be met with. A subterranean vault was discovered in 1833, containing twelve cinerary urns with inscriptions commemorating various members of the Pompeian family. BiETICA, a province of ancient Spain, so called from the famed river Baetis, now Guadalquivir. It was bounded on the W. and N.W. by Lusitania, on the S. by the Medi¬ terranean and Sinus Gaditanus, and on the E. and N.E. by Tarraconensis. B/L 1 \LIA (fSaLTvXia, fiaiTvXoi), anointed stones, wor¬ shipped by the Phoenicians and other barbarous nations. They were commonly of a black colour, and consecrated to some god, as Saturn, Jupiter, the sun. Some are of opinion that the true original of these idols is to be derived from the pillar of stone which Jacob erected at Bethel, and which was afterwards worshipped by the Jews. These bcetylia were the objects of much veneration among the ancient heathens. Many of their idols were in fact no other ; and no sort was more common in Eastern countries than that of erect oblong stones, hence termed by the Greeks kiovcs, pillars. Daedalus separated the mass into two feet, whence he is said to have made walking statues. In some parts of Egypt they were planted on both sides of the highways. In the temple of Elagabalus in Syria, there was one said to have fallen from heaven ; and in Phrygia there was a black stone, also considered an aerolite ; which the Romans sent for, and received with much ceremony, Scipio Nasica being at the head of the embassy. BAEZA (ancient Beatia), a city and partido in the pro¬ vince of Jaen in Spain. The city, which is well built, stands on a considerable elevation, about 3 miles from the right bank of the Guadalquivir. Lat. 37. 59. N. Long. 3. 28. W. It has a cathedral and several fine public buildings, among which the most worthy of notice are the university, the oratorio of St Philip Neri, the marble fountain with Cary¬ atides in the Plaza de la Constitucion, the gates “ de Cor¬ doba y Ubeda, and the arch of Baeza. The latter are among the remains of its old fortifications, which were of great strength. There is little trade or manufacture here. The principal productions of the neighbourhood are grain and oil. I he red dye made from the native cochineal was 2 z 362 BAG Baffa once celebrated; but this, as well as other branches of II dustry, has fallen greatly in importance. Inthe time ot the Baghdad. ]y[oorS) Baeza was a flourishing city of 50,000 mhab t v Present pop. about 11,000. u.uh BAFFA, a town in the island of Cyprus, with a fort bu near the site of the ancient Paphos, of which some rums yet remain, particularly fragments of columns, which probaWy belonged to a temple of Venus. Long. 32. 20. L. . 34 50. N. See Paphos. . . „ r , BAFFIN, William, an able and enterprising Eng i seaman, born in 1584. His descriptions of part of the bay which bears his name have been found remarkably accurate bv later navigators. His voyages to those regions were per- formed in 1612, 1613, 1615, and 1616, while he was only a subordinate; bit he gave the accounts of discovene. In 1618 he was mate in a voyage to Surat and Mocha, but in 1621 he was killed, while attempting, in conjunction with a Persian force, to expel the Portuguese from Ormuz. BAFFlbJ’^BAY*,^large inland sea separating Green- land from the N.E. coast of America, and extending from 68° to 78° N. Lat., and from 52° to 80 VV. Long. t was first explored in 1616 by the English navigator Baffin It is connected by Davis’s Strait with the Atlantic, and by Lan¬ caster Sound and Barrow’s Strait with the Arctic Ocean. The coasts are generally high and precipitous, an^ ar deeplv indented with gulfs. During the greater pait of the year this sea is frozen, and is only navigable from the beginning of June to the end of September. It i annually visited by vessels engaged in the whale and sea fiSlBAFRA, a town of Asia Minor, pashalic of Sivas, on the right bank of the Kizil Ermak, 13 miles from its mouth in the Black Sea. It has a fine bridge ant[tw0 ™^ues’ and some trade in rice and tobacco. Pop. about 3000. BAGHDAD, a city of Asia, formerly the capital of the empire of the khalif, and long renowned for its commerce and its wealth. It is situated on an extensive and desert plain, with scarcely a tree or village throughout its whole extent; and, though it is intersected by the 1 igns it stands mostly on its eastern bank, close to the water s edge. Old Baghdad on the W. is now considered only as a suburb to the larger and more modern city on the eastern shore. It has, however, numerous and extensive streets, well furnished with shops, and is protected by strong walls, with three gates opening towards Hillah on the Euphrates and Kazameen. Beyond these recent bulwarks, vestiges of ancient buildings, spreading in various directions, are visible in the plam, which is strewed with fragments of brick, tiles, and rubbish. A burying-ground has extended itself over a large tract ot land formerly occupied by the streets of the city ; and here is the tomb of Zobeida, the favourite wife of Haroun el llaschid, built of brick, of a high octagonal shape, and sur¬ mounted by a lofty superstructure in the form of a cone. The two towns of Old and New Baghdad are connected by a bridge of thirty pontoons. The form of the new city is that of an irregular oblong, about 1500 paces in length by 800 in breadth ; and a brick wall, 1500 paces in length and about five miles in circuit, incloses the town on both sides of the river. This wall, which is built of brick, has been constructed and repaired at different periods ; and, as in most other works of the same nature in Mahometan countries, the oldest portion is the best, and the more mo¬ dern the worst part of the fabric. At the principal angles are large round towers, with smaller towers intervening at short distances; and on these large towers batteries are planted, with about fifty brass cannon of different calibre, badly mounted. In two of these angular towers, Mr Buck¬ ingham remarked that the workmanship is equal to any ancient masonry that he had ever seen. The wall has three gates, one on the S.E., one on the N.E., and a third on BAG the N.W. of the city ; and it is surrounded by a dry ditch Baghdad, of considerable depth. The town has been built with- out the slightest regard to regularity. The streets are even more intricate and winding than those in most other East¬ ern towns; and, with the exception of the bazaars and some open squares, the interior is little else than a a y- rinth of alleys and passages. The streets are unpaved, and in many places so narrow that two horsemen can scarcely pass each other; and as it is seldom that the houses have windows facing the great public thoroughfares, and the doors are small and mean, they present on both sides the gloomy appearance of dead walls. All the buildings, both public and private, are constructed of furnace-burnt bricks, of a yellowish-red colour, taken chiefly from the rums o other edifices, as their rounded angles evidently show. _ A house is generally laid out in ranges of apartments opening into a square interior court, and furnished with subterranean rooms called serdaubs, into which the inhabitants retrea during the day for shelter from the intense heats of sum¬ mer ; and with terraced roofs, on which they take their evening meal, and sleep in the open air. In the months of June, July, and August, the thermometer at break of day generally stands at 112° of Fahrenheit; at noon it rises to 119° and a little before two o’clock to 122 ; at sunset it is about 117° ; and at midnight 114°. In some seasons it rises even higher ; and at these times the inhabitants during the day take refuge in the subterranean apartments, where they endeavour, by every possible device, to mitigate the intolerable heat. The interiors of the houses of the rich are splendidly furnished, and ornamented in the ceilings with a sort of chequered work, which has a handsome appearance. A great portion of the ground within the walls of the town is unoccupied by buildings, especially m the north-eastern quarter ; and even in the more populous parts of the city, near the river, a considerable space between the houses is occupied by gardens, which produce pomegranates, grapes, figs, olives, and dates, in great abundance; so that the city when seen from a distance, has the appearance of rising out °f The public buildings in Baghdad are chiefly the mosques, the khans or caravanserais, and the serai or palace o t e nasha. This latter building, which is situated in the north¬ western quarter of the town, not far from the Figns, is distin¬ guished rather for extent than grandeur. It is a compara- tively modern structure, built at different periods, and form¬ ing a large and confused pile, without proportion, beauty, or strength. There are no remains of the ancient palace ot ^In alllviahometan cities the mosques lire conspicuous ob¬ jects. The number in Baghdad is above 100 ; but °f these not more than thirty are distinguished by their particular minarets or steeples, the rest being merely chapels and ve- nerated places of prayer. Themosta.nc.ent of these m„^s was erected in the year of the Hegira 633, or U6o ot tne Christian era by the Khalif Mostanser. All that remains of the original building is the minaret, and a small P0rtl0Il of the outer walls; the former a short, heavy erection, of the most ungraceful proportions, built of bricks of various colours, diagonally crossed. The jamah or mosque of Mer jameeah, not far distant from the „ 2 of it is modern, has some remains of old and very 11c arabesque work on its surface. The door .s formed by a ioftv arch of the pointed form, bordered on both side, by ritdfbTnds exquisitely guiLd by 2t2flS“VRomantach, u?«h and unadorned reces^ 'S “ome ^ h italofflowera rra7nfS^S^ntf iwn s'tyle. Around the arch is a sculptured frieze ; and down the centre, at the back of the niche, is a broad band, richly sculptured with BAGHDAD. 363 Baghdad, vases, flowers, Sec., in the very best style of workmanship; the whole executed on a white marble ground. The mos¬ que of the vizier, near the Tigris, has a fine dome and lofty minaret; and the great mosque in the square of El Maidan is also a noble building. The others do not merit any particular notice. The domes of Baghdad are mostly high, and disproportionately narrow. They are richly or¬ namented with glazed tiles and painting, the colours chiefly green and white, which, being reflected from a polished surface, impart more of liveliness than magnificence to the aspect of these buildings. But, in the opinion of Mr Buck¬ ingham, they are not to be compared to the rich and stately domes of Egypt, as the minarets, although they have the same bright assemblage of colours, are far from being equal “ to the plain and grave dignity of some of the Turkish towers at Diarbekir, Aleppo, and Damascus, or to the lighter elegance of many of those in the larger towns on the banks of the Nile.”1 There are about thirty khans or caravanserais in Baghdad, all of inferior construction to those in the other large towns of Turkey. The bazaars, which are numerous, are mostly formed of long, straight, and tolerably wide avenues. The one most recently built is the largest and the best; still it has an air of meanness about it that is not common in the bazaars of large Turkish cities. It is long, wide, and lofty, and well filled with dealers and wares of all sorts. Several of these bazaars are vaulted over with brick-work ; but the greater number are merely covered with flat beams which support a roof of straw, dried leaves, or branches of trees and grass. There are about fifty baths in Baghdad, which are also very inferior in their accommodations to those in the other large towns of Mesopotamia. Baghdad is about 500 miles from the mouth of the Tigris, following its course, and about 400 from Bassora; and with this latter place it carries on a constant communication by means of boats, of from twenty to fifty tons burden, though the river is navigable for larger vessels. With a northerly wind these boats will make the passage to Bassora in seven or eight days; in calms, when they have merely the aid of the current, the passage occupies from ten to fifteen days. Sir R. K. Porter mentions that the stream of the Tigris runs at the rate of seven knots an hour. This, however, is pro¬ bably during floods, since, with such a powerful current, a boat could not occupy ten or fifteen days on its passage from Baghdad to Bassora. In coming up the stream, thirty or forty days are consumed before reaching Baghdad. The smaller craft, used for bringing supplies of provisions and fruit to the city, are circular boats of basket-work, covered with skins, the same that have been employed from the re¬ motest antiquity. The communication with Bassora used formerly to be carried on by the way of Hillah on the Eu¬ phrates ; but the banks of this river are now in possession of a tribe of Arabs, who detain and plunder all vessels sail¬ ing down the river, and frequently murder the crews. The Euphrates and the Tigris are liable to spring floods ; and the streams of both rivers being joined, inundate the desert plain on which Baghdad stands, when the city appears like an island in the midst of the sea. The inhabitants are sup¬ plied with water from the Tigris, which is brought to their houses in goats’ skins; the convenience of water-works, cisterns, and pipes, being entirely unknown. Baghdad has declined from its ancient importance. It was formerly a great emporium of Eastern commerce ; and it still receives, by way of Bassora, from Bengal, the manu¬ factures and produce of India, which are distributed over Arabia, Syria, Kurdistan, Armenia, and Asia Minor. At the same time the inland trade from Persia and the East has declined. The productions and manufactures of Persia which were intended for the Syrian, Armenian, and Turkish mar¬ kets, and were sent to Baghdad as a central depot, now reach Baghdad. Constantinople by the more direct route of Erzerum and vw Tocat. Wealth appears to be deficient among all classes, and Baghdad has many symptoms of a decayed city. The population is a mixture of nations from various quar¬ ters of the East. The chief officers of government, whether civil or military, are of the families of Constantinopolitan Turks, though they are mostly natives of the city; the mer¬ chants and traders are almost all of Arabian descent; while the lower classes consist of Turks, Arabs, Persians, and In¬ dians. There are some Jews and Christians, who still re¬ main distinct from the other classes; while the strangers in the town are Kurds, Persians, and Desert Arabs in consi¬ derable numbers. The dress of the Baghdad Turks is not nearly so gay or splendid as that of their northern country¬ men ; and the costume of the Baghdad residents is, upon the whole, unusually plain in comparison with that of other Asia¬ tics. As every nation retains its own peculiar dress, it may be easily conceived what an amusing variety of costume must be seen in the streets of Baghdad. The dress of the females is as mean as that used in the poorest villages of Mesopo¬ tamia; women of all classes being enveloped in a blue checked cloth, such as is worn by the lowest orders in Egypt, and hav¬ ing their faces covered by hideous veils of black horse-hair. Baghdad is governed by a pasha, assisted by a council. The pasha receives his appointment from the sultan of Con¬ stantinople ; which, however, has to be ratified by the public voice, not ascertained by votes, but expressed in the tumul¬ tuous acclamations of the populace. The pasha is chosen from a body of Georgian Mamelukes, maintained by im¬ portations from Georgia, which are said to increase every year. Among this body are distributed all the lucrative offices, as well as all the military commands. The pasha has a force of 2000 horsemen, 10 pieces of artillery, and a body-guard consisting of 1000 men. On particular emer¬ gencies he can call for the service of some Arab tribes of the Desert, who are bound to this duty in return for provi¬ sions supplied by the pasha. The pashas of Kurdistan also aid him with 5000 or 6000 horse in case of need ; so that on a short notice he can collect a force of 20,000 or 30,000 undisciplined troops for the defence of the city. He is generally considered as quite independent of the sultan of Constantinople. His revenue arises from a custom-duty on all merchandise entering Baghdad ; and he seldom resorts to forced exactions for the supply of his treasury. The mo¬ deration and justice pursued by the government has the effect of giving great activity to commerce, and general satisfaction to all engaged in it. The police, however, is extremely defective, and murders frequently take place at the gates of the palace and of the great mosque, without any attempt being made to bring the criminals to justice. Mr Buckingham mentions that one murder was committed in open day, in the street, before a hundred witnesses, not one of whom thought of interfering ; it being, according to the maxims of the Arabs, an affair of blood, which it be¬ longed to the relatives of the slain to revenge, or the pasha to investigate, and which they had no business to meddle with. Robberies are also frequently committed with im¬ punity. The English and French maintain each a consul at Baghdad. The late Mr Rich, whose amiable qualities furnished a theme of praise to every traveller, was appointed to that situation by the East India Company, with a large establishment, and was considered the most powerful man in Baghdad next to the pasha. Baghdad was founded by A1 Mansour, second khalif of the race of Abbas, in the 145th year of the Hegira (a.d. 767). It was adorned with many noble and stately edifices by the magnificence of the renowned Haroun el Raschid, who also built on the eastern side of the river, connecting Buckingham’s Travels in Mesopotamia, vol. ii. chap. vii. B64 BAG Baghdad, the two quarters of the town by a bridge of boats. Under the auspices of Zobeida, the wife of that prince, and J after Barmecide, his favourite, the city may be said to have at¬ tained its greatest splendour. It continued to flourish and increase, and to be the seat of elegance and learning, unti the 656th year of the Hegira (a.d. 12(7), when Hula1^ the Tartar, the grandson of Genghis Khan, took it by stor , and extinguished the dynasty of the Abbassides. T Tartars retained possession of Baghdad till about t y 1400 of our era, when it was taken by lamerlane, ho whom the sultan Ahmed Ben Avis fled, and finding refuge with the Greek emperor, contrived afterwards to reposes himself of the city, whence he was finally expelled by Kara Yusef in 1417. In 1477 his descendants were driven out by Usum Cassim, who reigned 39 years in Baghdad, when Shah Ismael the First, the founder of the royal house of Sefe, made himself master of it. From that time it con¬ tinued for along period an object of contention between the Turks and Persians. It was taken by Sohman the Magnificent, and retaken by Shah Abbas the Great; and it was afterwards besieged by Amurath the Fourth, with an army of 300,000 men. After an obstinate resistance, it was forced to surrender, a.d. 1638 ; when, in defiance of the terms of capitulation, most of the inhabitants were massa¬ cred by torch-light. Since that period it has remained under a nominal subjection to the Turks. Achmet the greatest of the pashas of Baghdad, and the first who rendered thepash- alic independent of the porte, defended the town with such courage against Nadir Shah, that the invader was com¬ pelled to raise the siege, after suffering great loss. Bag - dad, according to Colonel Chesney,had 110,000 inhabitants previously to the great plague of 1830 ; but now, m 18o , Mr Layard estimates its population under 50,000. ^ong. 44 24. E. Eat. 33. 21. N. (Buckingham’s Travels in Me¬ sopotamia ; Sir R. K. Porter’s Travels in Georgia, Persia, Armenia, and Ancient Babylonia ; Kinneir s Geographi¬ cal Memoir of the Persian Empire ; Chesney s Expedi¬ tion) , v (D-B_N- nf Baghdad is also a Turkish pashahe or government of Asia, and is computed to have an area of above 100,000 square miles. It stretches in a N.W. direction, from the mouth of the Shat-el-Arab at Bassora, to Merdin, situated near the source of the Tigris; and from the confines of Persia, W. to the banks of the Khabour, which separates it from the pashalic of Diarbekir. Its general boundaries are the Euphrates and the Arabian desert of Nedjed to t e W. and S., Kusistan and Mount Zagros to the E., the pa¬ shalic of Diarbekir to the N.W., and Armenia with the ter¬ ritories of the Kurdish chief of Julamerick to the N. This great tract comprehends ancient Babylonia, and the greatest part of Assyria Proper. The first includes the space inclosed by the Tigris and the Euphrates, which is also known under the general appellation of Mesopota¬ mia ; and the second, that which is beyond the Tigris, com¬ monly called Lower Kurdistan. This tract of country is an extensive and very fertile plain, and is watered by the Tigris and the Euphrates, which at Baghdad approach within 25 miles of each other, and afford an inexhaustible supply of the finest water. Only some parts of these fertile districts, however, are cultivated, as the population consists in many places of wandering Arabs, who are adverse to agri¬ culture, and who, in their vagrant life of idleness and rapine, neglect all the natural advantages of a fertile country . The most productive portion of the pashalic is on the banks of the Shat-el-Arab, in the neighbourhood of Bassora. This tract, for upwards of 30 miles below that city, is well culti¬ vated, and yields vast quantities of dates, wheat, barley, and various kinds of fruits. The banks of the Euphrates produce abundant crops of dry grain. Higher up the Euphrates, the country which is possessed by the Arabs is a low marshy tract, formed by the expansion of the Euphrates, and is BAG famed for plentiful crops of rice. Among the mountainous Baghermi districts of the Upper Euphrates the country is highly pic- jl turesque and beautiful ; it is watered by the river Myg- ^ re donius, and is in a tolerable state of cultivation. It produces v ^ j in abundance the finest fruits, such as grapes, olives, figs, pomegranates, which are esteemed the most delicious in the East; apples, pears, apricots of an inferior quality ; and the finest dates, on which the inhabitants, as in other parts of Asia, depend in many cases for subsistence. I he do¬ mestic animals are, the horse, for which the coimtry as long been famed, the ass, camel, dromedary, buffalo, and mule. Of the wild animals, the lion, the hyena, the jackal, the wolf, and the wild boar, are also common ; and antelopes are seen in great numbers. Hares are plentiful, but foxes are seldom seen. All sorts of poultry are bred excepting the turkey. On the cultivated lands, and on the borders of the rivers, the black partridge is met with in great num¬ bers. Snipes and almost every species of wild fowl may be found in the marshes, and pelicans on the banks of the Eu¬ phrates and Tigris. In addition to these two rivers, the country is watered by the Khabour or Chaboras, formed by the junction of several small streams about ten miles to the S.W. of Merdin ; by the Mygdonius, which joins the Kha¬ bour ; and by the Hermes, a tributary of the Mygdonius. In ancient times the plain of Mesopotamia was occupied by the great and wealthy cities of Nineveh, Babylon, Se- leucia, Ctesiphon, &c., and was in a high state of cultivation. It was intersected by many well-constructed canals and other works, which, in dispersing over the country the su¬ perfluous waters of the Tigris and Euphrates, proved ex¬ tremely useful to agriculture. These works are now all ruined, and not a vestige remains of many of the canals ; while the course of others can only be faintly traced in their imperfect remains. One canal, however, still exists : it connects the Euphrates and the Tigris exactly half-way be¬ tween Bassora and Baghdad, and is navigable in spring for large boats. BAGHERMI. See Africa. _ B AGLIVI, Giorgio, an illustrious Italian physician, de¬ scended of a poor persecuted Armenian family, was born at Ragusa in 1669, and assumed the name of his adoptive father, Pietro Angelo Baglivi, a wealthy physician of Leixe. He studied successively at the universities of Salerno, Fa- dua, and Bologna; and after travelling over Italy, he went in 1692 to Rome, where, through the influence of the cele¬ brated Malpighi, he was elected professor of anatomy in the college of Sapienza. He died at Rome in 1707, at the early&age of thirty-eight. A collection of his pieces which are all in the Latin language, was published in 4to m 1(0 , and has been several times reprinted m the same torm An edition in 2 vols. 8vo was published in 1788. Baglivis work, De Fibra Motrice, is the foundation of that theory of medicine which by Hoffmann and Cullen was substituted for the Humoral Pathology. BAGMU TTY, a river of Hindustan, which has its source in the hills to the N. of Catmandoo, the capital of Nepaul, whence it flows in a southerly direction and joins the Ganges, after a course of 285 miles, in Lat. 25. 23. Long. 86. 34.; about eight miles below the town of Monghyr, u on the opposite side of the river. m i i -o TTBp BAGNARA, a city of the province of Calabria Ulte riore II., in the kingdom of Naples on the Gulf ofGioja. It suffered by the earthquake m 1783, when, out o 4936 persons 3324 perished. It now contains 3000 inhabitants, who carry on a considerable trade in silk, oil, wine, and • B AGNERES-DE-BIGORRE, the capita theJron; dissement of Bagneres, department of Hai^s;P[rene^’ f situated on the left bank of the Adour, 3 mfles S.E. of Tarbes. This is the principal watering-place in , and is much admired for its picturesque ^uatum^dlfee beauty of its environs, particularly the valley of Campan, BAG Bagneres- which abounds with beautiful gardens and handsome villas. de-Luchon The town is remarkably neat and clean, and many of the II. houses are built or ornamented with marble. Its thermal agpipe. SprjngS an(j baths are numerous and varied, and are very ef- J""v ^ ficacious in debility of the digestive organs and other maladies. Their temperature is from 90° to 135° Fahr. The season commences in May, and terminates about the end of Octo¬ ber, during which time the population is nearly doubled. Per¬ manent pop. (1852) 8335. The arrondissement of Bagneres contains 10 cantons and 194 communes; pop. 95,413. BAGNERES-DE-LUCHON, a small well-built town of France, department of Haute-Garonne, pleasantly situated in the valley of the Luchon, at the foot of the Pyrenees. It is celebrated for its sulphurous thermal springs, which vary in temperature from 88° to 152° Fahr. The principal edi¬ fice is a handsome bath establishment, erected in 1807. The waters are employed with success in a variety of chronic and cutaneous affections. Pop. about 2500. BAGNOLES, a village of France, department of Orne, in a valley 13 miles S.E. of Domfront. It is much fre¬ quented for its mineral springs and baths, and has been much improved and embellished by handsome buildings and fine promenades. Military baths were erected here in 1822, capable of accommodating 200 invalids. BAGNOLS, a town of Lower Languedoc, now the de¬ partment of Gard, in France. It has a handsome square, adorned with a fountain, the waters of which are conveyed by a canal to the lands in the vicinity. Pop. in 1846, 3803. BAGPIPE, a musical instrument of unknown antiquity. It was used among the ancient Mysians and Pannonians, the latter a Celtic people ; and is still employed by the modern Sclavonians. The ancient Scandinavians also used it. An antique gem, of which Dr Burney procured a drawing, re¬ presents Apollo as walking with a lyre in his hands, and a bagpipe slung at his back. The bagpipe was well known to the ancient Romans, and we learn from Suetonius that Nero, among his various musical accomplishments, was a bagpipe-player. To this day the bagpipe is a common in¬ strument in the southern parts of Italy, especially Calabria; and its modern use in Spain appears from the Spanish pro¬ verb regarding the bagpiper of Bujalance, in Andalusia, and from the allusion to the bagpipes of Zamora in chap. 62, part 2, of Don Quixote. Some of the mountain tribes of Hindu¬ stan are said to have a large and powerful bagpipe. Curious representations of ancient bagpipers are given in plates 33 and 34 of Herbert’s work, De Cantu et Musica Sacra. Court bagpipers in England are mentioned as early as the fourth year of Edward II., i.e. 1310. Dr Petrie, the eminent Irish antiquary, says that the bagpipe is often mentioned in Irish poems varying in date between the tenth and sixth centu¬ ries. Some Irish writers assert that the great bagpipe—the same as that of the Scottish Highlands—was used very early as a war instrument in Ireland; but the oldest representa¬ tion of it which they have been able to point out is that given in The Image of Irelande, by John Derricke. Im¬ printed at London by Jhon Daie, 1581. Ato. The wood- cut there shows a bearded and half-naked Irish piper playing upon an enormous bagpipe, with two drones and chanter. He holds the bag—as big as his own body—pressed against his stomach. Sixty years ago, several kinds of bagpipe were used in Scotland and the north of England; but we now seldom hear any others than the small Irish bagpipe, blown with bellows, and the great Highland bagpipe, or its smaller congener, which is used at dances, chiefly in the Highlands. The great Highland bagpipe is a very loud instrument, famous for its martial influence upon Highland soldiers in battle.1 It consists of a large wind-bag made of greased leather covered with woollen cloth ; a mouth-tube, valved, by which the bag is inflated with the player’s breath ; BAH 365 three reed drones, and a reed chanter with finger-holes, on Bahamas, which the tunes are played. Of the three drones, one is long and two are short. The longest is tuned to A, an oc¬ tave below the lowest A of the chanter, and the two shorter drones are tuned each an octave above the A of the longest drone; or, in other words, in unison with the lowest A of the chanter. The scale of the chanter has a compass of nine notes, all natural, extending from G on the second line of the treble stave, up to A in alt. In the music performed upon this instrument, the players introduce among the simple notes of the tune a great number of rapid notes of peculiar embellishment, which they term warblers. No exact idea of these warblers can be formed except by hearing a first- rate player upon the Highland bagpipe. We may remark that the profusion of ornament in the music of the High¬ landers reminds us of the observations made by several mu¬ sical travellers upon the airs performed by various Oriental players and singers—Greek, Arab, Egyptian, Hindu, &c.— all of whom employed so many peculiar ornaments as to dis¬ guise entirely the real theme or melody, whatsoever that might be, and to produce an effect more resembling the warbling of birds than anything else generally known to Europeans. The ancient Egyptians, Greeks, and Romans, used single, double, and triple tubes, the sound of which was produced by a double reed, like that of an oboe, or of the chanter or the drone of a bagpipe, &c. The reed (yAw-rus) was move- able, and was carried about by the the player in a box called by the Greeks yXwTTOKOfj-eiov, i.e. a tongue-case. Demades, the Athenian orator, compared his countrymen to these reed- pipes, “ good for nothing without their tongues.” These tubes, called avXdi, were blown by the mouth of the player, as seen in ancient sculptures and paintings ; and required so strong a breath to sound them, that the performer bandaged up his lips and cheeks with a cf)op(3ela, or irepuiToiMov, the Roman capistrum, a leathern muzzle or headstall. It seems very probable that the bagpipe derives its origin from these double and triple reed-pipes, by the after addition to them of a wind-bag made of the skin of a goat or kid, together with a valved porte-vent, in order to relieve the strain on the lungs and cheeks of the player. In some parts of Russia, double flutes (or reed-pipes) are used among the peasantry. A paper published by George Burdett, Esq., in 1845, gives an account of a very ancient and curious instrument now peculiar to the northern parts of the island of Sardinia, and called the lannedda. It consisted of three reed-pipes of un¬ equal length and thickness, and pierced with several holes, and was played upon by a vigorous Sardinian peasant eighty years of age, in a hut among the mountains about ten miles from the town of Terranova. The pipes were tuned by shifting small pieces of wax up and down outside of the holes. The longest and thickest pipe was a drone, and had only one hole. The player placed the reed-ends of all these three pipes in his mouth, and sounded them all at the same time. The sound reminded Mr Burdett of that of a bagpipe. It is, he says, a very exhausting instrument, and often kills the performers at an early age. This old peasant was the last of the race of lannedda players. The exertion required to play upon it has caused a modification of the lannedda in the southern parts of the island, by adding to the pipes a com¬ mon mouth-piece, like that of the double-flageolet, which greatly lessens the fatigue of the performer. (g. f. g.) BAHAMAS, or Lucayas, a chain of islands stretching in a north-westerly direction from the N. coast of St Do¬ mingo to that of East Florida, and lying between Eat. 21. and 27. 30. N. and Long. 70. 30. and 79. 5. W. The group is composed of about twenty inhabited islands, and an im¬ mense number of islets and rocks. The principal islands of this group are New Providence, containing the capital, Nassau ; Harbour Island; Abaco; Eleuthera; Heneagua, or See Wood’s Songs of Scotland, vol. i. pp. 97-137, and vol. iii. p. 51, 366 BAHAMAS. Bahamas. Inasua ; Mayaguana; St Salvador ; Andros Island ; Great Bahama; Ragged Island; Rum Cay; Exuma ; Long Island; Crooked Island ; Long Cay ; Watling’s Island ; the Caicos, the Turks, and the Berry Islands. , ui n Most of these islands are situated on those remarkable tlat* called the Great and Little Bahama Banks, and some out o soundings in the ocean. The Great Bahama Bank is about 300 miles in length from N.W. to S.E. and 100 m breadth , and the Little Bahama is about 130 miles long. The^s“ have, in general, a very flat appearance, and many of the consist of mere bleak and barren rocks. 1 he &01}.11? tho ® that are under cultivation is thin, and generally light and sandy, but interspersed with occasional patches of rich mou . The substratum, so far as has been ascertained, consists o calcareous rocks, composed of coral, shells, madrepores, an marine deposits hardened into solid masses. Ihe surtace stratum is a combination of debris of the rock, exuviae, and decayed vegetable matter. Though Restitute of running streams, they possess numerous springs; and by digging wells down to the level of the sea, fresh water is obtained The productions of the soil comprehend all the varieties o a tropical climate. Provisions-such as maize, yams, sweet potatoes, &c.; and fruits, as oranges, lemons, pine-apples, cocoa nuts, &c.—are produced in abundance. Ihere a e also several species of valuable trees, as mahogany, fustic, lignum vitae, cedars, pines, &c. Oxen, sheep, horsesTOultOr> and a great variety of live stock are reared ; and wild hogs and agoutis are found in the woods. There are many va¬ rieties of birds, and the shores and creeks abound in turtle and excellent fish of various kinds. In the most southerly islands are salt ponds of great value. St Salvador, one of the islands composing this chain, was the first land discovered by Columbus on his memorable voyage in 1492. At that period the Bahamas were in ha¬ bited'’ by a mild and peaceable race of Indians, who, seduced by the arts of the Spaniards, were afterwards consigned to perpetual bondage in the mines of St Domingo, or sent to labour as divers in the pearl fisheries of Cumana. Fron1^ period the islands continued devoid of inhabitants until lb29, when New Providence was settled by the English, and held till 1641, at which time the Spaniards expelled them, but made no attempts to settle there themselves. It was again co¬ lonized by England in 1666, and again ravaged by the l rench and Spaniards in 1703; after which it became a rendez¬ vous for pirates till 1718, when these were extirpated, a regu¬ lar colonial administration established, and the seat of govern¬ ment fixed in this island. In 1781 the Bahamas were surren¬ dered to the Spaniards ; but at the conclusion of the war they were once more annexed to the British empire, to which they have ever since belonged. At the close of the American w ar many of the British royalists sought refuge in these islands, and colonized the principal of them, from which period we may date their gradual though slow cultivation and improvement. In 1848 the Turks, Caicos, and Mayaguana Islands were separated from the other Bahamas, and formed into a dis¬ tinct government. This colony has lately begun to assume a state of greater prosperity than previously. According to the governor’s report for the year 1851, the amount of the revenue was L.26 105, and of the expenditure L.25,068 ; the revenue of the preceding year being L.25,591, and the expendituie L.29 451. The unfavourable financial state of the colony in 1850 was occasioned by the repeal of the export duty on fruit, the exemption of ships engaged in the salt trade from tonnage-duty, and the diminished productiveness of a new tariff. The separation of the Turks Islands—the most pro¬ ductive of the salt islands, and which brought a compara¬ tively lar^e revenue to the Bahama government—consider ably affected the finances. For some years previous to that time the income had considerably exceeded the expendi- ture.* The governor, in his closing speech to the Bahama legislature in March 1852, said that he did not despair of Bahamas. seeing the day, before finally quitting the government, when ' the revenue will be found nearly if not quite as large as it was before the separation of the Turks from the Bahama Islands. The value of sponge exported in 1850 was, m round numbers, L.5700; and in 1851, L.14,000; that o fruit, which in 1849 was L.8000, had increased in 1851 to L.12 600 ; and that of salt in 1851 was L.16,500. 1 he salt- producing islands are rapidly increasing in importance. There are at present six of these islands, viz., Inagua, Ex¬ uma, Long Cay (Crooked Island), Rum Cay, Long Island, and Ragged Island. The number of vessels that cleared out from the several ports of the colony in 1851 was 373 registering 36,914 tons ; and 363 entered inwards of 36£38 tons. There are four lighthouses, viz., a fixed light on Hog Island, at the entrance of the harbour of Nassau ; a revolv¬ ing light, 160 feet above the level of the sea, on the b.E. point of the Island of Abaco; a revolving light, 80 feet high, at Gun Cay; and a fixed light at Cay Sal, 100 feet above the level of the sea. There are nine colonial custom-houses and ports of entry in the government, viz., Nassau, Abaco, Eleuthera, Harbour Island, Little Exuma, Rum Cay, Long Island, Long Cay (Crooked Island), and Ragged Is and, principally for the exportation of salt, the chief staple of these islands, except the first three, from which a consider¬ able quantity of fruit (pine-apples, oranges, &c.) is exported to England and the United States. The colony is divided into 13 parishes ; and the religious bodies are Episcopalian, Presbyterian, Baptist, Anabaptist, and Methodist. There are 9 Episcopal churches, besides -1 chapels; a Presbyterian church, endowed by the legis¬ lature ; 4 Methodist chapels and several preaching stations; and a capacious Baptist chapel at Nassau. In 1851 E.3UU was voted by the legislature to assist in the erection of three Methodist chapels. , „ . The educational system is under a board of management, composed of the governor and four members of the execu¬ tive council. Besides a number of private schools, there are 21 schools supported by the legislature, with 37 teachers, besides assistant-teachers, pupil-teachers, and monitors, in 1851 the number of scholars was 185/, and the sum ex¬ pended for educational purposes L.1650. A museum, library, and reading-room, have been established at Nassau, and are partly supported by the legislature. At Nassau there is a public dispensary for supplying medicine and medi¬ cal advice gratis; and there is also in New Providence an ex¬ tensive building for the reception of poor and infirm persons, lunatics, and lepers. The number of inmates in 1851 was 62. The climate is agreeable and salubrious, being tempered by northern breezes from the continent of America. It is well adapted for those suffering from pulmonary and bron¬ chial affections; and Nassau is resorted to by many of the wealthy inhabitants of North America to avoid the seventy of the winter there. The salubrity of Nassau in particular has recently been much improved by the draining of the neighbouring swamps. The average temperature from 1st November to 1st May is 76°, and from 1st May to 1st No- VeByethe4census taken in March 1851 the population of the Bahamas was 27,519 ; of whom 13,747 were males, and 13,772 females. The following are the inhabited islands, with their populations according to that census Ragged Island 347 Andros Island Great Bahama Berry Islands f Bimini and Gun Cay I Watling’s Island Inagua Green Cay Cay Sal New Providence 8159 Harbour Island 1840 Eleuthera (including Spa¬ nish Wells and Cays) 4610 Rum Cay 358 Crooked Island St Salvador 1328 Exuma Long Island 1477 Ahaco 2011 BAH Bahar. The number of births during the year 1851 was 1206; of deaths, 576. What is termed the “wrecking system” is a source of considerable profit to a large number of the inha¬ bitants. These “ wreckers” are licensed by the government, for the purpose of affording succour to vessels in distress, and rescuing lives and property from stranded ships. They are allowed a salvage on the property they recover; and, according to a recent enactment of the Bahama government, it is declared “ that the wrecking vessel engaged in saving lives shall be awarded salvage on the wrecked property in equal proportion with vessels of the same size engaged in saving such property.” {Parliamentary Papers?) BAHAR, one of the territorial divisions of Hindustan in¬ cluded with the provinces of Bengal and Orissa in the dewanny or grant conferred upon the East India Com¬ pany by Shah Alum, emperor of Delhi, in 1765. The pro¬ vince comprises the British districts of Patna, Bahar, and Shahabad, on the right bank of the Ganges, and an equal extent of territory on the left bank, now distributed between the two districts of Sarun and Tirhoot. The area is com¬ puted at 22,005 square miles, and its population amounts to 9,672,000. The tract is well watered and highly culti¬ vated. Its principal river is the Ganges, joined on the right side by the Kurumnassa, Sone, Phalgu, and Poompun; and on the left by the Gogra, Gunduck, and Bagmutty. Ac¬ cording to Hindu legend, Bahar comprised the dominions of the kings of Magadha, who are stated to have been lords paramount of India, and whose court is represented as one of the most brilliant that ever existed. Their highest point of grandeur is supposed to have been attained about the time of Seleucus Nicator, one of the immediate successors of Alexander the Great. In the sixteenth century, during the reign of the Emperor Akbar, Bahar constituted one of the fifteen grand divisions or viceroyalties into which India was then distributed. The present British district of the same name is situate in the southern quarter of the province, of which it com¬ prises about one fourth part, both in its extent and the amount of its population ; its area being 5694 square miles, and its population being computed at 2,500,000. Though in general level and marshy, the district is in some parts intersected or bounded by ranges of mountains. One of these ridges extending along its southern frontier, has an elevation of 1000 or 1200 feet above the level of the sea. Another range, called by Major Rennell the Caramshaw Hills, rises on the west side of the river Phalgu; and a more considerable series termed the Rajahgriha Hills, having an elevation of 800 or 900 feet, intersects a portion of the district from N.E. to S.W. Rice, wheat, sugar, indigo, cotton, the ordinary grains of the country, and opium, con¬ stitute the staple produce. The cultivation of opium is controlled and regulated by the government, no one being allowed to grow the poppy, except on account of the state ; and annual engagements are entered into by the cultivators to sow a specified breadth of land with that plant, and to deliver the whole produce, in the form of opium, to the government agents at a fixed price. Europeans have introduced the potato, which is now extensively grown. The manufacturing industry is of importance, and extends to the production of fabrics of cotton, silk, and muslin, blankets, carpets, coarse cutlery, and hardware, leather, ornaments in gold, silver, and glass, saltpetre, soap, and a variety of other articles. Coal has been discovered at the south-western angle of the district at Deori, on the right bank of the River Sone. Hindee, one of the languages de¬ rived from the Sanscrit, is the vernacular; but Hindu- stanee or Oordoo, a language formed from the fusion of Persian and Arabic with Hindee, is commonly spoken by the Mahometan population. Behar, the chief town, is dis¬ tant from Patna 37 miles, and from Calcutta 255. Eat. 25. 10. Long. 85. 35. (e. t.) bah 367 BAHAWULPOOR,a town in Northern India, the prin- Bahawul- cipal place of a native state of the same name, is situate on P00r a branch of the Ghara, forty-five miles above the confluence H of that river with the Chenaub. The territory of which ..Bahrein'y this town is the capital, originally formed part of the pro- vince of Moultan, and was held in feudal tenure from the Durance monarch of Kabul. But when Runjeet Singh, the ruler of the Punjaub, brought Moultan under his au¬ thority, the Nawaub of Bahawulpoor, alarmed for his own safety, tendered his allegiance to the British. No en¬ couragement was given to the proposal; but under the treaty of 1809 the Sutlej became the boundary of Run- jeet’s dominions, and Bahawulpoor was thus protected from invasion. Thirty years later, the British government under¬ took to restore Shah Shujah to the throne of Kabul; and as it then became desirable to fix positively the future re¬ lations of Bahawulpoor, it was stipulated that the Nawaub should be released from his allegiance to Kabul, and placed among the allies of the British. Good-will and cordiality towards the British invariably characterized the conduct of the Nawaub, and during the military operations beyond the Indus in 1839, the friendly feeling of the prince was strongly marked in facilitating the passage of the British troops, and in procuring the necessary supplies within his own territories. Upon the conquest of Sinde, the British government marked its sense of the Nawaub’s fidelity by gratuitously restoring to him the districts of Subzulcote and Bhoong Bara, which had been wrested from him by the Ameers. On the death of the Nawaub in 1852, a contest for the succession arose between two sons of the deceased ruler. The elder, Hajee Khan, having been disinherited and subjected to imprison¬ ment, his brother, Sadik Khan, consequently obtained the sovereign power in the first instance; but Hajee having made his escape, appeared in arms to assert his claim. Obtaining the support of many of the chiefs and people, and ultimately that of the troops, he succeeded in attaining his object and securing the person of his brother. The British government took no part in the contest, but at its close acquiesced in the recognition of Hajee Khan, interfering only to obtain a com¬ petent provision for the unsuccessful competitor, with per¬ mission for him to reside within the British territories. The area of Bahawulpoor has been computed at 20,000 square miles, but a small proportion only of this extent of surface has been hitherto reclaimed from the desert. The fertile tract extends principally along the river line for a dis¬ tance of about ten miles in breadth from the left or eastern bank, the transition from cultivation to desert being abrupt and striking. Wheat, rice, and various other grains, cotton, sugar, and indigo, form the staple crops. The population is estimated at 600,000. The Nawaub has an annual re¬ venue of L.l 40,000, and maintains a military force of 13,000 men. The town is in Eat. 29. 24. Long. 71. 47. (e. t.) BAHIA. See Salvador, St. BAHIR, a Hebrew term signifying “ famous” or “illus¬ trious,” but particularly applied to a book of the Jews, treating of the profound mysteries of the Cabala, the most ancient of the rabbinical writings. BAHREIN, the principal of a cluster of islands on the south-west side of the Persian Gulf, near the Arabian shore. This island, which is about twelve miles from the coast, is one of the finest in the gulf, and is covered with villages and date gardens. The town and fort of Manama, which con¬ tains about 800 or 900 houses, carries on a considerable trade with Bassora and other ports in the gulf. Here is a harbour admitting vessels of 200 tons, which trade to Bu- shire, and with a fair wind make the voyage in fourteen hours. This island has always been famous for its pearl fishery. Its banks produce the finest pearls in the world. They are found in a small mussel which is attached to the bottom by a thin fibre of great length. This is cut by the diver from a depth of three fathoms. These pearls are of two 368 B A I Baise sorts, white and yellow ; and are sent to India, and through Jl Bassora and Baghdad into Asia. The fishery is farmed out ’ by the different chiefs on the coast, who draw a large re- / ” venue from this source. It employs annually about 2500 boats, each with from eight to fifteen men. rlhe gains of the divers do not average more than from 40 to 50 Spanish dollars in a season. These islands once belonged to the Portuguese, and afterwards fell under the dominion of an Arabian chief, from whom they were seized by the Persians. They were afterwards taken possession of by the Wahabees. Bahrein is also the name of a province in Arabia. See Arabia. BAIT!, an ancient town of Campania, in Italy, situated between the promontory of Misenum and Puteoli, on the Sinus Baianus, and famous for its warm springs and baths, which served the wealthier Romans for the purposes both of health and pleasure. The variety of these baths, the soft¬ ness of the climate, and the beauty of the landscape, capti¬ vated the minds of the opulent nobles, whose passion for bathing knew no bounds. Hither retired for temporary re¬ laxation the mighty rulers of the world, to recruit their strength and revive their spirits, fatigued with bloody cam¬ paigns and civil contests. Their habitations at first were small and modest; but increasing luxury soon added palace to palace with such expedition, that ground could no longer be found for new erections; while enterprising architects, sup¬ ported by boundless wealth, carried their foundations into the sea, and drove that element back from its ancient limits. From being a place of occasional resort for a season, Baiae grew up into a regular city, and the confluence of wealthy inhabitants rendered it as much a miracle of art as it had before been of nature. Its great splendour is still attested by innumerable ruins, heaps of marbles, mosaics, stucco, and other precious relics of the past. It flourished in undiminished magnificence till the days of Theodoric the Goth ; but the destruction of these enchanted palaces fol¬ lowed quickly upon the irruption of the northern conquerors, who overturned the Roman power, sacked and burned all before them, and destroyed or dispersed the whole race of nobility. When the guardian hand of man was withdrawn, the sea rushed back upon its old domain; moles and but- ti'esses were torn asunder and washed away; and promon¬ tories, with the proud towers that once crowned their brows, were undermined and tumbled into the deep. Yet, in its ruined state, and stripped of all its ornaments, Baiae still presents many striking objects for the admiration of the tra¬ veller and the pencil of the artist. Long. 14. 3. E. Lat. 40. 50. N. BAIBOUT, a town of Asiatic Turkey, in thepashalic of, and 65 miles W.N.W. from Erzroum. This was one of the strongholds of the Genoese, when prosecuting their trade with India. Remains of their fortifications still exist. Pop. about 3000. BAIER, or Bayer, Gottlieb Siegfred, an eminent Ger¬ man philologist and antiquarian, born at Konigsberg in 1694. Of his various writings, the principal is that entitled Mu- sceum Sinicum, a very curious and able work. He died at St Petersburg in 1738. BAIKAL, a great lake of Siberia, in the government of Irkutsk, 366 miles in length from S.W. to N.E., and from 20 to 53 miles in breadth. This vast reservoir is 1200 feet above the level of the sea. It is fed by several large rivers, namely, the Upper Angara, Selenga, Barguzin, and others; while the only visible outlet is by the Lower Angara, which is incapable of carrying off anything like the quantity of water which is received. The water is excellent, and ex¬ tremely clear, so that the bottom can be seen at the depth of 8 fathoms. The depth of the lake varies from 22 to up¬ wards of 300 fathoms. It yields abundance of fish, and there is a profitable fishery of seals on its shores during the whole summer; but the species is not ascertained. The B A I climate is extremely severe : the waters of this great in- Bail land sea are frozen over from November, and the ice does II not break up till May. This lake facilitates the Russian ^ Bai 11, trade with China, and that between Irkutsk and Dauria. ^ It is navigated by the Russians in summer, and in winter they travel across it on the ice. Steam-vessels were intro¬ duced herein 1844. Several hot springs and mineral waters are seen on the margin, and naphtha is sometimes found floating on the surface. It is between 51. 20. and 55. 30. N. Lat. and 103. and 110. E. Long. The island of Olk- hon, near its north shore, is 32 miles long, and nearly 10 broad. BAIL, Ballium (from the French bailler, which is de¬ rived from the Greek (SaWeiv, and signifies to deliver into hands), is used in our common law lor the freeing or set¬ ting at liberty of one arrested or imprisoned upon any ac¬ tion, either civil or criminal, on surety taken for his appear¬ ance at a certain day and place. B AILEN, a town of Spain, in the province of Jaen, and partido of Carolina, six leagues N.N.W. of Jaen. Pop. 4976. This is the ancient Baecula, where Scipio gained a signal victory over Hasdrubal, b.c. 209, and over Mago and Masi- nissa, b.c. 206 (Polyb. x. 38, xi. 20; Liv.xxvii. 18-20, xxviii. 13.) In the Epitome of Livy, however, the place is called Bcetula. Near this also, in 1212, was fought the great battle of Navas de Tolosa, where Alonso VIII. is said to have left 200,000 Moors dead on the field, with the loss of only 25 Christians! Here again, on the 23d of J uly 1808, the French general Dupont, after a bloody contest of several days, signed the Capitulation of Bailen, by which 17,000 men were de¬ livered up to the Spaniards as prisoners of war. This disaster was the first great blow to the French arms in the Peninsula. (Madoz, Diccionario ; Ukert, vol. x. p. 379.) BAILEY, or Baily, Nathan, an eminent English phi¬ lologist and lexicographer, whose Etymological English Dictionary may be regarded as the basis of Johnson’s un¬ rivalled work. He had a school at Stepney, near London ; and was the author of Dictionarium Domesticum, and seve¬ ral other works. He died in 1742. BAILIE, the title of a class of magistrates of the second rank in the burghs of Scotland, corresponding generally, though not in all respects, with the aldermen of England. In the royal burghs they seem to have been originally the stewards or executive officers of the crown ; in the inferior burghs, of the barons or feudal superiors. At common law the magistrates of royal and parliamentary burghs are held to possess the same powers within their territory as the sheriff in his county ; but the powers of bailies of baronies are now so limited as to be scarcely worth exercising, and have fallen generally into disuse. BAILIFF, or Bailie, in a general sense, denotes an officer appointed for the administration of justice in a cer¬ tain district or bailiwick. The term is formed from the French word bailif that is, prafectus provinciee. The chief magistrates in some towns are called bailiffs or bailies ; and sometimes the persons to whom the king’s castles are com¬ mitted are termed bailiffs, as the bailiff of Dover Castle. , Of ordinary bailiffs there are several sorts, viz., sheriffs^ bailiffs, bailiffs of liberties, &c. Sheriffs’ bailiffs, or sheriffs’ officers, are either bailiffs of hundreds or special bailiffs. Bailiffs of hundreds are officers appointed over those dis¬ tricts by the sheriffs, to collect fines, to summon juries, to attend the judges and justices at the assizes and quarter- sessions, and also to execute writs and process in the seve¬ ral hundreds. Bailiffs of liberties were those bailiffs ap¬ pointed by every lord within his liberty, to execute process, and do such offices as the bailiffs-errant were wont to do at large in the countv. BAILII, or Bailly, XVW,apainterofperspective views and portraits, was the son of Peter Bailii, an artist of some note, and was born at Leyden in 1588. From his father B A I Bailiwick II Baillie. he learned to draw and design. He afterwards studied un- er A dr1 an Verburg, and then under Cornelius Vandervoort, ^ with whom he spent about six years. Vandervoort possessed many capital paintings of some great masters, which Bailii, for his own improvement, copied with great care. One per- spective view of the interior of a church, by Stenwyck; he finished with such accuracy, that Stenwyck himself could scarcely determine which of the two was the original. After this he travelled in Italy, and spent some years at Rome. In the latter part ot his life, he devoted himself to portraits drawn with the pen, which are characterized by great force and roundness. He died in 1638. BAILIWICK {bailli, and the Saxon wic, a village), that liberty which is exempted from the jurisdiction of the sheriff ot the county, and over which liberty the lord thereof ap¬ points his own bailiff, with the like power within his precincts as an under-sheriff exercises under the sheriff of the county Or it signifies the precinct of a bailiff, or the place within his jurisdiction. BAILLET, Adrien, a very learned French writer and critic, born in June 1649, at the village of Neuville, near Beauvais, in Picardy. His parents were too poor to give mm a proper education, which, however, he obtained by the favour of the bishop of Beauvais, who afterwards pre¬ sented him with a small vicarage. In 1680 he was ap¬ pointed librarian to M. de Lamoignon, advocate-general to the parliament of Paris, of whose library he made a Cata¬ logue Raisonne in thirty-five volumes folio, all written with his own hand. He died in January 1706. In the list of his numerous works, the followingare among the most con¬ spicuous:—!. Histoire de Hollande depuis 1609 jusqu’d 1690, 4 tom. 12mo, a continuation of Grotius, and pub¬ lished under the name of Neuville. 2. Les Vies des Saints, 3 tom. fob 3. Des Enfants devenus celebres par leurs htudes et par leurs Ecrits, 2 tom. 12mo. 4. Vie de Des¬ cartes, 2 tom. 4to. 5. Jugemens des Savants sur les prin- cipaux Ouvrages des Auteurs, 9 tom. 12mo. The last is the most celebrated and the most useful of all the works of this learned and indefatigable writer. The edition of it pub¬ lished in 1 /22 by M. de la Monnoye, in seven volumes quarto, contains the Anti-Baillet of M. Menage, besides notes ; but the edition published at Amsterdam in 1725 is more esteemed. BAILLEUL, an ancient town of France, department Hu Nord, near the Belgian frontier. It was formerly a place of great strength. Pop. 5988. Lat, 50.45. N. Long. 2.44. E. BAILLIE, JOANNA. This very amiable and accomplished lady was born at Bothwell, on the banks of the Clyde, in ^ niece of William and John Hunter, and a sister of Dr Matthew Baillie, she shared the talents of this dis¬ tinguished family, and increased its honours by a pure and elevated poetry, which has added another wreath to the laurels of her country. She appears early to have cultivated er poetic taste, but did not come before the public as a poet until 1798, when she produced a volume of Plays on the Passions, which at once established her powers in de- hneating character, and exhibited originality of invention. 1 he public was not slow in acknowledging her genius, and hailed with satisfaction the appearance of a second volume, on the same plan, in 1802. Though the design of each play was chiefly to illustrate a single motive of action, Miss Baillie showed tact in giv- ing variety to her compositions, and especially excelled in the delicate discrimination of the peculiarities of female cha¬ racters. Although her plays were intended rather for the closet than the stage, the enthusiastic admiration of the two greatest tragedians of our age, Mrs Siddons and John Kem- hie, introduced De Montfort successfully on the English stage ; and another of her plays, The Family Legend, was a ravourite piece in the theatre of Edinburgh, where it was introduced by a prologue by Walter Scott, and followed by VOL. iv. J B A I an epilogue by Mackenzie, the author of The Man of Feel- ing. The subjects of her plays are not historical, but are ideal combinations of character, given with a dignity and force that stamp them as the conceptions of a pure and vigorous mind. Though of unostentatious and retiring ha¬ bits, her friendship was eagerly sought and cultivated bv some of the most distinguished literary characters of the age; and Scott has thus happily expressed his admiration ot Joanna Bailhe :— “ W hen she the bold enchantress came With fearless hand and heart on flame, i rom the pale willow snatch’d the treasure, And swept it with a kindred measure ; Till Avon s swans, while rung the grove With Montfort’s hate, and Basil’s love, Awakening at the inspired strain, Deem’d their own Shakspeare liv’d again.” Her principal productions are De Montfort, The Family Legend, Count Basil, Henriquez, and Separation. We have already stated the favourable circumstances that intro¬ duced the first two on the stage; the last two have also since been acted. Another volume containing her minor poems, in which are some good specimens of humorous song, showing her talent for lighter compositions, has more lately been given to the public, and her works have very recently been published in one volume by Messrs Long¬ man & Co. ° Miss Baillie s modest retreat at Hampstead was long a avom ite resort of those individuals whom she honoured with her friendship; and till within a short period of her death she was able to receive her friends, and even to correspond with a select few. There this accomplished and estimable woman closed her long career, on the 23d of February (x. s.x.) Baillie, Dr Matthew, was the son of the Rev. James Bafllie, who was successively the clergyman of the parishes o bhotts, Bothwell, and Hamilton, in Lanarkshire, and afterwards professor of divinity in the University of Glas¬ gow. The acknowledged influence of the female parent in formmg the character of her offspring may be here admitted. His wife was Dorothea, the intellectual sister of the cele¬ brated William and John Hunter ; their son, Matthew, be¬ came one of the most distinguished anatomists and physi¬ cians of the age; and their daughter, Joanna Baillie, added fresh lustre to the poetic genius of Scotland. The subject of this notice was born in the manse of Shotts in 1761, and was for several years a student in the University of Glasgow, where he became a pupil of Dr Reid in moral philosophy. His professional career was de¬ termined by the advice of his maternal uncle, Dr William Hunter, who undertook to superintend his education. On his fathers death, a Glasgow exhibition to Balliol Colle°-e Oxford, was obtained for him, and he remained a year^in that celebrated seat of learning before he removed to Lon¬ don, where he enjoyed the advantages of his uncle’s per¬ sonal direction of his studies. In two years more he as¬ sisted Di Hunter in his anatomical lectures as his assistant and demonstrator, visiting Oxford occasionally, so as to keep his terms to qualify for the degree of bachelor of medicine. Di Hunter, at his death, bequeathed the use of his magni¬ ficent collections to his nephew, together with the lecture- rooms in Windmill Street, an annuity of L.100 a-year, and a small family estate in Scotland; which last was resigned by Baillie to his other uncle, John Hunter, whom he con¬ sidered as the natural heir. Within two years after Dr Hunter’s death, his nephew became the principal teacher in that celebrated school of ana¬ tomy ; and in 1787, although only a bachelor of medicine, he was appointed physician to St George’s Hospital, where r j. S^n?u*s^et^ himself by the precision and accuracy of his diagnosis, and the sagacity of his treatment of dis- 3 a 369 Baillie. 370 B A I Baillie. ease, which speedily introduced him to respectable private P In 1789 he married Sophia, daughter of the eminent ac¬ coucheur Dr Denman ; a connection which favoured his in¬ troduction to practice among the first circles in London, for which, however, he was still more indebted to his talents, his high character, and his unassuming manners. Die tine collections of his two uncles became his careful study; and to render them more useful to the public, he gave to t ic world, in 1795, the result of his examination ol them, and of his own experience, in his Morbid Anatomy, a mostvalu- able work, which was speedily translated into French, Ita¬ lian, and German, the latter by no less distinguished an ana¬ tomist than Soemmering. After this, Oxford did itself honou by enrolling Matthew Baillie among its doctors of medicine ; and he became a Fellow of the Royal College of Physicians. Dr Baillie was eminently distinguished by his protoun knowledge of his profession, his sagacity, his very perspi¬ cuous and decided mode of explaining his views of the nature of a disease, his uniform courtesy to his professional brethren, his kindness of manner to his numerous patients, and his delicate attention to the feelings and cases of the poor who applied to him for advice, at a time when the rich and the noble, and even royalty itself, made large demands on his time and medical services. In person Dr Bailhe was slen¬ der, and rather diminutive ; but his mind was expanded, his intellect of the first order ; his manners were kind and courteous, and perfectly unassuming ; his benevolence ex¬ tensive and unostentatious ; and probably no physician who ever practised in London was more universally respected, or more sincerely regretted, than Dr Matthew Baillie at the periodof his decease, which took place on the 23d of Septem¬ ber 1823, in the 63d year of his age. The second edition of the Morbid Anatomy appeared in 1797 ; and two years afterwards it was illustrated by a 4to volume of engravings, with excellent descriptions of the plates. I wo years after his death, appeared his Anatomical Lectures and Medical Observations. The Works, 2 vols. 8vo, edited, with a bio¬ graphical sketch, by Mr Wardrop, contain only the Mor¬ bid Anatomy and miscellaneous medical papers, (t. s. t.) BAILLIE, Robert, one of the most learned men among the Scottish presbyterians of the seventeenth century, was born at Glasgow in the year 1599. His father, who is described as a citizen, was a son of Baillie of Jerviston, who belonged to the family of Carphin, a branch ot the ancient family of Lamington, in the county of Lanark ; his mother was Helen Gibson, connected with the Gib¬ sons of Durie, one of whom was an eminent judge in the supreme court. In the year 1617 he was matriculated in the university of Glasgow, under the name of Lobertus Baillize; and here it may be remarked that, according to the careless practice of the age, he afterwards exhibited no small variety in the orthography of his surname, writing it Baylie, Baily, Bailie, and Baillie. His studies were partly conducted under the superintendence of John Cameron, a man of great learning and reputation, who had been a pro¬ fessor in the protestant university of Saumur, and who in 1622 was appointed principal of the university of Glas¬ gow. From him Baillie imbibed the doctrine of passive obedience ; and, in consequence of this prejudice of edu¬ cation, he only gave a tardy assent to the strenuous mea¬ sures which were afterwards adopted against Charles the First. Having taken the degree of A. M. he applied him¬ self to the study of divinity, and in due time received or¬ dination from Archbishop Law. On the 16th of August 1626 he was admitted one of the regents of the university; and, on taking his chair, he delivered an inaugural oration De Mente agente. Dr Strang, a man of talents and learning, had been appointed principal a few months before. About the same period, B A I Baillie appears to have prosecuted the study of the onen- Baillip. tal languages, in which he is allowed to have attained to no mean proficiency. He was anxious to promote similar studies in the university; and in the year 1629 he deli¬ vered an oration In Laudern Lingua Hebrcea. One of the pupils intrusted to his charge was Lord Montgomery, eldest son to the earl of Eglintoun, by whom he was presented to the living of Kilwinning in Ayrshire. His induction must have taken place between 1630 and 1632. With this noble family he continued to live on terms of intimacy; and as he was a person of excellent character, he equally enjoyed the approbation of his own parishioners, and the confidence of his ordinary the arc bishop of Glasgow. In 1633 he declined the offer of a living in Edinburgh. Between 1634 and 1636 he was much employed in discussing, by means of private corre¬ spondence with his brethren, certain questions respecting Arminianism, and the ceremonies obtruded on the churc by the partisans of Laud. In 1638 the presbytery of Ir¬ vine elected him a member of the assembly which was held at Glasgow, and which laid the foundation of mate¬ rial changes in church and state. _ During the ensuing year his countrymen raised a considerable army, which was placed under the command of Alexander Leslie, an old and experienced officer; and Bailhe appears to have caught some portion of the military ardour which now prevailed in this cause of religion and liberty. ‘ It would have done you good,” he remarks in one of his letters, “ to have cast your eyes athortour brave and rich lulls as oft as I did, with greater contentment and joy; for 1 was there among the rest, being chosen preacher by the gen¬ tlemen of our shire, who came late with Lord Eghnton. 1 furnished to half a dozen of good fellows, muskets and pikes, and to my boy a broad sword. I carried myself, as the fashion was, a sword, and a couple of Dutch pistols at my saddle; but, I promise, for the offence of no man, except a robber in the way; for it was our part alone to pray and preach for the encouragement of our countrymen, which I did to my power most chearfully.” {Letters, yol. i. p- 174.) He afterwards states, “ Our soldiers grew in expe¬ rience of arms, in courage, in favour, daily. Every one encouraged another. The sight of the nobles, and their beloved pastors, daily raised their hearts. Ihe good ser¬ mons and prayers, morning and evening, under the roo of heaven, to which their drums did call them for bells , the remonstrances very frequent of the goodness of their cause; of their conduct hitherto, by a hand clearly divine, also Lesly’s skill, and prudence, and fortune, made them as resolute for battle as could be wished. We were feared that emulation among our nobles might have done harm, when they should be met in the field; but such was the wisdom and authority of that old, little, crooked soldier, that all, with an incredible submission, from the beginning to the end, gave over themselves to be guided by him, as if he had been great Solyman....Hadyou lent your ear in the morning, or especially at even, and heard in the e the sound of some singing psalms, some praying, and some reading Scripture, ye would have been refreshed. rue, there was swearing, and cursing, and brawling, in some quarters, whereat we were grieved ; but we hoped, i ou camp had been a little settled, to have gotten some way for these misorders; for all of any fashion did regret, an all promised to do their best endeavours for helping a abuses. For myself, I never found my mind in bet er temper than it was all that time since I came from home, till my head was again homeward; for I was as a man w o had taken my leave from the world, and wras resolved o die in that service without return.” This enthusiastic ar¬ my had advanced to the borders of the kingdom, and ha pitched its camp on Dunse Law; the royal forces were B A 1 Baillie. within a very short distance ; and the adverse parties were on the eve of a general engagement, when the treaty of Berwick, negociated with Charles in person, produced a temporary cessation of open hostilities. But the seeds of dissension were too widely scattered, and had taken too deep root, to be so speedily checked in their growth : the notions of the king, sufficiently arbitrary in themselves, were at variance with the elastic spirit of the age; and his subjects, in both divisions of the island, were gradually impressed with a deep conviction of his insincerity. In the year 1640 the Covenanters again had recourse to arms ; and having invaded England, they took the town of Newcastle. Baillie now resumed his attendance in the camp; and before the close of the year he was employed in London, along with other commissioners, in preparing charges against Archbishop Laud, for the innovations which he had obtruded on the church of Scotland. He had very recently published The Canterburiaris Self-Con¬ viction, which seems to have been industriously circulated, and which arrived at a fourth edition. About this period of his life he composed various other works of a contro¬ versial nature, and was regarded as one of the most stre¬ nuous defenders of the presbyterian cause. His merit was now so conspicuous that he was offered a professorship in each of the four universities. Having been appointed one of the professors of divinity at Glas¬ gow, he delivered, on the 6th of July 1642, an inaugural oration De Hcereticorum Autocatacrisi. About this pe¬ riod he must have taken the degree of D. D.; for the re¬ cords of the university describe him as “ Doctor et Pro¬ fessor SS. Theologiae.” His colleague David Dickson, who had been appointed in 1640, is described in the same manner; but neither of them assumed the title of doctor in his printed works. Both professors discharged the functions of clergymen in the city; and in such of his publications as bear the author’s name, Baillie styles him¬ self minister at Glasgow, or minister of the gospel at Glasgow, without any addition. While he filled this chair, it is to be inferred that his chief employment consisted in teaching the oriental languages. Dr Dickson having been removed to the university of Edinburgh, he was admitted to the higher professorship of divinity on the 17th of Ja¬ nuary 1651. His labours were various and extensive. He was much engaged in the public affairs of the church, and was a member of all the general assemblies from 1638 to 1653, with the exception of those which were held during his attendance at Westminster. In 1642 the as¬ sembly appointed him to visit and preach in the north of Ireland during four months. To the assembly of West¬ minster, which commenced its sittings in the year 1643, the church of Scotland sent Alexander Henderson, Robert Douglas, Samuel Rutherford, Robert Baillie, and George Gillespie, together with three ruling elders, the Earl of Cassilis, Lord Maitland, and Sir Archibald Johnston of Warriston. Of the proceedings of this ecclesiastical coun¬ cil, Baillie has given an interesting account in his corre¬ spondence. His modest opinion of himself, and his high estimate of his colleagues, are equally conspicuous. “ These things are so high, and of so great concernment,” j L I E. he remarks in a letter to Robert Blair, “ that no living man can think Mr Henderson may be away; and to put him to go and return, it were very hard to venture such a jewel, that is so necessary to the well-being both of church and state of all these dominions. Mr Samuel, for the great parts God has given him, and special acquaintance with the question in hand, is very necessary to be here. ...Mr G. Gillespie, however I had a good opinion of his gifts, yet I profess he has much deceived me. Of a truth there is no man whose parts in a publick dispute I do so admire. He has studied so accurately all the points ever yet came to our assembly, he has gotten so ready, so assured, so solid a way of publick debating, that however there be in the assembly divers very excellent men, yet, in my poor judgement, there is not one who speaks more rationally, and to the point, than that brave youth has done ever; so that his absence would be pre¬ judicial to our whole cause, and unpleasant to all here that wishes it well.” {Letters, vol. i. p. 451.) In 1645 he re¬ turned from England, in order to give to the general as¬ sembly an account of the proceedings at Westminster; and having resumed his station among the assembled di¬ vines, he continued to reside for some time longer in the English metropolis.1 He now stood very high in the es¬ teem and confidence of his countrymen; and in 1649 he was one of the commissioners sent to Holland for the purpose of inviting Charles II., and of settling the terms of his admission to the government. In the controversy which prevailed among the presbyterians between 1650 and 1660, he adhered to the party of the Resolutioners against that of the Protesters. The commission of the general assembly had adopted two resolutions, by which they consented to the repeal of the act for reforming the army, and the act by which certain classes of persons were excluded from places of power and trust, on account of their immoral conduct, or of the opposition which they had evinced towards the cause of civil and religious reform; and the resolutions having been approved by two subse¬ quent assemblies, a formelprotest against the constitution and proceedings of those assemblies was entered by va¬ rious ministers and elders. After the restoration, Patrick Gillespie, who had en¬ joyed the special favour of Cromwell, was ejected from his office ; and on the 23d of January 1661 Baillie was ad¬ mitted as principal of the university of Glasgow. For this promotion he was indebted to Lauderdale, who had not yet appeared in his true and hideous colours. According to some writers, he might have exchanged his academical office for a bishopric; but he was deeply grieved at the establishment of episcopacy, and would not accept of preferment in the church. When the new archbishop of Glasgow, Andrew Fairfoul, arrived at his metropolitan seat, he did not fail to pay his respects to the learned principal. Baillie admits that “ he preached on the Sun¬ day, soberly and well.” “ The chancellor, my noble kind scholar,” he afterwards states, “ brought all in to see me in my chamber, where I gave them sack and ale the best of the town. The bishop was very courteous to me. I excused my not using of his styles, and professed my 371 Baillie. 1 The following passage occurs in a letter, dated at Glasgow on the 22d of August 1654, and addressed to the famous Dr Fuller: “ Haveing lately, and but lately, gone through your Holy Warr and Description of Palestine, I am fallen so in love with your pen, that I am sorie I wes not before acquaint with it, and with yourself, when from the 1643 to 1647 I lived at Worcester house, and preached in the Savoy, that then, when I had some credite there, I might have used my best endeavours to have doneyow plea¬ sure.” (Baillie’s MS. Lett$s, vol. iv. p. 423.) Of the pulpit-oratory, and of the general talents of the Scotish divines who visited London, the Earl of Clarendon and Mr Hume have given the same unfavourable account; but on this subject, as well as on many others, their opinion is strongly contested by Mr Brodie. “ These famous divines preached as chaplains, by turns, in one of the lec¬ ture-rooms; and, as was to have been expected at such a juncture from men of their reputation, capacity, and profound as well as varied erudition, they drew immense crowds. If we may form an estimate of their pulpit-oratory from their works, we may safely pronounce that the English did not discredit themselves by flocking to hear such preachers.” {History of the British Empire, vol. iii. p. 41.) 372 B A I L L I E. Baillie. utter difference from his way, yet behoved to intreat his favour for our affairs of the college ; wherein he promised liberally. What he will perform, time will try. {Letters, vol. ii. p. 461.) According to another account, the arcti- bishop visited him during his illness, and was accosted m the following termsMr Andrew, I will not call you my Lord. King Charles would have made me °ne °i these lords; but I do not find in the New Testament that Christ has any lords in his house. In other respects he is said to have treated the prelate very courteously; an it may not be superfluous to remark, that this mode of using^the Christian name instead of the surname was not unusual at that period. Baillie died in the month of July 1662, at the age of sixty-three. > „ , „ f pQr His first wife was Lilias Fleming, of the family ofCar- darroch, in the parish of Cadder, near Glasgow. Of tins marriage there were many children, but only five su ed him. 1. Henry, a clergyman, who was never benefictd. His posterity inherited the estate of Carnbroe, which was recently sold by General Bailhe. 2. Lilias, married to Eccles of Kildonan in Ayrshire. 3. Helen, married to a bailie of Glasgow, named Colquhoun. 4. Elizabeth, mar¬ ried to Mr Hamilton, a gentleman of Strathbane in the kingdom of Ireland. 5. Mary, married to \\ alter Buchanan of Orchard. The mother of these children died on the 7th of June 1653, after a lingering illness, bhe is men¬ tioned by her husband in terms of much respect and af¬ fection. On the 1st of October 1656 he married Mrs Wilkie, who was a widow, and the daughter of Di ^trang. The issue of this marriage was Margaret, who became the wife of Walkingshaw of Borrowfield. Wodrow, the zealous and faithful historian of the per¬ secuted church of Scotland, has formed a very high esti¬ mate of Baillie’s literary character. “ Mr Robert Bailie may most justly be reckoned among the great men of this time, and was an honour to his country, for his profound and universal learning, his exact and solid judgement, that vast variety of languages he understood, to the number o twelve or thirteen, and his writing a Latin style which might have become the Augustan age.”1 This commen¬ dation of his Latinity may admit of some abatement; ioi although he evidently possessed a very familiar knovv- ledge of the language, his Latin style cannot safely be said to reach the standard of ancient purity and elegance. An episcopalian writer, the author of the Appendix to Spotswood, has commemorated Baillie as “ a learned an modest man: though he published some very violent writ¬ ings, yet those flowed rather from the instigation of other persons, than his own inclinations.”2 Mr Brodie, a recent historian of much ability and research, bestows the fol¬ lowing commendation on Baillie and his associates. ^ ^ clergy, on whom they greatly depended, were profound scholars, and no despicable politicians. Nothing can be more misplaced than the ridicule which has been so pro¬ fusely levelled at that body. They proved themselves ambitious ; but, to be satisfied of their talents, and to ad¬ mire their knowledge, it is only necessary to peruse their works. The writings of Baillie, even his familiar letters, breathe a manliness of spirit, and evince intelligence and erudition, that must for ever rescue from contempt a class of which he did not conceive himself entitled to rank at the head.”3 . , .. r Baillie had devoted much attention to the study of the oriental languages, and was skilled in Hebrew, Chaldee, Syriac, Samaritan, Arabic, and Ethiopic. In his corre¬ spondence with the scholars of the continent, he urged Golius, Buxtorf, and other learned men, to compose ele¬ mentary works on such of these languages as were not already provided with them. In an unpublished letter, dated at Glasgow on the 27th of August 1656, and ad¬ dressed to Mr Crawford, a minister of London, he re¬ marks, “ The reason of my calling to you at this tyme is my desyre to know the condition of that excellent book, the best to me that ever was printed, Dr W alton s roly- glott Bible.” He was solicitous that the learned pro- testants should undertake an Encyclopaedia of arts and sciences; and urged his correspondents not to permit the education of youth, and the composition of books for ele¬ mentary instruction, to be so generally engrossed by the Baillie’s publications, the following is as complete a list as we have been able to furnish. 1. Ladensium Avrowraxgitis, the Canterbvnans belt- Conviction ; or, an evident Demonstration of the avowed Arminianisme, Poperie, and Tyrannic of that Faction, by their owne confessions : with a postscript to the peisonat Jesuite Lysimachus Nicanor,4 a Prjmf Written in March, and printed in Apnle, 1640, 4to.-- i his book was speedily reprinted at Amsterdam; and a third edition, augmented by the author, with a large UPP e- ment,” was printed for Nathaniel Better, 1641, 4to. The additional part was likewise published in a separate form, under the title of “ A large Supplement of the Lantei- bvrian Self-Conviction.” Imprinted \m,^o. A fourth edition of the work bears the title of “ I he Life of Wil¬ liam now Lord Arch-bishop of Canterbvry, examined. Lond. 1643, 4to. . , T •* • 2 A Parallel or briefe Comparison of the Liturgie with the Masse-Book, the Breviarie, the Ceremoniall, and other Romish Ritualls.5 Lond. 1641, 4to. Reprinted in 1661. 3. Queries anent the Service-Book. 4. An Antidote against Arminiamsm. . 5. The Unlawfulnesse and Danger of limited Lpis- copacie; whereunto is subjoined a short Reply to the modest Advertiser and calm Exammator of that liea- tise: as also the Question of Episcopacie discussed from Scripture and the Fathers. Lond. l^L 4t0- 6. Satan the Leader in chief to all who resist the Re¬ paration of Sion; as it was cleared in a Sermon to the Honourable House of Commons at their late solemn hast, Febr. 28, 1643. Lond. 1643, 4to. 7. Errours and Induration are the great Sms and the great Judgements of the Time: preached in a Serrnon be¬ fore the Right Honourable House of Peers, in the Abbey- Church at Westminster, July 30, 1645, the day of tie monethly Fast. Lond. 1645, 4to. 8. A Dissvasive from the Errours of the 1 ime : where¬ in the Tenets of the principall Sects, especially of the In¬ dependents, are drawn together in one Map, &c. Lond. 1645, 4to. Lond. 1646, 4to. Baillie. , | . 10o vain}, 1791—9 2 vols. fol. See the same author s £ „ der to attain excellence. H.s Ekges Charles V, Lor neille, Leibnitz, Moliere, Cook, Lacaille, and Cresset, were universally admired as valuable specimens of writing, and they added much to his reputation. The dis¬ tinguished place of secretary of the f-Oademy of Sciences became vacant in 1771; and, supported by the patronage and influence of Buffon, he offered a oandfoate But, in this instance, he was unsuccessful. Condorcet, the rising into reputation, and supported by the active infl ence of D’Alembert, was preferred to the office. In the year 1775 he published at Pans the first volume of his great work, the History of Astronomy, c°ntaming the history of astronomy from its origin to the foundat o of the Alexandrian School; and this was followed by three volumes on the history of modern astronomy, published between 1776 and 1783. This work, which is of inesti¬ mable value, is distinguished alike for an-ated descrip¬ tion, luminous narration, and interesting detail, besides, he published, in 1777, a work entitled Letter son the Origin of the Sciences, and of the People of Asia ; and this was f lowed by another series of Letters on the Atlantis of Plato, and the Ancient History of Asia, as a contlJutatl«nn10.fflJee ^ work. These volumes were addressed to Voltaire, with whom he had commenced an ingenious correspondence and discussion on this curious subject. The coincide of his opinions with those of Buffon in points respect g some ofPithe favourite theories of the latter, brought on an intimate acquaintance and close friendship ^lth th^ ce^‘ brated naturalist; which, however, declined and was en¬ tirely dissolved, in consequence of the opposition whic Bailly made to the election of the Abbe Maury into 11 French Academy. Bailly had been chosen secretary of the academy in 1784; and in the following he was admitted into the Academy of Inscriptions and Belles Lettres. This was the only instance, since the time ot Fontenelle, of the same person being at once a member of all the three academies. In the year 1784 he was nominated one of the commis¬ sion to investigate the nature of the animal magnetism of Mesmer; and he drew up a very elegant report, which was presented to the academy of Sciences. This report, which was soon afterwards translated into English, not only marked the acuteness and discernment of the author, and contained the most satisfactory and decisive evidence with regard to its object, but it may be held up as an excel¬ lent model of imitation for those who are engaged in simi¬ lar investigations. In developing the physical effects pro¬ duced by moral causes, it is of the greatest value; and it is particularly interesting when we consider the political influ¬ ence which causes of this nature have exerted on the gene¬ ral opinions of society, and even on the destiny of nations. In 1787 he published, in one volume 4to, the History oj Indian and Oriental Astronomy; a work of great erudi¬ tion and ability, but in which he is thought to have made gome erroneous calculations, and to have overrated the antiquity of the Indian observations. Hitherto we have contemplated Bailly in the shades of retirement, and in the calm undisturbed retreats of philo¬ sophy, employing the energy of a vigorous and compre¬ hensive mind in the profound researches of physical truth. We are now to follow him in his political career, and to behold him struggling with the adverse interests of fac¬ tions, and contending with the unbridled fury of a law¬ less mob, in defence of the rights of a people whose minds were not prepared to understand, and whose habits were not yet formed to enjoy, the blessings of rational liberty. He was one of the first and most zealous promoters of the revolution in France; and in the part which he acted in this bloody struggle, he has had the good fortune to be well spoken of by opposite factions. He has never been charged with want of integrity or with selfish designs; but apparently actuated by a misguided zeal, and dazzled with the prospect of freedom which the warmth of his imagination held out, he rashly committed himself in a cause which, as he had espoused it with enthusiasm, so he supported it with his utmost exertions. But in that cause lie fell a sacrifice to the unrelenting spirit of vio¬ lence and faction which had been easily roused, but which it was found impossible either to subdue or to regulate. When the states-general of France were assembled m 1789, he was elected a deputy to the tiers-etat, of whic he was afterwards chosen president; and when the na¬ tional assembly had been constituted, he continued in the chair, and officiated as president at the time the kings proclamation was issued ordering that body to disperse. During the struggle which took place between the national assembly and the court, Bailly was amongst the most forward in asserting those popukr rights which were then new in France; and it was he who dictated the fa¬ mous oath to the members of the tiers-etat, hy which they pledged themselves “ to resist tyrants and tyranny, and never to separate till they had obtained a free constitu¬ tion.” On the 14th of July following, the day on which the Bastille was stormed and taken by the people, he was appointed mayor of Paris with universal consent. In this high office he is allowed to have acted with great inte¬ grity, courage, and moderation, and to have discharged fts arduous and sometimes perilous duties in a manner highly honourable to his character. While he held this conspicuous situation, he was instrumental m promoting the various measures by which the popular party at lengt prevailed over that of the court; for which, as wdl as for his conduct in other respects, he obtained a high deg ee of favour among the people. But the tide of public op- nion now swelled beyond all bounds; and no restraint could oppose its violent course. The multitude, newly un¬ shackled from the fetters of despotism, greedy of novelty, fired with enthusiastic and unsettled notions of freedom, and daily panting for change, would brook no opposition. Bailly, who now perhaps saw when it was too ate the general disposition of the people to anarchy still wished the laws to be respected, and hoped by their vigorous execution to restore and maintain tranquillity. He or¬ dered some deputies from the military insurgents o Nancy to be arrested, and firmly opposed the rash pro¬ ceedings of Marat and Hebert; he became a member of a less promiscuous club than that of the Jacobins; and exerted himself strongly to persuade the populace to p mit the king and royal family to depart to St Cloud. By these measures, which were little relished by a fickle a infuriated people, he lost their confidence ^d favour But what finally destroyed his popularity, was h»s conduct on the occasion of the tumultuous meeting the populace on the 17th of July 1791, to demand the abolition of mo¬ narchy ; for being called by the national assembly to dis¬ perse the mob, who had assaulted the soldiery, he ordered Bailly. B A I Bailment the latter to fire, by which means forty persons were killed II and above a hundred wounded. Having thus become ob- Baily. noxious to the people, whom he had faithfully served, he resigned his office at the dissolution of the constituent as¬ sembly in the end of the year 1791 ; and having resumed his philosophical researches, lived for some time in retire¬ ment. But the times of bloody proscription approached; and he was doomed to fall a sacrifice to the ferocious ven¬ geance of the plebeian tyrant who now bore unlimited sway. He was accordingly denounced as an enemy to the republic, arrested, and thrown into prison. Arraigned before a san¬ guinary tribunal, he was summarily condemned to death as a conspirator, and executed the day following, near the spot where he had given the order for the military to fire on the people. On the day of execution, his sufferings, which he bore with the utmost calmness and magnanimity, were stu¬ diously protracted. He wore the red shirt, or badge of con¬ spiracy, and was placed in a cart with his hands tied behind his back. During the whole time of his progress to the place of execution, the rain poured incessantly on his head. The populace, as he passed, threw mud at him, and cruelly in¬ sulted him with every kind of opprobrious language. Ar¬ rived at the place of execution, it was found necessary to re¬ move the guillotine from the spot where it had first been erected, to firmer ground. During this time he was forced to get out of the cart, and walk round the field, in order to gratify more fully the implacable and unrelenting malice of the populace. While he was ascending the platform, a spec¬ tator who happened to be near him exclaimed, in a tone of insult, “ Bailly, you tremble “ Yes,” he instantly replied, “ but it is from cold.” Several works written by Bailly, and found in manuscript, have been published since his death ; particularly an Essay on Fables and their History, and Memoirs of a Witness of the Revolution, which come down to October 1789. In his person Bailly was tall, and of a sedate but striking countenance. He possessed great firmness and integrity of character, combined with many amiable qualities. In the time of his magistracy he spent part of his fortune in reliev¬ ing the wants of the poor. His wife, whom he married in 1787, survived him. She was the widow of Raymond Gaye, who had been his intimate friend for twenty-five years. BAILMENT, from the French bailler, to deliver, means, in law, a delivery of goods in trust upon a contract, expressed or implied, that the trust shall be faithfully executed on the part of the bailee or person to whom they are delivered, and the goods re-delivered as soon as the time or use for which they were bailed shall have elapsed or been performed. There is a valuable Essay on the Law of Bailment by Sir William Jones. B AIL Y, Francis. The history of this gentleman affords a remarkable instance of that energy with which a man suc¬ cessfully engaged in a laborious mercantile occupation, can devote his leisure to abstruse mathematical investigations. Mr Baily was born in Berkshire in 1774, and for many years was a stockbroker in London. While amassing a large fortune by his business, he had applied his profound mathe¬ matical knowledge to the doctrine of probabilities, and pub¬ lished several interesting works on that subject; as, Tables for the Purchasing and Renewing of Leases ; The Doc¬ trine of Interest and Annuities ; The Doctrine of Annuities and Assurances, See. In 1820 he was one of the original and most active promoters of the Astronomical Society; and on his retirement from business in 1825, he entered with all the energy of youth, rather than that of a man between fifty and sixty, into the cultivation of astronomy and its kindred sciences. To Mr Baily we owe the present form and im¬ provement of the Nautical Almanac ; he took an active part in the investigation of the effects of the atmosphere on the nice experiments with the pendulum; he aided in the repe¬ tition of the famous experiments of Cavendish on the spe- B A l 375 cific gravity of the earth ; he superintended the publication Bainbridge of the Astronomical Society’s catalogue of the fixed stars; II and the revision of the annual catalogues in the 13th vo- Baird- lume of the Society’s Memoirs was entirely his work. Be- sides these labours, he took an active share in the phy¬ sical labours of the British Association. It was on his re¬ commendation that it undertook the republication of the Histoire Celeste of Lalande, combined with Lacaille’s cata¬ logue, which together contain no less than 57,000 stars; and there is reason to believe that the investigations concern¬ ing the course of the tidal wave in the Atlantic owe much of their value to this able philosopher. He also superintended the construction and printing of the tables of coefficients of reduction for the 10,000 stars in the Astronomical Society’s catalogue ; and he had undertaken to superintend the con¬ struction of the new metrical scale for government, on the destruction of the original by fire. In fact, Mr Baily effected, in the last twenty years of his very active and useful career, a greater number of complete and refined researches than most other philosophers have ac¬ complished during a whole lifetime. He died on 30th August 1844. (t. s. t.) BAINBRIDGE, Dr John, an eminent physician and astronomer, born at Ashby de la Zouche, in Leicestershire, in 1582. He taught a grammar school for some years, and practised physic, employing his leisure hours in astronomy, which was his favourite study; but at length, removing to London, he was admitted a fellow of the College of Physicians, and raised his character by his description of the comet in 1618. The next year Sir Henry Savile appointed Bain¬ bridge his first professor of astronomy at Oxford; and the masters and fellows of Merton College made him first junior, and then superior, reader of Linacre’s lecture. He died in 1643. His published works are, 1. An Astronomical De¬ scription of the late Comet, Lond. 1619. 2. Procli Spluera, 1620. 3. Canicularia; a Treatise concerning the Cani¬ cular Days, Oxford 1648. Several of his unpublished writ¬ ings exist in manuscript in the library of Trinity College, Dublin. BAIOLENSIANS, or Bagnolensians, a sect of here¬ tics in the twelfth century, who in reality were Manicheans, though they somewhat disguised their errors. They re¬ jected the Old Testament and part of the New. They were a branch of the Cathari, and derived their appellation from Bagnolo in Provence. BAIR AM, a Mahometan feast, instituted in imitation of the Easter of the Christian Church. It follows the Rhamadan, or month of fasting. The lesser Bairam follows sixty days after the first. BAIRD, General Sir David, Bart., was born at New- byth in Aberdeenshire, in December 1757. He entered the British army in 1773, and was sent to India with the 73d Highlanders in 1779. In the following year he had the misfortune to fall into the hands of Hyder Ali, in the Mysore chief’s perfidious attack on a handful of British troops at Perambucum. The prisoners, it is well known, were most barbarously treated. Baird survived his captivity ; and on his release, visited his native country, but returned to India in 1791, as a lieutenant-colonel. When Harris marched against Tippoo Saib, Baird, now a major-general, served under him in that campaign ; and when it was resolved to storm Seringapatam, he solicited and obtained the honour of leading the storming party to the breach. He made a daring assault, and was soon a victor in that stronghold in which he had long been a prisoner. He seems, however, not to have been in favour with the superior powers; for he was rather unceremoniously re¬ quired to resign the place his valour had contributed to gain, to a junior officer, who had not been engaged in the assault; but he received the thanks of the British parliament and of the East India Company for his gallant bearing on that im- 376 B A J Bajaret. Baireuth portant day, and being more athirst for fame than emolu¬ ment, he declined the pension offered to him on that occa¬ sion by the company. m General Baird commanded the Indian army thatm IHUl was sent to co-operate with Hutchinson, in the expulsion o the French from Egypt. He landed at Kosseir, conducte his army to Keneh on the Nile, and thence to Rosetta, where he arrived just as the French were treating for the evacua¬ tion of Alexandria. Baird returned to India in 1802, where he was employed against Scindia; but, irritated at some ne¬ glect he had experienced, he relinquished his command am returned to Europe. . „ In 1805 he commanded the expedition against the Cape of Good Hope, and captured Cape Town; but here again, his usual ill-luck attended him, for he was recalled before he had organized his conquest, for having sanctioned the ex¬ pedition of Sir Home Popham against Buenos Ayres. He served again in 1807 in the expedition against Copenhagen, and in the following year commanded the considerable force which was sent to Spain to co-operate with Sir John Moore. In the battle of Coruna, a grape-shot shattered his left arm, so as to require amputation at the shoulder-joint; and he was again thanked by the parliament of his country for his gallant services, and at last obtained the decoration of the order of the Bath, and the rank of a baronet. Sir David married Miss Campbell Preston, a Perthshire heiress, in 1810. In 1820-he was appointed commander-in- chief in Ireland ; but the same influence which had thwarted him in India, again was exerted against him, and he was re¬ moved in 1821. From that period he no more appeared in public life; and he died on the 18th August 1829. (t. S.T.) BAIREUTH, or Bayreuth, capital of the circle of Up¬ per Franconia, in Bavaria, is pleasantly situated in a valley on the left bank of the Red Maine, 40 miles N.N.E. of Nurem¬ berg. It is well built, with broad, regular, and well-paved streets ; and is partially surrounded by old walls. The river is here crossed by two bridges. Among its public buildings are the modern castle, the opera-house, one of the finest in Germany, gymnasium founded in 1664, bank, riding school, and barracks. It has also five churches, a handsome syna¬ gogue, public library, theatre, hospital, an orphan and a lu¬ natic asylum. In 1841, a monument was erected here to the poet Jean Paul Richter, who died here in 1825. Baireuth has an active trade, chiefly in grain ; and manufactories of woollen and cotton goods, leather, delft, and other earthen¬ ware, and tobacco. It has also several breweries and dis¬ tilleries. About half a league distant is the suburb of St George, noted for its marble works; and about two miles to the E. is the Hermitage, a fanciful building, erected in the early part of the last century, with gardens containing terraces, statues, and fountains. Pop. in 1849, 14,145. Baireuth was formerly the capital of a principality of the same name, which, on the death of the last margrave with¬ out issue in 1791, was annexed to the kingdom of Prussia. In 1807, it was ceded by Prussia to France, which kept pos¬ session of it till 1810, when it was transferred to Bavaria. BAIROUT. See Beyrout. BAITING (Saxon, hate, contention), the act of attack¬ ing and harassing greater and stronger animals by smaller or weaker ones, as bulls or bears by mastiffs or bull-dogs. BAIZE, a coarse woollen stuff, in texture resembling flannel. BAJAZET I., sultan of the Turks, commenced to reign in 1389, and died in 1403. See Turkey, and Coxstanti- nopolitan History. The authority of the celebrated story of the iron cage, in which this monarch was said to have been carried about by his conqueror Timour, is considerably weak¬ ened by the silence of the Persian historian Shereffed in Ali. On the evidence on both sides of the question, see Gibbon. Bajazet II., son of Mahomet II., succeeded his father in 1481, and died in 1512. See Turkey. Baker. B A K BAJULUS, an ancient officer in the court of the Greek Bajulus emperors. There were several degrees of bajuli; as, the grand bajulus, who was preceptor to the emperor; and the simple bajuli, who were sub-preceptors. The word is de- rived from the Latin verb bajulare, to carry or bear a thing in the arms or on the shoulders ; bajulus and gerulus being the names applied to those who performed this office for the children of the great; whence the subsequent figurative use of the term. The word passed in the same sense into Greece. BAKER, a person whose occupation or business it is to bake bread. There is considerable doubt as to the time when baking first became a particular profession, and bakers were introduced. It is, however, generally agreed that they had their rise in the East, and passed from Greece to Italy about the year b.c. 173. Till that time every housewife was her own baker; for the word pistor, which we find in Roman authors before this period, signified, as Varro justly observes, a person who ground or pounded the grain in a mill or mortar to prepare it for baking. According to Athe- nseus, the Cappadocians were the most approved bakers ; after them the Lydians; and then the Phoenicians. To the foreign bakers brought into Rome were added a number of freedmen, who were incorporated into a body, or, as they termed it, a college ; from which neither they nor their children were ever allowed to withdraw. They held their^ effects in common, and could not dispose of any part of them. Every bakehouse had a patronus intrusted with the superintendence of it; and these patroni again elected one of their number every year, who had superintendence over all the rest, and the care of the college. Out of the body of the bakers one was every now and then admitted among the senators ; and, to preserve honour and honesty in the college, they were expressly prohibited all alliance with comedians and gladiators. Every one had his own shop or bakehouse, and they were distributed into fouiteen regions or wards of the city. They were excused from guardian¬ ships and other offices which might divert them from their employment. By British statutes bakers are declared not to be handicraftsmen. No man for using the mysteries or sciences of baking, brewing, surgery, or writing, shall be in¬ terpreted a handicraftsman. The bakers were a brother¬ hood in England before the year 1155, in the reign of King Henry II., although the white bakers were not incorporated till 1407, and the brown bakers not till 1621. The French had anciently a great baker, grand panetier de France, who had the superintendence of all the bakers of Paris. Baker, Henry, an ingenious and diligent naturalist,^ was born in Fleet Street, London, either near the end of the seventeenth, or very early in the beginning of the eighteenth century. His father’s profession is not known, but his mother was in her time a midwife of great practice. He vv as bi ought up under an eminent bookseller, who preceded the elder Dodsley, to the business of a bookseller ; in which, how¬ ever, he appears not to have engaged at all after his ap¬ prenticeship, or if he did, it was soon relinquished by him; for although it was in his power to have drawn away many of his master’s customers, he would not set up against him. Mr Baker being of a philosophical turn of mind, and having diligently attended to the methods which might be practi¬ cable and useful in the cure of stammering, especially m teaching deaf and dumb persons to speak, made this the employment of his life. In the prosecution of so valuable and difficult an undertaking he was very successful, and several of his pupils have borne testimony to the ability and good effect of his instructions. He married Sophia, youngest daughter of the famous Daniel Defoe, who brought him two sons, both of whom he survived. On the 29th of January 1740 Mr Baker was elected a fellow of the Society ot An¬ tiquaries, and on the 12th of March following tie same honour was conferred upon him by the Royal Society. n 1744 Sir Godfrey Copley’s gold medal was bestowed upon Baker. B A K him, for having, by his microscopical experiments on the crystallizations and configuration of saline particles, produced the most extraordinary discovery during that year. Having led a very useful and honourable life, he died at his apart¬ ments in the Strand on the 25th of November 1 774. being then above seventy years of age. Several of Mr Baker’s communications are printed in the Philosophical Transac¬ tions ; and he was the means, by his extensive correspond¬ ence, of conveying to the society much useful intelligence. He was one of the earliest members of the Society for the Encouragement of Arts, Manufactures, and Commerce, and contributed in no small degree to its rise and establishment. His principal publications are, The Microscope made Easy, and Employmentfor the Microscope. The first of these was published in 1742 or 1743. The second edition of the other appeared in 1764. These treatises, especially the latter, con¬ tain the most curious and important of the observations and experiments which Mr Baker either laid before the Royal Society or published separately. His memory is perpetuated by the Bakerian Lecture of the Royal Society, for the foundation of which he left by will the sum of L.100. Baker, Sir Richard, author of the Chronicle of the Kings of England, was born at Sissingherst, in Kent, about the year 1568. After going through the usual course at Hart Hall, Oxford, he travelled abroad. Upon his return he took his degree as master of arts, and in 1603 received the honour of knighthood. In 1620 he was made high sheriff of Oxfordshire: but having engaged to pay some debts of his wife s family, he was reduced to poverty, and obliged to betake himself for shelter to the Fleet prison, where he died, February 18. 1645. During his confinement, he composed numerous works, historical, poetical, and miscellaneous. Amongst these are Meditations and Disquisitions on the Lord’s Prayer; Meditations, &c., on several of the Psalms of David ; Meditations and Prayers upon the Seven Days of the Week; Cato Variegatus, or Cato’s Moral Distichs ; Theatrus Triumphans, or Theatrus Redivivus, being a reply to Prynne’s Histriomastix, &c. His principal work, the Chro¬ nicle of the Kings of England, long maintained its reputa¬ tion among the less critical class of readers, but is now in little esteem. The author seems to have been sometimes more studious to please than to inform, and with that view to have sacrificed even chronology itself to method. In 1658, Edward Philips, nephew to Milton, published a third edition of this work, with the addition of the reign of Charles I. Sir Richard also translated several works from the French and Italian. Baker, Thomas, an eminent mathematician, was born at Ilton in Somersetshire about the year 1625, and entered at Magdalen Hall, Oxford, in 1640. He became vicar of Bishop’s-Nymmet, in Devonshire, where he wrote The Geo¬ metrical Key, or the Gate of Equations unlocked, London, 1684. He died at Bishop’s-Nymmet on the 5th of June 1690. Baker, Thomas, a very ingenious and learned antiquary, descended from an ancient family distinguished by its loyalty, was born at Crook in 1656. He was educated at the free school at Durham, and thence removed, in 1674, to St John’s College, Cambridge, where he took his degree of A.M. in 1681, and afterwards was elected fellow. Lord Crew, bishop of Durham, collated him to the rectory of Long-Newton in his diocese, in 1687; and further intended to give him that of Sedgefield, with a golden prebend, had he not incurred his lordship’s displeasure for refusing to read King James II.’s declaration for liberty of conscience. The bishop, who dis¬ graced him for this refusal, and was excepted out of King William’s pardon, took the oaths to that king, and kept his bishopric till his death. Baker resigned Long-Newton on the 1st of August 1690, refusing to take the oaths; and re- VOL. IV. B A k tired to St John’s, in which he was protected till the 20th of January 1716-17, when he, with one-and-twenty others was deprived of his fellowship. After the passing of the Registering Act in 1723, he was desired to register his annuity of L.40, which the last act required before it was amended and explained. Though this annuity, left him by his father for his fortune, with L.20 per annum out of his collieries by his elder brother, was now his whole subsistence he could not be prevailed on to secure himself against the act. He retained a lively resentment of his deprivations ; and wrote himself in all his books, as well as in those which he gave to the college library, socius ejectus, and in some rector ejectus. He continued to reside in the college as com¬ moner-master till his death, which happened on the 2d of July 1740, in consequence of a paralytic stroke. Having been appointed one of the executors of his elder brother’s will, by which a large sum was bequeathed to pious uses, he prevailed on the other two executors, who were his younger brother Francis and the Hon. Charles Montagu, to lay out L.1310 of the money upon an estate to be settled upon St John s College for six exhibitioners. He likewise gave to the college L.100 for the consideration of L.6 a- year, then only legal interest, during his life ; and to the library several choice books, both printed and in manu¬ script, with medals and coins; besides what he left to it by his will viz. “all such books, printed and manuscript, as he had, and were wanting there.” All that he ever published were, Reflections on Learning, showing the Insufficiency thereof in its several particulars, in order to evince the use¬ fulness and necessity of Revelation, Fond. 1709-10; and the preface to Bishop Fisher’s Funeral Sermon for Mar¬ garet Countess of Richmond and Derby, 1708 ; both with¬ out his name. His manuscript collections relative to the history and antiquities of the university of Cambridge, amount¬ ing to forty-nine volumes in folio and three in quarto, are divided between the British Museum and the public library at Cambridge : the former possesses twenty-three volumes, the latter sixteen in folio and three in quarto. Dr Knight styles him “ the greatest master of the antiquities of this our university ;” and Hearne says, “ Optandum est ut suaquo- que collectanea de antiquitatibus Cantabrigiensibus juris faciat publici Cl. Bakerus, quippe qui eruditione summaju- dicioque acri et subacto polleat.” He had intended some¬ thing like an Athence Cantabrigienses, on the plan of the Athena; Oxonienses. The life of Baker has been written by Robert Martin, 8vo, 1784 ; and by Horace Walpole, in the quarto edition of his works. B AKEWELL, Robert, a distinguished agriculturist and improver of live stock, was born at Dishley, in Leicester¬ shire, in 1725 or 1726, and died there in October 1795. His attention was more particularly devoted to the improve¬ ment of the race of sheep known as the Dishley or New Leicestershire breed; in which he was so successful that some of his rams were let for the season at the extraordi¬ nary sum of four hundred guineas. The improvements he introduced in the breeding of live stock generally were such as to secure him a high rank among the benefactors of Bri¬ tish husbandry. Bakewell, a market-town in Derbyshire, on the River Wye, 152 miles from London. The church is a fine old structure, in the form of a cross. The inhabitants are sup¬ ported by the working of the coal, lead, and zinc mines, and the stone and marble quarries in the neighbourhood. There is also a large cotton manufactory in the town. Bakewell is remarkable for its excellent trout-fishing, and for a chaly¬ beate spring, frequented by invalids. It has a free school of very ancient date, a dispensary, and a literary and scientific institution, &c. Pop. in 1851, 2217. 3 B 378 BAKING- Baking. Baking. History of the art. Unfer¬ mented Bread. Baking properly means to heat anything in an oven or fire ““ to harden it; and in this sense it is used when applied to the manufacture of bread, porcelain, Potter>'>,b"l'h f'’ It is also used as synonymous w.th the words and as when applied to baked meats, pies, &c. In the present Sttele the baking of Hour into bread will alone be treated of. Se most ofHie arts of primary importance, .ts ongm precedes the period of history, and is involved in the ob¬ scurity of thePearly ages of the world. Th^e ^ no evidence from Scripture that Abraham was acquainted with the me thod of making loaf-bread. Cakes and unleavened bread are repeatedly mentioned as made by him, but no notice is ta e of loaf-bread. We are certain that it was known m the time of Moses, as in the Jewish law there is a prohibition against making use of it during the celebration of the passover. (Exodus, chap. xii. vers! 15.) Egypt, both from the nature of the country and the early period of its ciyilwation, seems very probably to have been the place where this art was first practised. The Chaldeans, however, put in a claim, i hey were civilized nearly as early as the Egyptians, and they were celebrated among the ancients for the excellence of their bread. The Greeks assure us that they were taught the art of making bread by the god Pan. This lively and superstitious people ascribed almost all the important arts of common life to their gods ; or rather, perhaps, their grati¬ tude induced them to deify the authors of these most use¬ ful inventions. Bakers first settled in Rome during the war with Perseus, king of Macedon. (Phnii Hist. Ata. xvi n. 11.) It was then that the Romans became acquainted with the refinements of the Greeks, and that their capital became crowded with adventurers of all kinds, with artists and p i- losophers, from the prolific soil of Achaia. Before this period the Romans were often distinguished or reproached by the appellation of the pulse-eating nation. , ~ Since the introduction of bakers into Rome, the art of making bread has always been practised m the south of Europe. But it made its way into the north very slowly , and even at present, in the northern countries of Europe an Asia, loaf-bread is seldom used except by the higher classes of inhabitants. In Sweden, for example, you see rolls fre¬ quently in the towns, but never loaves. Gottenburg is a town containing about 23,000 inhabitants. In the year 1812 it was crowded with merchants from all parts of Europe, being the great connecting link between Britain and the Continent. Towards the end of that year the captain of an English packet ordered a Gbttenburg baker to bake for him a quantity o bread, amounting to L.l sterling in value. The baker was confounded at so great an order, and refused to comply till the captain gave him security that he would carry off and pay for the loaves, declaring that he could never dispose of so o-reat a quantity of bread in Gbttenburg if it were left upon his hands. In the country part of Sweden no bread is made but rye-cakes, as hard nearly as flint, and which are only baked twice a year. About eighty years ago loaf-bread was almost as rare in the country places and villages of Scot¬ land, barley bannocks and oaten cakes constituting the uni¬ versal substitutes among almost all ranks. But the case is much otherwise now. . In many parts of England it is the custom for private families to' bake their own bread. This is particularly the case in Kent, and in some parts of Lancashire. In the year 1804 the town of Manchester, with a population of JO,OUU persons, did not contain a single public baker. ' Bread consists of two kinds, fermented and unfermented. Unfermented bread consists of the flour of various kinds of grains or pulse, formed by means of water into a thick paste or doughv mass, and then fired either in a regular oven, or a hot iron plate, or by being put into a hde ^ated by fud of some kind, where it is covered over with the ashes t thorousrhlv cooked. When the firing is carried so far as to dry and harden this kind of unfermented bread, it receives the name of biscuit (from the French words meaning ftmce W) when less thoroughly baked the bread forms a heavv loaf or cake>ich receives vanous "«ne| of cake, bannock, scone, damper &c, and is the form bread used most generally over the woild. Almost every kind of edible grain is used m baking un¬ fermented bread. In the warmer regions of the globe and termei . ^ „T1 .i tnke the place of most other human race feed Sn these two grains than on all the ^,P“‘ ‘“aff Im'chie" wheat is the chief and most valuable of the grams. In van ous countries, but to a comparatively Heall x e t ti1 pease, beans, lentils, millet, guinea corn or dhurra, Sc, in form their unfermented bread. Unfermented bread possesses this P^t “Ivar^e OTer At the victualling departments ot om navy y , ^ turi. of ^drfmaShfneAP f“ apphcadon of ^hmjry to this ^ »egnbiS" IZrTaEon to doing the b^annimUy1 produced, ^^^^^^^e^^Idsaiits^fiN^the experience h^ Mly demons! h a cer_ seamen is much hf ^ Ptf when the whole bran is tain admixture ot hran m 't, * ot.the manu. 1 , xhe baking establishment consists ot 9 mg,n “i , 3 feet long by 11 feet wide, and 17J inches in re2 These are each heated by separate furnaces, so constructed that a blast of hot ” “dJ^J^Sn them, and gives to the interior q operation in an incredible short space o i * , qour 0r rather making the biscuits consists m _ introduced into meal and water ; 13 gallons o wa 280 lb. When a trough, and then a sack ^hS communicating the whole has been poured m y < trough is closed. with an upper room, a bell rin^, and^ troj ^ ^ An apparatus, consis ing are ma(ie to revolve knives, each set ten in numbe , BAKING. Baking, among the flour and water by means of machinery. This ' mixing operation lasts one minute and a half, during which time the double set of knives or stirrers makes twenty-six revolutions. The next process is to cast the lumps of dough under what are called the breaking rollers,—huge cylinders of iron, weighing 14 cwt. each, and moved horizontally by the machinery along stout tables. The dough is thus formed into large rude masses 6 feet long by 3 feet broad, and seve¬ ral inches thick. At this stage of the business the kneading is still very imperfect, and traces of dry flour may still be detected. These great masses of dough are now drawn out, and cut into a number of smaller masses about a foot and a half long by a foot wide, and again thrust under the rollers, which is repeated until the mixture is so complete that not the slightest trace of any inequality is discoverable in any part of the mass. It should have been stated that two work¬ men stand one at each side of the rollers, and as the dough is flattened out they fold it up, or double up one part upon another, so that the roller at its next passage squeezes these parts together, and forces them to mix. The dough is next cut into small portions, and being placed upon large flat boards, is, by the agency of machinery, conveyed from the centre to the extremity of the baking room. Here it is re¬ ceived by a workman who places it under what is called the sheet roller, but which for size, colour, and thickness, more nearly resembles a blanket. The kneading is thus com¬ plete, and the dough only requires to be cut into biscuits before it is committed to the oven. The cutting is effected by what is called the cutting-plate, consisting of a net-work of fifty-two sharp-edged hexagonal frames, each as large as a biscuit. This frame is moved slowly up and down by ma¬ chinery, and the workman, watching his opportunity, slides under it the above described blanket of dough, which is about the size of a leaf of a dining-table ; and the cutting frame, in its descent, indents the sheet, but does not actually cut it through, but leaves sufficient substance to enable the work¬ man at the mouth of the oven to jerk the whole mass of biscuits unbroken into it. The dough is prevented sticking to the cutting-frame by the following ingenious device : be¬ tween each of the cutter-frames is a small flat open frame, moveable up and down, and loaded with an iron ball weigh¬ ing several ounces. When the great frame comes down upon the dough, and cuts out fifty-two biscuits, each of these minor frames yields to the pressure and is raised up ; but as soon as the great frame rises, the weight of the balls, acting on the little frames, thrusts the whole blanket off and allows the workmen to pull it out.” Each biscuit is stamped with the go¬ vernment mark, and the number of the oven, as well as punc¬ tured with holes, by the same movement which cuts out the piece of dough. One quarter of an hour is sufficient to bake the biscuit; they are then withdrawn from the oven, broken asunder by the hand, and placed for three days in a drying- room heated to 85° or 90°. Dr Ure mentions that it was found, on experiment at the above-mentioned baking esta¬ blishment, that in 116 days, during 68 of which the work was continued for only 7-g hours; and during 48 days for only 5f hours each day, in all 769 working hours, 12,307 cwt., or 1,378,400 lb. of biscuits were produced from the nine ovens. The wages of the men employed amounted to L.273, 10s. 9£d.; whereas, if the same quantity had been made by hand labour, the wages alone would have amounted to L.933, 9s. lOd.; showing a saving during that time, in the matter of wages alone, to the extent of L.659, 7s. 0|d. Fermented or loaf bread differs from unfermented bread in being light and spongy, in being full of small cavities, in having a more agreeable taste, and in being more easily chewed and digested. Fermented bread can only be made from flour which contains the substance called gluten as one of its ingredients, and wheat is the only grain which con¬ tains it in sufficient abundance to form a light and spongy bread. Rye, which next to wheat contains the greatest Fermented Bread. quantity of gluten, is also capable of being formed into a fermented bread, but very inferior in lightness and spongi¬ ness to that made from wheat flour. Gluten is the viscid substance which is left in the mouth when wheat is lono' chewed, and may more easily be procured by forming flour into dough with water, putting this into a muslin bag, and washing and kneading it till all the starch is washed out: the glutinous matter left in the bag is the impure gluten". I he finer the wheat the larger is the proportion of this matter, and consequently the better fitted for making loaf-bread. It is this viscid substance which gives wheaten flour, when made into dough, that superior tenacity which enables it to be raised by fermentation. Wheat,' besides gluten, contains starch, sugar, gum, also small quantities of albumen, caseine, and fatty matter or oil. The following table shows the re¬ lative quantities of the constituent parts of wheat flours, as ascertained by Vauquelin in 100 parts of flour. 379 Species of Wheat Flour. Raw wheat of Odessa j flour, Vauquelin | Soft wheat of Odessa | flour, V. J French wheat flour, V.... Wheat of Paris hospi- | tals (second quality.. J Water. 12-0 100 100 8-0 Gluten. 14-55 12-00 10-96 10-30 Starch. 56-50 6200 71-49 71-20 Sugar.; Gum. 8-48 7-56 4-72 4-80 4- 90 5- 80 3-32 3-60 Bran 2-3 1-2 Sir Humphry Davy and others have estimated the quan¬ tity of gluten in wheat flour so high as from 19 to 24 per cent. But this probably resulted from their not drying the gluten thoroughly, or freeing it sufficiently from foreign in¬ gredients. Professor Johnston, from numerous experiments carefully conducted in his laboratory, states, “ we may safely, I think, conclude from these, that English flour seldom con¬ tains more than 10 per cent, of dry gluten and he gives a long table of the results actually obtained in proof of his statement. (Ar/ric. Chemistry, p. 871.) When wheat is ground it is sifted so as to separate the bran, which consists of the coarse outer skin of the grain, and the parts of the grain which are more or less imper¬ fectly or coarsely ground. Professor Johnston states, that taking as an example three lots of good wheat ground at Mr Robson’s mills, Durham, the yield of the different products was respectively, per 100 parts of the wheat:— „. „ 1st Lot. 2d Lot. r me flour 74-2 Boxings, or coarser flour 9-0 Sharps or pollard 5-8 Bran 7-8 Waste 3-2 75-1 8-3 6-6 7-0 30 3d Lot. 77-9 6-1 5- 6 6- 9 3-5 100-0 100-0 100-0 From Mr John R. Tait, mill-owner and baker in Edin¬ burgh, we have received the following as the average yield of good wheat flour, the whole being copied from one of his actual mill receipts for May 1853. Thirty-two Scotch bolls, or 16 quarters of wheat, at the average weight of 63^ lb. per bushel—weighing in all 578 st. 11 lb.—yielded of . St. Lb. r me flour 414 0 Odd and second flour 23 13 Parings (sharps and pollard) 36 12 Bran and shellings 92 0 Waste 11 0 Total, 578 11 According to the purpose for which the flour is required, the second flour is sometimes not separated; in which case the 578 st. 11 lb. of wheat would yield 437 st. 13 lb. of flour, the other ingredients remaining the same ; and Mr Tail’s mill receipts are so uniform for a series of years, that the above may be taken as the average production of Baking. 380 baking. Baking. Use of Leaven. Y east. flour from the best wheat sold in the Edinburgh and Lin- 1 lithgow markets. f When wheat flour is made into a dough by means ot water, and is kept in a warm place, a spontaneous fermenta¬ tion occurs among its particles, causing it to swell up. i ms, for distinction’s sake, has been called the panary fermenta¬ tion. This fermentation goes on at the expense of the sugar and starch in the flour, a portion of the carbon and oxygen of these principles combining in the proportions to form carbonic acid gas. As the escape of this gas is prevented by the tough or viscid gluten in the dough, the whole mass is swelled by the formation of numerous vesicular cavities, which are filled with this gas, and which are very apparent in the bread when baked. Dough, when thus naturally fer- mented, requires not only much time, but possesses the ad¬ ditional disadvantage of having contracted an acidity and a putrescent flavour, both of which seriously injure the qua¬ lity of the bread. This used to be got the better of by using this self-fermented mass as leaven only, adding a comparatively small piece of it to a large mass ot fresh-made dough. This leaven rapidly excited the fermentive process in the whole of the new mass, and the whole mass was then said to be leavened. , This was, however, a clumsy way of exciting the panary fermentation in large masses of dough; and it was soon dis¬ covered that the addition of yeast or barm, i. e. the frothy scum which rises to the surface of beer when it is under¬ going fermentation, was a much more speedy mode of ac¬ complishing the same end. At first all the yeast used was obtained from the brewers ; but now, in almost every large town, yeast or barm breweries exist, where a wort from pure malt is fermented alone, for the sole purpose of sup¬ plying the bakers with yeast for baking. Pliny informs us that yeast in his time was employed in Spain and Gaul as a ferment of bread. Gallia et IJispama frumento in potum resoluto, quibus diximm yeneribus, spuma ita concreta pro fermento utuntur. Qua de causa levior Hits quam cceteris panis est. {Hist. JSat. lib. c- W From this passage we see that the Homans employed leaven to raise their bread, but that they were sensible of the supe¬ riority of yeast. Leaven, however, made its way both into France and Spain, and was universally employed in the manufacture of bread till towards the end of the seventeenth century, when the bakers of Paris began to import yeast from Flanders, and to employ it pretty generally as a sub¬ stitute for leaven. We have here a striking instance of the blindness and obstinacy of the learned and the powerful, and the readiness with which they are disposed to arm them¬ selves against all alterations and improvements. The bread by this substitution was manifestly improved, both in ap¬ pearance and in flavour. This variation excited attention ; the cause was discovered; the faculty of medicine in Paris declared it prejudicial to the health; the French govern¬ ment interfered ; and the bakers were prohibited, under a severe penalty, from employing yeast in the manufacture of bread. But it is in vain for governments, colleges, and universi¬ ties, to oppose themselves to those improvements which take place in the arts and manufactures essential to civilized society. The ingenuity and perseverance of self-interest is proof against prohibitions, and contrives to elude the vigi¬ lance of the most active government. The laws of Queen Elizabeth, however tyrannical and absurd, did not prevent the introduction of indigo as a dye-stuff1 into England. Nei¬ ther did the authority of Louis the Fourteenth, nor the de¬ cision of the physicians, deter the Parisian bakers from per¬ sisting in their improved mode of making bread. The yeast in Flanders was put into sacks; the moisture was allowed to drop out; and in this comparatively dry state it was car¬ ried to the capital of France. The superiority of yeast bread became gradually visible Baking, to all; the decisions of the medical faculty were forgotten ; and the prohibition laws were allowed tacitly to sink into oblivion. The new mode of baking by degrees extended itself to other countries, and is now, we believe, practised everywhere. In warm climates, where the yeast ot beer cannot be had, other substitutes are employed, which an¬ swer the same purpose. , , , c It was formerly much disputed whether the panary ter-jsjature 0f mentation was the same as, or different from the vinous, panary fer- But the researches of Dr Colquhoun, Mr Graham, andmentauon. others, have settled the question by showing that it is nei¬ ther more nor less than true vinous fermentation ; and the fact may be easily shown by inclosing the loaf when baking • in a close oven, and condensing the vapour which escapes from it, when alcohol is obtained. If however, the dough be allowed to sour before being subjected to the heat, no alcohol is obtained, because the next stage of the vinous fermentation has been gone through, namely, the acetous, when all the alcohol assumes the form of the acetic or lactic acids. Following out these researches, it was found that the fermentation was mainly dependent on the saccharine matter in the wheat, aided by the conversion of a portion of the starch into sugar, as happens in the well-known pro- 06 When the baker prepares his dough for a batch, accord-^xmgof^ ing to circumstances he either mixes the whole ingredients - o together at once—called setting the whole sponge,—or else he only mixes a quarter of the ingredients at one time,— called setting quarter-sponge. The quantity ot ingredients used in setting a sponge varies according to the sale of the bread ; but for a bag of good wheat, weighing 280 Jb about 15 gallons of water, of about the temperatur e ot 90,5 lb. ot salt and U pint of yeast are employed. In Edinburgh it has been found, by numerous experiments conducted on the large scale by the best bakers, whose bread is unequalled tor qua¬ lity, that the best bread is produced by setting the whole sponge at once. In London, and most towns where much of the bread sold is very inferior, the custom is to mix at first only a fourth of the flour which is intended to be em¬ ployed, adding only half a pint of yeast and the requisite pro¬ portion of salt. This is called setting quarter-sponge. In this case some dry flour is thrown over the top of the mass, and cloths are thrown over the barrel in which the mixture is made. It is then left for three hours. By this time ac¬ tive fermentation has been excited in the whole mass, which has swollen up, burst, and collapsed two or three times An additional quarter of flour, and its proportion of salt and water, are then added to the mass, the whole intimately mixed and left for about five hours. This is termed setting half-sponge. After this period the other halt ot the , with its relative proportions of salt and water, are added, the whole mixed intimately for about an hour, and th s is termed setting whole sponge ; after which the doug laid in the baking-trough and covered up tor about tour h° As*above mentioned, the best Edinburgh b^ers ^eady Siting the prefer setting the whole sponge at once , an ie g gp0nge of the chemical nature of the changes which the flour unde - the begt goes during the fermentation, quite bears out the practical method. conclusion^that such should not only produce better bread than by setting quarter-sponge, but also that ti e p of loaves from the bag of flour should be peater. Bytte plan of setting quarter-sponge, a portion of the flo P in a state of fermentation for a much longer p ofwhich the whole-sponge process ; the natural consefl . h is, that a much larger quantity of the sugar and starch in t e flour is decomposed, and the whole mass has a greater te^ dency to pass into the next stage of fenne tons fermentation. Thebreadprepared by the quarter-sponge Import¬ ance of thorough firing and exposure to air. Use of alum. Testing of bread. B A K process is therefore not only diminished in quantity, but also sooner gets sour than when the whole sponge is set at once; and instead of a bag of flour yielding from 96 to 100 loaves, each 4 lb. in weight, which it does by the whole-sponge process, the number of loaves rarely if ever exceeds 94. As a general rule it takes 3 lb. of good flour to make a well- fired loaf weighing 4 lb. When the dough is sufficiently fermented it iswell kneaded, and is then weighed out into masses weighing 4^ lb. each. During the firing this half-pound is nearly dissipated, so that when the loaf comes from the oven it weighs somewhat more than 4 lb., and when well and properly fired will not fall below that weight for 24 or 36 hours. Many London and second-rate bakers, in order to make more loaves out of a bag of flour, and yet keep up the weight of the loaf, under¬ fire their bread, and when it is removed from the oven, place it in a close place, and cover it over with thick cloths till it cools. This greatly deteriorates the bread, rendering it heavy, more indigestible, and prone to turn acid and mouldy. The first-rate Edinburgh bakers, who fire their bread so much more thoroughly, expose the loaves freely to the air when removed from the oven, by placing them in open shelves, and do all in their power to prevent the vapour ris¬ ing from the warm bread condensing on the loaves them¬ selves. It seems to be mainly attention to these points, viz. setting at once the whole sponge, thorough firing, and free exposure of the bread to the air during its cooling, that the great superiority of the Edinburgh bread is to be attributed. But it may be remarked that no subsequent attention will make up for the want of good flour. In London, where so much bad bread is made, and inferior flour is used, it is not unusual to add alum, in proportions varying from one ounce to six or eight ounces to the bag of flour : the more inferior the flour, the larger is the quantity of alum used. This addition is supposed to render the bread firmer and whiter, and it certainly appears to have such an effect on the inferior flours; and, as in London bread is valued according to its whiteness, the Londoners are content to eat an inferior and not so wholesome bread in order to please the eye. Potatoes and several other articles are used to adulterate the flour from which bread is prepared, but it is unnecessary to particularize these, as every addition to wheaten flour only deteriorates the bread baked from it. See Adulteration. An important desideratum has long been felt, viz. an easy mode of ascertaining the relative goodness of bread. The comfort and health of so many are dependent on the purity and goodness of the bread they use, that it is astonishing so few attempts have been made to find a test easy of applica¬ tion for this purpose. One of the most intelligent of the bakers in Edinburgh mentioned to us one test he has been in I N G. 381 the habit of using for twenty years past with uniform success. Baking Well-fired bread, made of good and pure wheat flour, is dry, II light, and spongy. Bread made of inferior flour, or to which Baku- has been added rye, barley, potatoes, potato starch, alum, See., or bread under-fired, or sweated, or acid, is heavier, damper, and less spongy. The test is: cut from the two loaves pieces of equal size, and put them in saucers having each the same quantity of water, the best bread will invariably absorb the most water. The same may be more accurately done by cutting the pieces of bread of equal weight, placing each in water till thoroughly saturated, and weighing each piece again. Invariably the best bread will be found to have ab¬ sorbed the largest quantity of water and to weigh the heaviest. The varieties of bread baked in this country are endless, and it would only be waste of space to mention them here. It may merely be mentioned, that when the bread is desired to be especially light and porous the dough is fired in deep iron pans, which, by preventing the escape of carbonic acid gas from the sides of the loaf, causes the whole loaf to swell up more, and produces a greater amount of sponginess. Bread thus baked is termed pan or pan-soled bread. With many invalids even the best fermented or leavened Varieties bread disagrees, and it has been the aim of many bakers to of unlea- produce a light and spongy bread by the disengagement ofvened carbonic acid gas or other vapour in the mass of dough, dur- biead- ing the firing, without the use of yeast or leaven. For this purpose carbonate of ammonia has been and is extensively used ; and, as this substance is totally volatilized by the heat of the oven, it imparts neither smell nor taste to the bread, yet, by assuming the gaseous form in the dough, causes it to swell out, thus rendering it lightand spongy, and consequently easily digestible. With the same end in view muriatic acid (spirit of salt) and carbonate of soda, in the proper propor¬ tions for forming table salt, have been used with perfect suc¬ cess. Others again have used with the same view carbonate of soda and tartaric acid, in the proper proportions to neutralize each other; and it is by one of these three processes that most of the light spongy unfermented bread now sold is prepared. Whenever acid of any kind is used for this end, it ought al¬ ways to be used in the exact proportion to neutralize the soda used ; if the soda be in excess, the bread assumes a yellowish discoloured hue ; if the acid be in excess, the bread is un¬ pleasant to eat. We have often baked very pleasant bread by using 600 grains carbonate of soda and six drachms muriatic acid to 8 lb. of flour. Some however use a half more of the soda and acid to the same quantity of flour. When from oversight, or from the panary fermentation having gone on too rapidly, the dough has become sour, the acidity may be checked, and the bread rendered wholesome, by the addi¬ tion of a small quantity of carbonate of soda or of mag¬ nesia. (j. s—K.) BAKU, or Badku, a town, with an adjoining district of the yield from 1000 to 1500 lb. in a day; and the district, in dry " " weather, has often afforded as much as 5600 lb. in one day. The naphtha consists of two kinds, the impure or black, con¬ taining petroleum, and the pale yellow or white, which is pure naphtha. The quantity annually obtained in the district amounts to 240,000 Russian poods, or 9,600,000 lb. of the first sort, and 900 poods, or 36,000 lb. of the latter. The fundamental rock of this district appears to be a secondary limestone, on which is imposed a bed of white clay; then two strata of bituminous shale separated by a bed of sand ; next a stratum of fossiliferous sandstone, covered by a bed of clay. The naphtha oozes through the fissures of the white clay, and probably is thus distilled by subterranean heat. These wells contain inexhaustible springs of oil; and they are no sooner emptied than the oil begins to flow, and continues until it has attained its former level. It is used by the natives for lamp-oil, and emits a clear light, with much smoke and a disagreeable odour. All around the town the , same name, in me itussian province of Daghestan. Badku is the most spacious and convenient port in the Caspian. It stands in the peninsula of Apsheron, in Long. 49. 40. E. Eat. 40.22. N. It is a place of considerable trade, and is defended by a double wall and ditch, constructed during the reign of Peter the Great. The town, which is situated on a declivity, is of an obtuse-triangular form, and was a celebrated resort of the ancient worshippers of fire. Before the conquest of the Saracens it was annually visited by thousands of pilgrims, and is still visited by a few Persian fire-worshippers. In the adjacent district a great quantity of excellent cotton is pro¬ duced, which is exported from Badku ; together with fruit, opium, rice, silk, wine, rock-salt, and naphtha. Cloths, dye¬ stuffs, iron, linen, and silk stuffs, are imported from Astracan, with which place its principal trade is carried on. In the plain nine miles north of the city, enormous quantities of naphtha are produced. It is drawn from wells, some of which 382 Bala il Balaam. B A L country is deeply impregnated with inflammable matter, both above and below the surface. About 15 miles to the N.E. is a fire temple of the Guebres ; a remarkable spot, some¬ thing less than a mile in circumference, from the centre of which a bluish flame is seen to arise. Here are some smal houses ; and the inhabitants, when they wish to smother the flame, cover the space inclosed with walls by a thick loam of earth. When an incision is made in the floor, the flame arises ; and when it is no longer wanted for culinary or other purposes, it is again suppressed by closing the aperture. 1 lie whole country around Badku has at times the appearance of being enveloped in flames. It often appears as it tire rolled down the mountains in large masses with great velo¬ city ; and at night a bright blue light is observed to cover the whole western range of hills. This fire does not con¬ sume, or emit any sensible warmth. The jurisdiction of Baku extends over thirty-two villages. It was ceded to Russia in 1723, and restored to Persia in 1735. After remaining for some years under the dominion of Persia, in 1801 it was taken possession of by the Rus¬ sians, by whom it is still retained. The district, including the town, contains, according to Klaproth, 19,000 inhabi- BALA, a market-town of Wales, county of Merioneth, and hundred of Penllyn, at the northern extremity of a small lake, 17 miles N.E. of Dolgelly. It consists principally ot one wide street. Its manufactures are flannels, stockings, and Moves. The lake of Bala is four miles long and about half a mile broad. It is very deep and clear, and abounds with pike, perch, trout, eels, and the gwyniad, or coregonus lavaretus. The beds of limestone in the slate of this dis¬ trict, from their fossil contents, belong to the upper and lower series of silurian rocks. > ^ r> i, BALAAM, a prophet and diviner of the city of Pethor on the Euphrates, whose practices with Balak, king of the Moabites, are recorded in the Book of Numbers, chap. xxii. In 2 Peter ii. 15, Balaam is called the son of Bosor, which Gesenius attributes to an early corruption of the text, but Dr Lightfoot considers it to be a Chaldaism, and infers from the apostle’s use of it, that he was then resident at Babylon. Of the numerous paradoxes which we find in this re¬ markable person, not the least striking is, that with the piac- tice of an art expressly forbidden to the Israelites, he united the knowledge and worship of Jehovah, and was in the habit of receiving intimations of his will. The sacred narrative gives us no reason to suppose that he had any pre¬ vious knowledge of the Israelites. In the absence of more copious and precise information, we may reasonably con¬ jecture that Jacob’s residence for twenty years in Mesopo¬ tamia contributed to maintain some just ideas of religion, though mingled with much superstition. To this source, and the existing remains of patriarchal religion, Balaam was probably indebted for that truth which he unhappily “ held in unrighteousness.” On the narrative contained in Numb. xxii. 22-35 a dif¬ ference of opinion has long existed, even among those who fully admit its authenticity. The advocates for a literal in¬ terpretation urge, that in a historical narrative it would be unnatural to regard any of the occurrences as taking place in vision, unless expressly so stated ; that it would be dif¬ ficult to determine where the vision begins, and where it ends; that Jehovah’s “opening the mouth of the ass” must have been an external act; and, finally, that Peter’s lan¬ guage is decidedly in favour of the literal sense. “ The dumb ass, speaking with a man’s voice, reproved the madness of the prophet” (2 Peter ii. 16). Those who conceive that the whole scene occurred in vision to Balaam (among whom are Maimonides, Leibnitz, and Hengstenberg), insist upon the fact that dreams and visions were the ordinary methods by which God made himself known to the prophets (Numb, xii. 6) ; they remark that Balaam speaks of himself as the B A L man who had his eyes shut, and who, on falling down in Baladan prophetic ecstasy, had his “eyes opened that he expressed no surprise on hearing the ass speak ; and that neither his v ^ ( servants nor the Moabitish princes who accompanied him appear to have been cognizant of any supernatural appear¬ ance. Gregory of Nyssa supposes that the ass did not utter any word articulately ; but that having brayed as usual, the diviner, whose practice it had been to draw presages from the cries of beasts and singing of birds, comprehended easily the ass’s meaning by its noise ; and that Moses designed to ridicule the superstitious art of augurs and* soothsayers, as if the ass had really spoken in words articulate. BALADAN, the Scripture name for a king of Babylon, called by profane authors Belesus or Belesis, Nabonassar or Nanybrus. See Belesis. B ALAIN A, the common Greenland whale. See Mam¬ malia. ,. , . . t B AL AGHAUT Districts. This country, which is in the south of India, comprehends a large proportion of the table¬ land supported like a terrace by the stupendous mountain ranges of the Eastern and Western Ghauts. It extends from the Toombuddraand Krishnarivers on the north, to the south¬ ern extremity of Mysore, and is named Balaghaut or above the Ghauts,” in contradistinction to Payenghaut or “ below the Ghauts.” This tract of country comprehends, in addition to the native state of Mysore, the three British districts ot Ballary, Cuddapah, and Kurnoul, the first two having been ceded by the Nizam in 1800, in commutation of subsidy, and the last taken from the nawaub ot that district in 1841, in consequence of a breach of allegiance to the paramount power. The area of the Balaghaut, excluding the Mysore, is 28,669 square miles, and its population 2,954,710. Sugar, grain, and cotton, form the staple produce. In ancient times these provinces formed part of the Hin¬ du kingdom of Bijyanagur ; and many of the modern Poly- gars claim their descent from the otficers, and some from the royal family of that kingdom. On the fall of the Mogu o-overnment, the Balaghaut was broken into several indepen¬ dent states. It was conquered by Hyder Ali between the years 1766 and 1780. Upon the dismemberment of Tippoo s dominions in 1800, the dependency of Kurnoul continued in the possession of its nawaub. Ot the residue of the Bala¬ ghaut, a portion was assigned to the rajah ot Mysore, the re¬ presentative of a family dispossessed by Hyder Ah, but res¬ cued by the British to participate in the results ot their suc¬ cess over that usurper’s son. 1 hat which remained was di¬ vided between the British and the Nizam. The dependency of Kurnoul and the portion of territory allotted to the Nizam, are now, as above stated, annexed to the British em¬ pire ; the territory of Mysore, though still nominally consti- tutino- a native state, was some time since, in consequence ol the misconduct of its affairs, transferred to the direct man- ao-ement and control of the British government, (e. t.) &BALAGUER (Bargusia of the Romans), apartido and city of the province of Lerida, in Spain. The city is situated on the right bank of the River Segra, in a fruitful district, and is defended by a citadel. Pop. 4642, chiefly occupied in the pursuits of agriculture. Long. 1. 24. E. Lat. 41. 43. N. BALAMBANGAN, an island in the Eastern Seas, be¬ tween Magindanao and Borneo. I he East India Company formerly had a settlement here, but it is now abandoned. Long. 117. 5. E. Lat. 7. 15. N. ^ , BALANCE, a machine for ascertaining the weight ot suo- stances. There are several kinds of balances, as the com¬ mon balance or scales, the steelyard, the Danish or we is i balance, the Chinese balance, the hydrostatic balance, &c. The same name is also given to certain kinds of apparatus for measuring or comparing the intensities of very sma forces, as the balance of torsion, the electric balance, arc. The common balance, which is of the most extensive use in the affairs of life, as well as in the arts and expen- Balance. BALANCE. 383 mental physics, consists of a beam, AB (fig. 1, Plate CIII.), supported in the middle by a fulcrum or prop C, round which it turns freely, and having a scale or dish attached to each of its extremities A, B, one of which holds the weight, and the other the substance to be weighed. The balance, therefore, in reference to the mechanical powers, is a le¬ ver of the first kind; that is to say, having the fulcrum placed between the power and the weight to be raised; hence its theory is easily deduced from the statical pro¬ perties ot the lever. Let P represent the weight in the scale D, and Q that in E ; then (supposing AB an inflexible straight line without weight), when AB becomes stable in the horizontal position, or when P balances Q, the condition of equilibrium is expressed by the equation P X AC = Q X BC. In order, therefore, that the two bodies P and Q may have precisely the same weight, or both exert the same force in turning the beam about its axis of motion, it is indispensable that the two points of suspension A and B be exactly equidistant from the fulcrum C. When the two arms of the balance are not exactly of the same length, it is obvious that the two weights P gnd Q, which, in the case of equilibrium, are reciprocally as CA and CB, must also be unequal, in order that the fore¬ going equation may still be true. If, for example, AC is longer than CB, then a less weight in D will balance a greater in E; and it is on this principle that false balances are constructed. The fraud, however, may be easily de¬ tected by transferring the weights P and Q to the opposite scales; for then the less weight P being attached to the shorter arm CB, the product P X CB will be smaller than Q X CA, and the equilibrium consequently destroyed. It may be remarked, that the true weight of a body may easily be found by means of a false balance of this kind. It is only necessary to weigh the body first in the one scale and then in the other, and the true weight will be a mean proportional between the two weights thus in¬ dicated. To demonstrate this property, let w be the true weight of the body in grains, and suppose that when placed in the scale E it balances p grains in D, and that when transferred to D it balances q grains in E, and makes m = AC, n — BC ; by the statical property of the lever we have the two equations, nip — nw, nq = mw ; , m w m q whence — = —, — — — ; n p n w therefore — = S- and w = Vnq: p w 11 so that is a mean proportional between p and q, and is consequently found by multiplying those numbers to¬ gether, and extracting the square root of their product. In what precedes, the beam has been regarded as an inflexible rod devoid of weight; but in order to investi¬ gate fully the properties of the instrument, and the con¬ ditions that must be fulfilled in order to render it practi¬ cally useful, it is necessary to have regard to the weight of the beam, and the position of its centre of gravity in respect of the axis of motion. The great requisites of a good balance are sensibility and stability; that is to say, it ought to be such that a very small weight added to either scale disturbs the equilibrium, and causes the beam to deviate sensibly from the horizontal position; and also such, that when the equilibrium has been disturbed, it may return quickly to a state of rest. In order to discover the construction best adapted to confer these two properties, it is convenient to regard the beam as a bent lever. Let G (fig. 2) be the centre of gravity of the beam, O the middle point of the straight line joining the points of sus¬ pension A and B, H'H a horizontal straight line drawn through C, and GD, OE, BH, AH', perpendiculars to Balance. H'H. Make W = weight of beam, L = weight of scales with their load, P = the preponderating weight,

L.OC, which, for any given value of Let the body to be weighed be placed in the scale d. Put the weight X in the scale e ; and let this be so deter¬ mined, that one grain more shall be too much, and one grain less too little. Then, the balance being moved gently up or down by the screw P, till the equilibrium be nicely shown at o, if the index T be at the middle point a of the wire rs, it shows that the weights put into the scale e are just equal to the weight of the body. By this method we find the absolute weight of the body; the re¬ lative weight is found by weighing it hydrostatically in water, as follows. _ . c „ Instead of putting the body into the scale e, as before) let it hang with the weight F at the hook c by a horse hair, as at R, supposing the vessel O of water were away. The equilibrium being then made, the index I standing between a and r at the 36 division, shows the weight ot the body put in to be 1095-36 grains. As it thus hangs, let it be immersed in the water of the vessel N, and it will become much lighter; the scale e will descend till the beam of the balance rest on the support z. then, suppose 100 grains put into the scale d restore the equi¬ librium precisely, so that the index T stand at the 36 di¬ vision above a, it is evident that the weight of an equal bulk of water would in this case be exactly 100 grains. The Balance of Torsion is an instrument invented by Coulomb, for comparing the intensities of very small forces. It consists essentially of a metallic wire, suspend¬ ed vertically from a fixed point, to the lowei en o ^ a horizontal needle is attached, with a sma the purpose of keeping the wire stretched. ie in sity of any small force made to act on the ex remi y BALANCE. Balance the needle is measured by the arc which the needle passes Balance ofuT’ re*me,d from.the Pomt °f repose. The force is thus Power. balai,ce'1 c le torsion ot the wire, whence the name of the instrument. To prevent any derangement from the agitation of the air, the apparatus must be covered by a glass cylin¬ der, to which a circular scale is applied horizontally, for the purpose of measuring the amplitude of the arc tra¬ versed by the needle. A divided circle is also adapted to the top of the cylinder, and capable of being turned round on it, by means of which, and a fixed index attached ho¬ rizontally to the hook from which the wire is suspended, the wire may be twisted any required number of degrees, this apparatus is represented by fig. 9. The length of the wire and the needle must be regulated by the object in view. If the. forces to be measured are very small, and great sensibility is consequently required, the wire 387 Balance Power. must be long and very fine; for the force of torsion is inversely proportional to the length of the wire, and di- || rectly as the fourth power of its diameter. It must also®a^ance be formed of a substance possessing considerable elasti- city, and for this reason brass wire is greatly superior to iron. By experiments undertaken for the purpose, Cou¬ lomb found the elasticity of some wires so perfect, that on keeping them twisted through eight circumferences for thirty hours together, the centre of torsion was not displaced by a single degree. Their length was about a metre, or 39 inches. The balance of torsion is used chiefly in experiments on electricity, magnetism, the adhesion of fluids, &c.; and it was by means of this instrument that Cavendish made his famous experiments on the attraction of lead balls, from which he deduced the mean density of the earth equal to about 5*5, that of water being unit. (t. g.) balance of poweb,, Among states, a most important principle of foreign po¬ licy, intimately connected with the general peace and in¬ dependence of nations, but which some have treated as altogether chimerical, and others represented as having led only to pernicious results. It is more generally admit¬ ted, however, to have a real foundation in the rules of in¬ tercourse and union among states, and to have exercised a great and beneficial influence on the affairs of modern Europe. We say of modern Europe, because, though the policy in question was not wholly unknown to other ages and countries, it was nowhere systematically pursued but among the European nations of modern times. Previous to the sixteenth century there was little political connec¬ tion among those nations, their circumstances not being such as to admit of any regulated attention to foreign af¬ fairs ; but about the commencement of that century they began to form one grand community or federal league, of which the actuating principle was the preservation of the balance of power. The attention to this principle thence¬ forth influenced all the great wars and negociations, and made every foreign movement, however remote, an object of interest throughout every part of the European system. . We sllall endeavour to sketch a general outline of this important subject; and, in doing so, we shall notice, though in a brief way, all the principal topics which it seems to present for discussion. ofanbCilPle }' The ultimate intention of the system founded on the ofpower a .e °f p0VVer’ is t0 secui:e ever7 state in full pos- and system sessi.on an<^ enjoyment of all its rights, by making its safety founded on?n^ ^dependence objects of interest and guardianship to k- its neighbours. It endeavours to accomplish this great end by teaching that it is the interest of all states to check the first encroachments of ambition, to watch every move- ment of toreign powers, and to unite their respective forces in support ot the weak against the strong. It is called the balancing system, because its aim is to prevent any state from aggrandizing itself at the expense of its neighbours, and to counterpoise any state that may have become too powerful, by a union of the forces of others. The metaphorical terms applied to this system seem to have given rise to some very absurd misconceptions of its tiue theory and purposes. It has sometimes been sup¬ posed that its object was to equalize the powers of states composing a common system ; and as it is plainly impossi¬ ble either to effect or to maintain such an eauality, it has thence been concluded, that the whole system is founded upon a chimera. But, with a view to the objects of this system, the question is, not what amount of power above another any state possesses, provided the power so pos¬ sessed be fairly acquired, but whether any state possess¬ es its power in such circumstances as to enable it to tres¬ pass at pleasure on a weaker neighbour. If there be no other state, or confederacy of states, capable of coun¬ teracting any injurious designs which a greater power might undertake, then it is said there is no balance; but if there be such a counterpoise, this is all that the balan- cing system requires to produce what, in its language, is called an equilibrium. In order to make this point as clear as possible, we beg to refer to the following defini¬ tions of the balance of power, as given by Vattel and by Gentz: “ By this balance,” says the former, “ is to be understood such a disposition of things, as that no one potentate or state shall be able absolutely to predomi¬ nate and prescribe laws to the others.” {Law of Nations, b. iii. c. iii. § 47.)—“ What is usually termed a balance of power,” says M. Gentz, “ is that constitution subsisting among neighbouring states, more or less connected with one another, by virtue of which no one among them can injure the independence or essential rights of another, without meeting with effectual resistance on some side, and, consequently, exposing itself to danger.” {Fragments on the Political Balance, c. i.) Thus, then, it is distinctly understood that the balan- cing system is not grounded upon an equality among states in respect of power, but upon a union of powers to repress the enterprises of the strong and ambitious, and to coun¬ teract the effects of necessary individual inequalities by aggregate strength. It is quite indispensable to the existence of such a sys¬ tem, that one state should not be permitted to obtain such a superiority of power as to enable it to overawe all oppo¬ sition, and make the safety of those around it dependent on its will; and as it is the disposition of all unchecked power to extend itself, the balancing system inculcates it as the interest, as well as the right, of every state to join in opposing the first encroachments of any ambitious po¬ tentate or community. It teaches that the danger ex¬ tends much further than to the party immediately attack¬ ed or menaced ; that one encroachment will pave the way to another ; and that it is therefore wise to meet the dan¬ ger whilst yet distant, and capable of being combated with less peril or loss. The right of interference to put down a danger of this kind is, in fact, only a modification of the right to resist an immediate attack. All human experience shows, that the state which is suffered to ag¬ grandize itself at the expense of one neighbour, will with 388 BALANCE OF POWER. Balance of its increased means acquire stronger dispositions to en- Power. croach still further; and therefore self-defence authorizes ^ us to treat as already an invader, any potentate whose conduct entitles us to conclude that he only waits a con" venient opportunity to become so in effect. “ As long, says Bacon, “ as men are men, and as long as reason is rea¬ son, a just fear will be a just cause of a preventive war, but especially if it be part of the case that there be a na¬ tion that is manifestly detected to aspire to new acquests, then other states assuredly cannot be justly accused for not paying for the first blow, or for not adopting Poly¬ phemus’s courtesy, to be the last that shall be eaten up. (Speech concerning a War with Spain.} It is peculiaily and emphatically the language of the balancing system, Principiis obsta,—in other words, look well to the safety and independence of your neighbours, even the most re¬ mote, if you wish to preserve your own. Upon this point it is by no means necessary to enter into any lengthened deductions. The principle of inter¬ ference to prevent the progress of a dangerous power rests, both as to right and policy, upon the most obvious dic¬ tates of experience and prudence. No state ever yet ac¬ quired a preponderating power without abusing it; and therefore it is the right and interest of all states to pre¬ vent any one from rising to such an ascendency as may endanger the common safety. The right in question, however, is that of guarding against injury justly to be apprehended from the conduct of a state which uses improper means of aggrandizement. As far, therefore, as measures of hostility are concerned, there must be actual encroachment in order to wan ant them. The balancing system does not say there shall be no alterations in the relative strength of states; for a state may fairly and honourably increase her power by wise legislation, or by the cultivation of her own internal resources. To attempt to impede a state which takes this road to greatness, would be to make war upon those very arts by the successful cultivation of which peace and hap¬ piness are spread throughout the world. Ihe aggrandize¬ ments to which the balancing system stands opposed, are those attended with immediate violence to some, and which infer further violence to others. All that nations can do when a neighbour becomes formidable in a fair way, is to watch her, and to draw closer those ties of al¬ liance which may enable them to counteract any bad use of her power. When Lord Bacon, in his Essay on Em¬ pire, counsels princes “ to keep due sentinel, that none of their neighbours do so overgrow by increase of territory, by embracing of trade, by approaches or the like, as to be¬ come more able to annoy them than they were,” he does not mean that the growth of a state by commerce is to be prevented in the same way as in the case of its exten¬ sion by a seizure of territory, but, that all great power, however acquired, is in its nature dangerous, and ought to be counterpoised by timely confederation. There is another way in which a state may become formidable, and that of a sudden, where the balancing sys¬ tem does not authorize immediate hostile interference. We allude here to the case of a sovereign who acquires a great accession of power by marriage or by inheritance. “ It is a sacred principle of the law of nations,” says Vat- tel, “ that such an increase of power cannot, alone and of itself, give any one a right to take up arms in order to op¬ pose it.” (B. iii. c. 3, sect. 43.) Grotius and Pulfendorf Balance of maintain the same opinion in terms equally decided. But, suppose a sovereign, who has already displayed an en- crouching disposition, is about to acquire in this way an accession of power, which would render him more and more formidable to his neighbours; in this case, as Vattel shows, the maxims of the balancing system authorize an immediate interference to procure securities; or, accord¬ ing as the danger is imminent, altogether to prevent the impending aggrandizement. It is perhaps wholly unpre¬ cedented, as this writer observes, that a state should re¬ ceive any remarkable accession of power, without giving other states just grounds to interfere ; but if it should be otherwise, the only course to be pursued is that which the balancing system recommends, namely, to keep a watch¬ ful eye on all the proceedings of the formidable state, and the formation of a counterpoise by means of alliances. These, then, are the grand expedients of the balancing system : vigilant inspection to discover, and prompt union to counteract, in their birth, all such projects of encroach¬ ment as powerful states will ever, when opportunity of¬ fers, be ready to form. By employing resident agents to procure speedy information, and by the weight of joint warnings and reclamations in every case of apprehended or of real injury, the balancing system furnishes the only peaceful means which human wisdom can devise to con¬ trol the conduct of independent states; the only means which can be employed to guard against injustice, or ob¬ tain redress, without an actual appeal to the sword. It was the habitual employment of these expedients, with a view to guard against distant dangers, that distinguished the balancing system, as exemplified in modern Europe, from those momentary efforts and loose confederacies in which all nations, and even the rudest tribes, have occasionally united, in order to repel or pull down a powerful and com¬ mon enemy.1 Without this habitual attention to foreign affairs, and constant application of the principles of coun¬ terpoise, there cannot, indeed, be said to exist any thing like a system of reciprocal guarantee of the independence of nations, such as is involved in the idea of a balance of power. What particular alliances each state ought to form, with a view to maintain this balance, is a matter of circumstances, and must accordingly vary with them. The object of the system is always the same,—to preserve such a dis¬ tribution of power amidst the varying relations of states, as shall most effectually check the spirit of encroachment, and confine every potentate to his own dominions. In the preceding observations we have had it in view to give a general idea of the nature, intention, and means of maintaining a balance of power among a number of con¬ nected nations of different degrees of power and magni¬ tude. But before proceeding to any remarks on the history and results of this branch of policy, we shall recapitulate, in the words of M. Gentz, those fundamental maxims which constitute the necessary conditions of the benefi¬ cial existence of such a system as we have described. These are,— “ That no one state in the common system must ever become so powerful as to be able to coerce all the rest put together;— . , “ That, if the system is not merely to exist, but to be maintained, without constant perils and violent concus- 1 “ The grand and distinguishing feature of the balancing system is the perpetual attention to foreign affairs w ic 11 ’ the constant watchfulness over every nation which it prescribes; the subjection in which it places all national Pa^‘ , , s:tuatp(] thies to the fine and delicate view of remote expediency; the unceasing care which it dictates, of nations mos 7 certain and apparently unconnected with ourselves; the general union which it has effected of all the European P amoncr civilized laws, and actuated in general by a common principle; in fine, the right of mutual inspection, universally recog g states in the rights of public envoys and residents.” (Brougham’s Colonial Policy, b. iii. sect. 1.) BALANCE Balance ofsions, every member which infringes it must be in a con- .^>ow^r': dition to be coerced, not only by the collective strength of the other members, but by any majority of them, if not by one individual;—and, That if ever a state attempts, by unlawful enterprise, to attain, or does in fact attain, to a degree of power, which enables it to defy the danger of a union of several of its neighbours, or even of the whole, such a state should be treated as a common enemy; and if it has ac¬ quired that degree of force by an accidental concurrence of circumstances, without any acts of violence, whenever it appears upon the public theatre, no means which poli¬ tical wisdom can devise for the purpose of diminishing its power should be neglected or left untried.” (Fragments upon the Political Balance, c. 1.) Ancient 2. The knowledge of the ancients in regard to these knowfedge great principles of national safety, and the period when knceof they Came t0 °btain a decided influence among the mo- power, and derns’ are Points of. considerable historical interest. Mr rise of the Hume has proved, in a very satisfactory manner, that the modern principle of preserving a balance of power is distinctly to eystem. be recognised in many of the great political transactions of the ancient world. The same thing had previously been shown by Kahle, a famous physician and professor, in a learned and able work, of which a French trans¬ lation by Formey, entitled La Balance de VEurope, was published at Berlin in 1744. The anxiety of the Greeks with regard to the principle of equilibrium among states was particularly manifested in that famous league against the rising power of Athens which produced the Pelopon¬ nesian war. Athens herself showed that she both knew and practised this policy, by constantly throwing her power into the lighter scale, when Thebes and Sparta came to contend for the mastery of Greece. Mr Hume also traces the influence of this salutary principle in the contests which arose among the successors of Alexander; their attention to it having “ preserved distinct, for seve¬ ral ages, the partitions made after the death of that con¬ queror. ’ (Essays, vol. i.) The orations of Demosthenes frequently display very clear and extensive views in this branch of policy. In that for the Megalopolitans, in par¬ ticular, “ we may see,” according to Mr Hume, “ the ut¬ most refinements in the balance of power that ever en¬ tered into the head of a Venetian or English speculatist and by a later writer this speech is also pointed out as “ containing discussions of some of the most delicate parts of the theory.” (Brougham’s Colonial Policy, b. iii. sect. 1.) All who peruse this remarkable oration with due at¬ tention must indeed perceive that it fully bears out this character. Its reasonings may be analyzed into these leading doctrines of the balancing system: that it is the interest of every state to prevent the formation of a pre¬ dominating power; that to this end the first encroach¬ ments ought to be promptly checked ; and that it is neces¬ sary to join even a rival against a former friend, when that friend would otherwise infringe upon the balance.1 It seems, in short, to be no longer a question, that it was only with the phrase, and not the idea, of a balance of power, that the ancients were unacquainted. But we cannot agree with Mr Hume when he goes so far as to say that this principle, though it has been more generally known and acknowledged in modern times, has not had an authority much more extensive in practice, than it had among the nations of antiquity. (Essays, vol. i.) This opinion stands clearly refuted by all the great facts, and OF POWER. 339 by the whole tenor of modern history, from the com-Balance of mencement of the sixteenth century. It was the more Power, constant operation of the principle in question which gra- dually formed the nations of Europe into one great repub¬ lic or federal league, whose common bond of union was the guarantee which it afforded of their respective inde¬ pendence. But neither, on the other hand, can we agree with Mr Brougham, when he affirms that the ancient states displayed nothing beyond a mere speculative know¬ ledge in this department. (Colonial Policy, b. iii. § 1.) It may be very true that those more enlarged ideas of fo¬ reign policy which Demosthenes disclosed in some of his orations were not generally understood or acted upon by his contemporaries ; but it is nevertheless perfectly clear, from Mr Hume’s statements, the accuracy of which has never been called in question, that among the Grecian states the maxim of preserving a balance of power, though it had not produced any course of policy so regular and authoritative as the modern international system, was yet, on many occasions, the sole moving spring of their wars and alliances. This maxim, indeed, lies so much within the sphere of common sense, that it can scarcely fail to be attended to, wherever there is a collection of states capable of observ¬ ing and attacking each other. But circumstances may be more or less favourable to the growth of a consistent po¬ licy in this respect. In modern Europe, a number of considerable states were formed under such circumstances as tended peculiarly to promote a regular intercourse among them, and consequently to develope and systema¬ tize this great principle of national security. But it did not begin to manifest itself until, in the gradual and simi¬ lar progress of European society, the power of the sove¬ reigns of these states was so far consolidated as to enable them to give part of their attention to foreign affairs, and to maintain armies beyond their own frontiers. It wasfin Italy, where civilization was more advanced, and where there existed a number of small states and commonwealths whose safety required that their rulers should recipro¬ cally keep watch on each other, that the modern system of interference took its beginnings. From an early period of the fifteenth century, we see the balance of power as constant an object of concern among these states as, in the next, it came to be throughout Europe. “ Their jea¬ lousy of each other,” says Guicciardini, “ made them watchful of every motion or measure which they conceived might any way increase the power of their neighbours and he presents a splendid picture of the beneficial ef¬ fects, the long peace, and general independence, attend¬ ant upon this habitual attention to the balancing principle. (History of Italy, b. i.) It was about the end of the same century that these ideas began to extend to other quarters, and to actuate the movements of greater potentates. There were now seve¬ ral piinces possessed of large kingdoms, with powers and prerogatives which enabled them to take part in distant wars and negociations. The first great movement of an ambitious neighbour would naturally, therefore, excite their jealousy, and bring them into concert. Thus, when Charles VIII. of France, in 1494, invaded Italy and laid claim to Naples, the sovereigns of Germany and Spain saw the expediency of listening to the Italian princes, who suggested a confederacy to prevent France from gaining an accession of power which could not but ren¬ der her a dangerous neighbour. Dr Robertson regards 18 ! Passage of Polybius, which has been frequently quoted as pointing out the leading aim of the balancing system in in thetwa!n0fttV,XpllClt-V lhe after mentionin£ that Hier«> king of Syracuse, acted wisely in assisting the Carthaginian nointir m°f the aUX1lianf ’ adds’ “ Nun(luam enim ejusmodi pnneipia contemnere oportet, neque tanta cuiquam astruenda es potentia, ut cum eo postea de tuo quamvis manifesto jure disceptare ex aequo non queas.” (Lib. i. cap. 83.) 390 BALANCE OF POWER. B"t!,eeXpediti0".°f S.ar'^lS t “Tivhad rf power“t ^ litics. “ From this era,” he says, “ we can trace the pro gress of that intercourse between nations which nas linked the powers of Europe so closely together, and can discern the operations of that provident policy which, during peace, guards against remote and contingent dan¬ gers, and in war has prevented rapid and destructive con quests.” ( View of the Progress of Society in Europe, § protected as she is on all sides by nature, ought to tain in the consider it as a necessary part of her policy to attend to balancing the E ean balance of power ? This has been consider- S>'8tem' ed as constituting a separate question, by some who make no doubt that the other states of Europe could not long preserve their independence secure by any other course. Taking the question generally, we do not think there is any great difficulty in regard to it. With the mul¬ titude, to be sure, it always will be popular to argue, that Britain stands in need of no other defence than what the seas and her invincible navy afford her, and that all con¬ tinental connections are useless or pernicious. But the argument from the advantages of our insular situation would not in fact bear out this conclusion, even were the seas and the navy a stronger defence than it is possible they can always be. Our commerce and our colonies, the supports of that navy, render it indispensably necessary that we should more particularly observe some nations, B A L and ally ourselves with others. These great concerns Balance of make it, indeed, nothing less than absurd to talk of our rower being insulated zs an empire or state, because Britairus an Balagore> island. And, with regard to invasion, it is clear that we could not always be as secure and as free from uneasy ap¬ prehensions, in a state of total insulation from foieign con¬ nections, as with friends and confederates to employ or oppose a formidable enemy on his own confines. But supposing the balance of power to constitute a great national object, the line of conduct which that object im¬ poses upon us may, no doubt, be affected by our msu ar situation. We may on some occasions allow other nations who are more exposed to danger, and who ought, on that account, to be more on the alert to prevent encroach¬ ments, to take the first measures, and bear the first ex¬ pense of resistance. We may watch and warn, and use the influence of our remonstrances and our counsels, with¬ out having recourse, except in urgent cases, to the extre¬ mity of arms.1 It is only, in a word, as to the application of the general principle, and not as to its being necessary and worthy to be entertained, that there seems any fair room for difference of opinion among British statesmen. In point of fact, all our later statesmen, however differing in other respects, have distinctly assented to the general doctrine, that the balance of power was an interest of the highest importance to England. The last time, we be¬ lieve, that this question can be said to have been fairly brought into debate, and fully discussed in Parliament, was on occasion of the famous armament against Russia for refusing to restore Oczakov to the Porte; and on that occasion, though Mr Fox and his followers reprobat¬ ed the armament in the strongest terms, they did so, not because they denied the great principle to which the mi¬ nister appealed, as the sole justification of the measure, that the balance of power was a British concern, and gave Britain an undoubted interest to mingle in the affairs of the continent,—not because they thought that Britain ought never to guard against any distant danger,—but be¬ cause there was no such degree of danger from the reten¬ tion of that city and its district, as called upon this coun¬ try to interfere at the risk of a war.2 (m. n.) Balance of Trade. See Political Economy. BAL A.S Ruby, a variety of spinelruby. See Mineralogy. BALASINORE, in Western India, a town, the chief place of the native state of the same name, situate in the province of Guzerat. The territory of the ruling nawaub contains an area of 258 square miles, and a population of 19,000. In 1768 it was subjected to tribute by the Mah- rattas, which, subsequently to 1818, when the peishwa was deprived of his supremacy, has been paid to the British. The town of Balasinore is distant from Bombay N. 280 miles ; Lat. 22. 58. Long. 73. 20. _ BALASORE, a town and seaport of Hindustan, in the British district of Cuttack, within the province of Orissa. The town, which is long and straggling, is built along the banks of the Booree Bellaun River. The English, Dutch, French, and Danes, formerly had factories here; and traces of a Portuguese establishment are also to be found m the ruins of a small Roman Catholic chapel within the town. The English factory was burnt down in November 1688, when, on account of a rupture with Aurungzebe, Captain Heath attacked and plundered the town. Balasore is the principal port of the district, and is provided with dry docks on the banks of the river, to which vessels drawing not more than 14 feet water can be floated during spring tides. Ba¬ lasore roads form an extensive bay, stretching from Point Palmyras to the mouths of the Hooghly; and as the naviga¬ tion of this river to Calcutta is extremely dangerous, and requires skilful pilots, it is in these roads that those who 1 “ Other nations must watch over every motion of their ne^hbours penet ’ ^ But ag we cann0t be easily nor suddenly event; and take part, by some engagement or other, m almost every conjuncture . to advige and warn . to abet and oppose; attacked, it may he our interest to watch the secret workings of the several councl ^ a inents that imply action and ex¬ hut it never can he our true interest easily and officiously to enter into action, muc g fa pense.” (Bolingbroke’s Idea of a Patriot King.) _ statesmen who opposed the armament, repeatedly and 1 2 Earl Grey, when the only survivor of that illustrious group of orators and states ^ and romantic had sometimes been applied forcibly declared his adherence to the general doctrine; affirming, that though theepithe balance of power; and that this to it,he nevertheless considered the poorest peasant in England ““fn^ Mr ^ country ought to interfere whenever that balance appeared to be really in danger. Of a principle, namely, that Turkey never was the only statesman who did so upon a ground, as it appears to toe maintenanc{ of the balance of power in Europe. (See had been nor ought to be, taken into consideration, in any question as to the mamtenanc mateTin Z Hole of Commons, 29th March and 12th April 1791, and 29th February and 1st March 1792.) J B A L Balaton undertake that service wait the arrival of vessels. Balasore II town is distant 116 miles S.W. from Calcutta. Lat. 21.30. Baldinger. Long. 87. (E. T.) BALATON Lake, or Platen Zee, in the S.W. of Hungary, 55 miles S.W. of Pesth. It is 46 miles in length, but of varying width, with a surface of 110 square miles, exclusive of the extensive marshes by which it is surrounded. BALBI, Adrian, one of the most eminent geographers of modern times, was born at Venice in 1782. In 1820 he visited Portugal, and there collected materials for his well- known work entitled Essai Statistique sur le Royaume de Portugal et d’Algarve, &c., which was published at Paris in 1822 ; and this was followed by Varietes Politiques et Sta- tistiques de la Monarchie Portugaise. This work contains some curious observations respecting that country under the Roman sway, and on the state of literature and the arts. In 1826 he published the first volume of his Atlas Ethno- graphique du Globe, &c., a work of great erudition, and embodying the researches of the most distinguished German philologists and geographers. In 1832 appeared the Abrege de Geographie, which comprises the whole compass of that science, and procured for the author the highest reputation. This work, in an augmented form, was translated into the principal languages of Europe. Balbi afterwards retired to Padua, where he continued to pursue his favourite science with unabated ardour. Besides those already mentioned, Balbi was the author of several other works in the same de¬ partment of science. He died on the 14th of March 1848. BALBOA, Vasco Nunez de. See Peru. BALBRIGGAN, a seaport of Ireland, county of Dub¬ lin, and parish of Balrothery, 18^ miles N.N.E. of the capi¬ tal. The harbour, though dry at low tides, has a depth of 14 feet at high-water springs, and affords a good refuge from the E. or S.E. gales. It is formed by a pier 600 feet long, with a lighthouse at its extremity, in Lat. 53. 37. N. Long. 6. 12. W. The town has considerable manufactures of cot¬ tons and hosiery, and is much frequented as a watering-place in summer. Pop. (1851) 2310. BALDI, Bernardino, a distinguished mathematician and miscellaneous writer, was descended of a noble family at Urbino, in which city he was born on the 6th of June 1533. He pursued his studies at Padua with extraordinary zeal and success, and is said to have acquired, during the course of his life, no fewer than sixteen languages, though, according to Tiraboschi, the inscription on his tomb limits the number to twelve. The appearance of the plague at Padua obliged him to retire to his native city, where, some time afterwards, his acquirements were the means of his obtaining from Fer- rante Gonzaga the rich abbey of Guastalla. He afterwards visited Rome, where he was honoured with the title of apos¬ tolic protonotary. Returning to Urbino, he was employed by the duke, in 1612, as his envoy to Venice, where he distinguished himself by the congratulatory oration he de¬ livered before the Venetian senate on the election of the new doge, Andrea Memmo, who on this occasion presented Baldi with a massive gold chain. Shortly afterwards he re¬ signed the cares of his abbey, and retired into a private sta¬ tion, but he did not long survive this event. He died at Urbino on the 12th of October 1617. Baldi was perhaps the most universal genius of his age, and is said to have written upwards of a hundred different works, the chief part of which have remained inedited. His various works are evi¬ dence of his abilities as a theologian, canonist, mathema¬ tician, geographer, philosopher, antiquary, historian, orator, and poet. His life has been written by Affo, Mazzuchelli, and others. Baldi’s Coronica dei Matematici is an abridg¬ ment of a larger work on which he had bestowed twelve years of labour, and which was intended to contain the lives of more than two hundred mathematicians. BALDINGER, Ernst Gotfried, a German physician VOL. IV. B A L 393 of considerable eminence, and the author of a great number Baldinucci of medical publications, was born near Erfurth, 13th May II 1738. He was originally destined for the church; but Baldwin- having acquired a strong predilection for medicine, his father ^ yielded to his wishes, and with this view he prosecuted his studies at Erfurth, Halle, and Jena. In 1761 he was in¬ trusted with the superintendence of the military hospitals connected with the Prussian encampment near Torgau; and he there gave public lectures with great applause. Hav- . ing acquired considerable experience in army practice by ’ his assiduous attention to the duties of his office, he pub¬ lished, in 1763, a dissertation on the diseases of soldiers, which met with so favourable a reception from the public, that he enlarged the plan of his work, and republished it under the title of Treatise on the Diseases that prevail in Armies, Langensalz, 1774, 8vo. In 1773 he was appointed professor of medicine at Gottingen, where he enjoyed con¬ siderable reputation. He was afterwards professor of the theory of medicine at Jena ; and in 1785 was promoted to a professorship at Marpurg, where he died of apoplexy on the 21st of .January 1804. Among the number of his pupils were Akermann, Sommering, and Blumenbach. His writings are exceedingly numerous: many of them are scattered in various collections and journals. No less than eighty-four distinct treatises are mentioned as having proceeded from his pen. He had collected an extensive library, consisting of 16,000 volumes, of which a catalogue was published after his death. BALDINUCCI, Filippo, a distinguished Italian writer on the history of the arts, was born at Florence about 1624. His chief work is entitled Notizie de' Professori del Disegno da Cimabue in qua, Secolo v. dal 1610 al 1670, and was first published in six vols. 4to, in 1681-8. An edition in twenty vols. 8vo, with notes by Manni, was published at Florence in 1767—74. The capital defect of this work is his puerile attempt to derive Italian art from the schools of F lorence ; in which he has been often refuted, especially by Malvasia and Lanzi. Baldinucci died in 1696. BALDOCK, a market-town of England, county of Hertford, and hundred of Broadwater, 37 miles N. of Lon¬ don. It is pleasantly situated in a valley on the Great North Road, and is well paved and lighted. Its principal street has several handsome buildings. The church is a spacious edifice, with a spire, three chancels, a curious font, and some monuments of its founders the Templars. There are also places of worship belonging to the Methodists, In¬ dependents, and Quakers ; and several schools, almshouses, and other charities. Manufactures, beer, malt, and straw- plait. Pop. (1851) 1920. Baldock, Ralph de, bishop of London in the reigns of Edward I. and II., was educated at Merton College, Oxford, became dean of St Paul’s, was afterwards promoted to the see of London, and at last was made lord high chancellor of England. He wrote Historia Anglica, or a History of the British Affairs down to his own time; and A Collection of the Statutes and Constitutions of the Church of St Paul. The former, though it was seen by Leland, is not now ex¬ tant ; the latter is preserved in the library of that cathedral. He died at Stepney, July 24. 1313. BALDRICK, a kind of girdle, richly ornamented, which in feudal times served to indicate the rank of the wearer. The term is sometimes applied also to the zodiac. BALDWIN, Thomas, a celebrated English prelate, was born of obscure parents at Exeter, where, in the early part of his life, he taught a grammar-school. After this he took orders, and was made archdeacon of Exeter; but he resigned that dignity, and became a Cistercian monk in the monastery of Ford in Devonshire, of which, in a few years, he was made abbot. In the year 1180 he was consecrated bishop of Wor¬ cester. In 1184 he was promoted to the see of Canterbury by Pope Lucius III., and by his successor Urban III. was 3 D 394 B A L Balen. Baldwin appointed legate for that diocese. He laid the foundation of a church and monastery in honour ot Thomas a Becket at Hackington, near Canterbury, for secular priests ; but being opposed by the monks of Canterbury and the pope, he was obliged to desist. Baldwin then laid the foundation of the archiepiscopal palace at Lambeth. In 1190 he crow net King Richard I. at Westminster, and soon after followed that prince to the Holy Land, where he died at the siege of Ptolemais or St Jean d’Acre. Giraldus Cambrensis, who accompanied him in this expedition, says he was ot a mi c disposition, and practised great abstinence. He wrote va¬ rious tracts on religious subjects, which were collected and published by Bertrand Tissier in 1662. Baldwin, the name of nine counts of Flanders, the^ last of whom ascended the throne of Constantinople in 1204. There were also four kings of Jerusalem of this name, from 1100 to 1186, when the nephew ot the last, then a child, was titular king until the capture of the city by Saladin in 1187. See Crusades. BALE, John, bishop of Ossory, in Ireland, was born at Cove, near Dunwich in Suffolk, in the year 1495. At twelve years of age he was entered in the monastery of Carmelites at Norwich, and thence sent some years after¬ wards to Jesus College, Oxford. He was educated a Roman Catholic, but was afterwards converted to the Protestant re¬ ligion by Thomas Lord Wentworth. On the death of Lord Cromwell the favourite of Henry VIII., who had protected him from the persecutions of the Romish clergy, he was ob¬ liged to fly, and took refuge in Flanders, where he continued eight years. Soon after the accession of Edward VI. he was recalled ; and being first presented to the living of Bishop’s Stocke (Bishopstoke), in Hampshire, in 1552 he was nomi¬ nated to the see of Ossory. During his residence in Ireland he was remarkably assiduous in propagating the Protestant doctrines ; but with little success, and frequently at the ha¬ zard of his life. On the accession of Queen Mary the tide of opposition became so powerful that, to avoid assassination, he embarked for Holland ; but was so unfortunate as to be first taken by a Dutch man-of-war, and robbed by the cap¬ tain of all his effects ; then forced by stress of weather into St Ives in Cornwall, where he was arrested on suspicion of treason. Having obtained his release, however, after a few days’ confinement, the ship in which he had embarked an¬ chored in Dover road, where he was again seized on a false accusation, but soon liberated. On his arrival in Holland he was kept prisoner for three weeks, but at length obtained his liberty on paying L.30. From Holland he travelled to Basil in Switzerland, where he continued till Queen Eliza¬ beth ascended the throne. After his return to England he was in 1560 made prebendary of Canterbury; where he died in November 1563, in the sixty-eighth year of his age. He was the author of many works, the most noted of which is his collection of British Biography, entitled lllustrium Majoris Britannice Scriptorum Catalogus, aJapheto sanc- tissimi Noah jilio ad An. Bom. 1559. This work was first published in quarto in 1548, and afterwards, with various ad¬ ditions, in folio, 1557-59. Ames and Herbert have given a long list of his other works ; and Tanner has given a list of his manuscripts, with the names of the places where they are preserved. BALEARIC Islands. The appellation is commonly derived from /SaAAeA, jacere, because the inhabitants were excellent slingers. They are two in number, the Major and Minor ; hence the modern names. See Majorca and Minorca. BALECHOU, Jean-Jacques-Nicolas, an eminent French engraver, born at Arles in 1715 ; died at Avignon in 1765. His works are distinguished by decision and vi¬ gour, but are sometimes hard in the details. His chef- d’oeuvre is the portrait of the king of Poland. BALEN, Hendrick van, historical and portrait painter, B A L was born at Antwerp in 1560. He was a disciple of Adam Bales van Oort; but quitting that master, he pursued his studies at Rome, where he resided for a considerable time. He ^ ^ our‘ died in 1632. All the historical subjects painted by Van “ Balen have merit. His designs of the Deluge, of Moses Striking the Rock, and the Drowning of Pharaoh, are meii- torious compositions. His J udgment of Paris is accounted a masterly performance ; and the figure of Venus, in particu¬ lar, is exceedingly admired. He was Van Dyk s first master. BALES, Peter, a famous caligraphist, and one ofAhe first inventors of short-hand writing. He was born in 1547, and is described by Anthony Wood as a “most dexteious person in his profession, to the great wonder of scholars and others.” WTe are also informed that “ he spent several years in sciences among Oxonians, particularly, as it seems, in Gloucester Hall; but that study which he used for a diversion only, proved at length an employment of pro¬ fit.” He is mentioned for his skill in micrography in Hol- lingshed’s Chronicle, anno 1575. “ Hadrian Junius, says Evelyn, “speaking as a miracle of somebody who wrote the Apostles’ Creed and the beginning of St John’s Gospel within the compass of a farthing: what would he have said of our famous Peter Bales, who, in the year 1575, wrote the Lord’s Prayer, the Creed, Decalogue, with two short prayers in Latin, his own name, motto, day of the month, year of the Lord, and reign of the queen, to whom he pre¬ sented it at Hampton Court, all of it written within the circle of a single penny, inchased in a ring and boideis of o-old, and covered with a crystal so accurately wrought as to be very plainly legible ; to the great admiration of her Majesty, the whole privy-council, and several ambassadors then at court?” Bales was likewise very dexterous in imi¬ tating handwritings, and about 1576 was employed by Se¬ cretary Walsingham in certain political manoeuvres. We find him at the head of a school near the Old Bailey, Loh- don, in 1590, in which year he published his Writing Schoolmaster, in three parts. In 1595 he had a great trial of skill in the Blackfriars with one Daniel Johnson, for a golden pen of L.20 value, and won it; and a contempoiary author further relates that he had also the arms of caligraphy given him, which are azure, a pen or. Bales seems to have died about the year 1610. BALEY, Walter, physician in ordinary to Queen Eli¬ zabeth, was born at Portsham in Dorsetshire, in 1529, and died in 1592. Having taken his degrees in arts at Ox¬ ford, he practised physic; and in 1558 was proctor of the university. About this time he obtained a prebend of Wells, which he resigned in 1579. In 1561 he^ was ap¬ pointed queen’s professor of physic; in 1563 took his de¬ gree of M.D.; and afterwards became one of Her Majesty s physicians in ordinary. His works are, A Discourse of certain Baths in the County of Warwick, near JSewnham- Reqis 1587, 8vo ; A Discourse of three kinds of Pepper in common use, 1588, 8vo ; Brief Treatise of the Preservation of the Eyesight, first printed in the reign of Elizabeth in 12mo, afterwards at Oxford in 1616, 1654, and 8vo; Directions for Health, Natural and Artificial, with Medi¬ cines for all Diseases of the Eyes, 1626, 4to. BALFOUR, Sir James, of Pittendreich, at one time lord president of the Supreme Court in Scotland, an in¬ triguing and corrupt man of the stormy period of the six¬ teenth century. He was the author of a collection of the sta¬ tutes entitled The Practicks. See Skene, Sir John. Balfour, Sir James, Bart., of Denmylne and Kmnaird, lord lyon king-at-arms in the reigns of Charles 1. and 11., was eminent as an annalist, a lawyer, and antiquary, lie appears to have been an able and indefatiga e co. of MSS., and left, besides his Annales of Scotland, sixteen treatises on genealogies and heraldry. Sonm o ns wor are preserved in the Advocates’ Library at Edinburgh, to¬ gether with his correspondence ; from which rich collection B A L Balfour Mr Haig published Balfour’s Annales of Scotland, from the II zeire 1057 to 1603, in 4 vols. 8vo. Balguy. Balfour, Robert, a learned Scotchman, born about the year 1550, who was for many years principal of the Guienne College at Bordeaux. His principal work is his Commentary on the Logic and Ethics of Aristotle (Burdig. 1616—20, 2 tom. 4to), which is described by Dr Irving {Lives of the Scottish Writers) as uniting vigour of intellect with great extent and variety of learning. Balfour was one of the most learned men of the time, and is spoken of by Dempster as the “ phoenix of the age,” the “ stay of his countrymen,” and the “ glory of his nation.” BALFROOSH, a large commercial town of Persia, pro¬ vince of Mazanderan, on the river Bahbool, which is here crossed by a bridge of nine arches, about 12 miles distant from the southern shore of the Caspian Sea. It is built in a low, swampy, though rich country; and, from the deep and almost impassable roads which lead to it, seems not at all favourably situated for the seat of an extensive inland trade. It is, however, peopled entirely by merchants, me¬ chanics, and their dependants ; and is wholly indebted for its present size and importance to its commercial prosperity. The town is of a very peculiar structure and aspect. It is placed in the midst of a forest of tall trees, by which the buildings are so separated from one another, and so con¬ cealed, that except in the bazaars it has no appearance of a populous town. The streets are broad and neat, though generally unpaved ; and they are kept in good order. No ruins are to be seen, as in other Persian towns ; the houses are comfortable, in good repair, and roofed with tiles ; and they are inclosed by substantial walls. According to Fraser, by whom it was visited in 1822, Balfroosh had a plain and simple air of plenty, ease, and comfort, attended with a bustle and show of business which is rarely to be seen in the Per¬ sian towns. There are no public buildings of any import¬ ance. The only places of interest are the bazaars, which extend fully a mile in length, and consist of substantially- built ranges of shops, covered with a roof of wood and tiles, and well stored with commodities. There are about ten principal caravanserais, several of which are attached to the bazaar, and are let as warehouses for goods; and from twenty to thirty medresses or colleges, the place being as much celebrated for learning as for commerce. At tbe time of Fraser’s visit, it was said to contain 200,000 inhabitants; but this was probably an exaggeration ; and since that time the plague and the cholera have committed great ravages, so that at present there may not be above 50,000. It is 20 miles W. ofSori. Long. 52. 42. E. Lat. 36. 37. N. BALGUY, John, an eminent English divine, born at Sheffield, in Yorkshire, in 1686. He was admitted of St John’s College, Cambridge, in 1702 ; and having taken the degrees of B.A. and M.A., he soon after quitted the uni¬ versity. In 1711 he obtained a small living, and in 1729 was preferred to the vicarage of Northallerton, which he retained till his death in 1748. Besides sermons and vari¬ ous theological tracts, he published a philosophical work on the Foundation of Moral Goodness, written in answer to Dr Hutcheson’s work on the Origin of our Ideas of Beauty and Virtue. Some of these pieces were collected by the author into one volume, and published with a dedication to Bishop Hoadley. Balguy, Thomas, D.D., son of the above, was born in 1716. After studying in St John’s College, Cambridge, he was in 1746 presented to the rectory of North Stoke, in Lincolnshire. He afterwards became archdeacon of Salis¬ bury, and of Winchester, in succession.. He was offered the bishopric of Gloucester in 1781, but was prevented from accepting it by the declining state of his health. He was afterwards afflicted with blindness, and died at Winchester in January 1795. Besides sermons and charges, he was the author of a very able and well-known work, entitled B A L 395 Divine Benevolence asserted, and vindicated from the Re- Balharry flections of Ancient and Modern Sceptics, 8vo, 1782. II BALHARRY, a town and fortress of Hindustan, situ- v Ealk~ ated on the W. side of the Haggry River, 187 miles N. from Seringapatam, and the capital of the British collector- ate of the same name. The population, exclusive of mili¬ tary, is returned at 30,426. Elevation above the sea, 1600 feet. Lat. 15. 8. Long. 76. 59. The district, of which the town is the principal place, contains an area of 13,056 square miles, with a population of 1,229,599, and forms a portion of the Balaghaut or table¬ land of the Deccan. Upon the partition of Tippoo Sul¬ tan’s dominions, Balharry fell to the share of the nizam, by whom it was ceded to the British in 1800, in commutation of subsidy. Fi’om its centrical position Balharry is removed from the full force of either monsoon, and the climate is consequently characterized by aridity ; the annual rain-fall ranging from 12 to 26 inches. BALI, Bally, or Little Java, one of the Sunda Islands, in the Eastern Seas, separated from Java by the straits of the same name, which are three miles wide. It is a large island, being seventy-five miles in length by forty in breadth. A chain of mountains crosses the island in a direc¬ tion E. and W., and terminates on the E. in the volcanic peak of Bali. The climate and soil are the same as in Java ; it has mountains of proportionate height, several lakes, and streams well fitted for the purposes of irrigation. Rice is produced in great quantities, and two crops are raised in the year; while in the dry season the lands yield a crop of maize. The other productions are tobacco, oil, and salt; also cotton of an excellent quality. The inhabitants, though originally sprung from the same stock as those of Java, ex¬ ceed them in stature and muscular power, as well as in ac¬ tivity and enterprising habits. “ They have,” says Sir Stamford Raffles, “a higher cast of spirit, independence, and manliness than belongs to any of their neighbours.” They are also more moral, not being addicted to drunkenness or licentiousness, though they indulge in the practice of eat¬ ing opium. Their favourite amusements are gambling and cock-fighting, to which they devote themselves with all the vehemence and energy of their character. They are in¬ ferior to their neighbours the Javanese in mechanical art and industry. Cotton is spun into yarn, and made into cloth by the women. Knives, and warlike instruments, such as matchlocks, are also manufactured. The principal ex¬ ports are rice, edible birds’ nests, coarse cloths, cotton yarn, salted eggs, &c. The imports are opium, betel nut, ivory, gold, and silver. The traffic in slaves was formerly great; all prisoners of war, insolvent debtors, and those who at¬ tempted to evade the laws against emigration, being re¬ duced to the condition of slaves. The Hindu superstition is prevalent here. The island is divided into eight states, each under its own chief, subject to the Dutch. The total population is estimated at 800,000. (Raffles’s History of Java; Temminck’s lu hide Achipelagique.) BALIOL, or Balliol, Sir John he, founder of Baliol College in Oxford, was the son of Hugh Baliol, of Ber¬ nard’s Castle, in the diocese of Durham, and very eminent on account of his power and riches. During the contests between Henry III. and his barons he firmly adhered to the king. In 1263 he began the foundation and endowment of Baliol College, which was afterwards perfected by his widow, Dervorgille. He died in 1269. His son, John Balliol, was the competitor with Bruce for the crown of Scotland. BALIZE. See Honduras. BALK, or Balkii (the ancient kingdom of Bactria), a province of Central Asia, now a dependency of the khanat of Bokhara, lying between Lat. 35. and 37. N., and Long. 63. and 69. E. The country of Balk is bounded by the Oxus on the N., by the great mountain range of the Hindu 296 Balk II Ballad. B A L B A L Khoh and Paropamisus on the S., by Badakshan on the E., and generally by sandy deserts on the W. It is said to ex¬ tend 250 miles from E. to W., and from 100 to 120 nines from N. to S. Towards the S. the country abounds in hills which branch out from the Hindu Khoh range. Here the soil is generally stony, though it has many well-watered valleys. The central portion of the country is level, fertile, and well watered, from the vicinity of the hills; while to¬ wards the N., near the stream of the Oxus, it is sandy a.nd barren. The western part of the country of Balk, which borders on the desert, is of a similar nature; but in the E. there are mountainous tracts which are well watered, and occasionally fertile. The country descends very rapidly from the mountain range of Hindu Khoh, and towards t e Oxus is of a lower level and of a much hotter climate than those parts of Afghanistan which lie to the S. of these moun¬ tains. Balk is inhabited by the Usbek-latars, lanjiks, and Arabs. The total population is estimated at 1,000,000. Balk, or Balkh (the ancient Bactra), formerly a great city, is now an immense and desolate mass of ruins, situ¬ ated on the right bank of the Adirsiah, or Balk River, in a large and fertile plain, 1800 feet above the sea. These ruins consist chiefly of fallen mosques and decayed tombs built of sun-dried bricks, and occupy a space of about twenty miles in circuit. None of these ruins are of an age prior to Mahometanism. Balk is still called by the Asiatics “Mother of Cities,” but its population, which once numbered some hundred thousands, now scarcely amounts to 2000. 1 his city is said to have been built by Kaiomurs, the founder of the Persian monarchy ; and here the archi-magus resided till the followers of Zoroaster were overcome by the khalifs. Zenghis Khan sacked the city,and butchered its inhabitants; and under the house of Timour it became a province of the Mogul empire. Balk formed the government of Aurung- zebe in his youth, and was at last invaded by the great Nadir. Under the Dooranee monarchy it fell into the hands of the Afghans ; and for the last twenty years it has been in the possession of the Khan of Bokhara. (See Burnes s Travels in Bokhara?) BALKAN, the lofty mountain range that separates the waters of the Lower Danube from those that flow into the Archipelago. The name, however, has been extended to the whole mountain group that stretches from the Adriatic to the Euxine. The highest point of this range, Mount Orbelus, is 9000 feet above the sea. It rises to the W. of the town of Sophia. BALLAD is a word frequently used as synonymous with song ; but it properly denotes an historical song, or a song containing a narrative of adventures or exploits either serious or comic. It is one of the most ancient species of compo¬ sition, and still constitutes a great portion of the literature of the more uncivilized tribes of mankind. Giovanni Finati, who supplies us with much information respecting the man¬ ners and customs of the East, has recorded the following anecdote of ballad-literature among the Benysackr Arabs, whom he found encamped near the shores of the Dead Sea. Their chief Ibn Fays, he states, “had strangers with him from Damascus, and feasted his guests so plentifully, that the wooden dish out of which we all fed had four iron handles to it, and required three persons to lift it and set it before us. Afterwards, a great earthen pan of grease was lighted as a lamp for the company, and Ibn Fays himself, and his brother, sung a sort of slow plaintive ballad to an instrument with one string, the purport of which was the tragic account of a battle against a neighbouring tribe, in which their own father perished.”1 The leader of this wan¬ dering horde might himself be the author, as well as the reciter, of the ballad which thus regaled his guests. Most of the nations of modern Europe have considerable collections of the ballads which delighted their forefathers ; and in some countries the political influence of such com¬ positions has been found to be very powerful. “Of these, says Dr Aikin, “ the most copious source is party ; and there has seldom been an occasion of political contest in countries permitting such freedoms, in which appeal has not been made to the popular feelings by means of comic and satirical bal¬ lads, often with great effect. The share that Lillibulero had in producing the Revolution in this country has been noticed by grave historians. In the war of the Fronde in France, ballads were a weapon as much employed as muskets, and those written for and against Cardinal Mazarin filled several volumes. The French give to these compositions the appropriate title of Vaudeville, implying their fitness to walk the streets ; and indeed street-poetry in general be¬ longs to the ballad class.”2 The Spaniards,3 and other na¬ tions of the south, have preserved ample collections of their early ballads ; but the affinity of our own nation and tongue with those of the northern tribes, renders their^ literary re- liques an object of more particular interest. The various tribes of Scandinavians have generally been distinguished for their love of poetry. Many ancient reliques of Icelandic poetry are still preserved, and are regarded as very curious speci¬ mens of the literature of the different ages to which they belong ; nor are the kindred nations of Sweden and Den¬ mark without their early and recent poets, some of whom have attained to high reputation. Of the ballad-poetry of these northern nations, many remnants have descended to our times; and ample collections of Danish, Swedish, and even Feroese ballads have recently been published by respectable editors. “ The songs mentioned by Tacitus in his account of the Germans,” says Mr Jamieson, “those collected by the order of Charlemagne, and those which the Goths brought with them out of the East, are now not to be found; yet it is more than probable that much more of them is preserved, in however altered a form, than we are aware of; in the elder Northern and Teutonic romances, the Danish and Swedish, Scottish and English popular ballads, and those which arc sung by old women and nurses, and hawked about at fairs, in Germany.”4 The same ingenious and well-in¬ formed writer has elsewhere expressed his conviction, that many of the traditionary ballads still current in this kingdom havebeen preserved in the northof England and the lowlands of Scotland, ever since the arrival of the Cimbri in Britain.0 Many of our historical ballads may at all events be consider¬ ed as the productions of a remote period ; but it is not to be supposed that they have been transmitted from one genera¬ tion to another without innumerable transformations. A great proportion of them have doubtless been preserved by oral tradition ; and they seem in general to have undergone such changes as brought them nearer to the current speech of each successive generation ; for, without this progressive adaptation, the lapse of a few centuries would have rendered them unintelligible to the great body of the people ; nor is it usual for any combination of words to be retained in the memory without being understood. Thus, for example, we have reason to believe that the ballad of Sir Patrick Spence derives its origin from a very early age ; but the variations to which it must gradually have been subjected, may easily Ballad. 1 Narrative of the Life and Adventures of Giovanni Finati, translated by William John Bankes, Esq. vol. ii. p. 27 2 Aikin’s Essay on Song-Writing (p. xviii.), prefixed to Vocal Poetry, or a Select Collection of English Songs‘ ’ Altenburg 3 See the introduction to Depping’s Sammlung der besten alien Spanischen Historischen Ritter un “Mr^Ct245 gdinb 1814, 4to. und Leipzig, 1817, 12mo. ^ * Illustrations of f^howeS Tray’s Historical and G Jamieson’s Popular Ballads and Songs, vol. ii. p. 87. Edmb. 1806, 2 vols. 8vo. See howe y Romantic Ballads, vol. i. p. xxv. Edinb. 1808, 2 vols. 8vo. B A L Ballad, be inferred from a comparison of the different copies which —are now to be found.1 A story may thus be preserved, when most of the original words have been changed. The close affinity between the old Danish and the old Scottish and English ballads has been noticed by various writers, by Pinkerton, Jamieson, Nyerup, Geijer, and Grimm :2 their resemblance is to be traced in the general spirit and con¬ trivance of the poems; while some of the Danish and Scottish ballads exhibit a remarkable coincidence in their particular stories. Whether these effects are to be imputed to so re¬ mote a cause as the emigration of the ancient Scandinavians, may however admit of much doubt and hesitation. Fiction moves from one region to another with very elastic steps, and in many instances it is impossible to trace her progress. The earliest collector of Danish ballads was Anders So¬ renson Vedel, chaplain to the king of Denmark, and an in¬ timate friend of the celebrated astronomer Tycho Brahe. His publication bears the title of a hundred select Danish bal¬ lads, or Viser. Ribe, 1591, 8vo. It is now a very rare book, even in Denmark; but a copious account of it is given by Nyerup, in the last volume of the more recent collection of Danske Viser. After an interval of more than a century, another clergyman, Peder Syv, reprinted this collection of Vedel, and added an equal number of ballads. Kiobenhavn, 1695, 8vo. But the most extensive collection appeared under the following title : Udvalgte Danske Viser fra Middelalderen; efter A. S. Vedels og P. Syvs trykte Udgaver, og efter haandskrevne Samlinger, udgivne paa ny af Abrahamson, Nyerup, og Rah- bek. Kiobenhavn, 1812-14, 5 bind. 8vo. This work is ac¬ companied with notes and illustrations, and appears to us to possess no inconsiderable value. A similar collection of Swedish ballads was published by Geijer and Afzelius: Svenska Folk- Visor fran Forntiden, samlade och utgifne af Er. Gust. Geijer och Arv. Aug. Afzelius. Stockholm, 1814-16, 3 del. 8vo. These volumes are accompanied with music, printed in a quarto form. Of Feroese ballads there is a recent collection : Fceroiske Qveeder om Sigurd Fos- nersbane o'j bans 2Et, med et Anhang: samlede og over- satte af Hans Christian Lyngbye, Sognepraest i Gjesing; med en Indledning af P. E. Muller, Dr. og Prof, i Theol. Randers, 1822, 8vo. Dr Muller, the author of the introduc¬ tion, is a learned and able writer, well known as the author of more important works. Debes mentions that, at their weddings, and at Christ¬ mas, the Feroese were accustomed to “ recreate themselves with a plain dance, holding one another by the hand, and singing some old champion’s ballad.”3 These islands were peopled in the ninth century by a colony of Norwegians.4 The language of the people, as it appears in these ballads, is removed to a considerable distance from the Icelandic as well as the Danish. The plan of publishing a Feroese dic¬ tionary was formed about seventy years ago ; and the Eng¬ lish prospectus printed upon that occasion furnishes so curious and entertaining a specimen of the language, that we are tempted to insert it with all its peculiarities. “ Subscription.—We are minded after many years trou¬ blesome Collection to acquaint the World with the Tongue, used upon the Isles of Fero, a Dialect of the old noble Tongue in former Times written and spoken in Norway, Denmark, Jsland, Swede, and in a good Deal of the eng- lish Dominion. Now it appears for the world translated in Latin, Danish, and conferr’d with the islandsh Tongue. B A L 397 “If we were men of Wealth, we would not forbear to Ballast Regard the Expenses of printing this Dictionary as a great II Trifle, because it, very likely, not will exceed a good^Vo- Ballet- lume in 4to ; but we are poor-men. Nevertheless we hope to bring it forth byWay of Subscription, and for that Reason, We invite hereby our Neighbours, the brave and Reason¬ able Englishmen to Deal with us the Honour of bringing this Dialect out of the Darkness, wherein it lies, and let it see the Day-Liht. No-Body of our Countrymen, aswe know, has thought this before. “ Perhaps this moment in our Life, that has been the first in Time for this Purpose, will be the Last, and no body afterwards would attend it. The Price will be 2 pence a Sheet, and upon good Paper 3 pence. “ N. Mohr. J. 0. Svabo.” The two pages which follow are divided into columns, for the Names of the Subscriptors and the Number of Exem¬ plars ; but it appears that the well-meaning and pains¬ taking creatures met with too little encouragement to pro¬ ceed in their enterprise. The prospectus is without a date ; but we learn from Muller and Nyerup that Svabo was em¬ ployed in collecting Feroese ballads in the years 1781 and 1782. (D. i.) BALLAST, any heavy matter, as stone, gravel, or iron, thrown into the hold of a ship, in order to make her sink a proper depth in the water, that she may be capable of carry¬ ing a sufficient quantity of sail without upsetting. To bal¬ last a ship properly, the materials should be so disposed that she may be duly poised, and maintain a proper equilibrium on the water, without either being too stiff or too crank, which are conditions equally pernicious. Stiffness, in bal¬ lasting, is occasioned by disposing a great quantity of heavy ballast, as lead or iron, in the hold, which naturally places the centre of gravity very near the keel; and that being the centre about which the vibrations are made, the lower it is placed, the more violent will be the motion of rolling. Crankness, on the other hand, is occasioned by having too little ballast, or by disposing the ship’s lading so as to raise the centre of gravity too high, which also endangers the mast when it blows hard. For, when the masts are de¬ flected from the perpendicular, they strain on the shrouds in the nature of a lever, which increases as the sine of their obliquity. Ships are said to be in ballast when they have no other loading. Masters of vessels are obliged to declare the quantity of ballast they bear, and to unload it at certain places. They are prohibited unloading their ballast in havens, roadsteads, &c., the neglect of which prohibition has ruined many excellent ports. BALLATER, a village of Aberdeenshire, on the River Dee, 42 miles from Aberdeen. It is much resorted to in the summer season, on account of the romantic scenery in the vicinity, and the fine medicinal wells at Pananich, about two miles distant. BALLENDEN, John. See Bellenden. BALLENSTEDT, a city in the duchy of Anhalt-Bern- burg. It is situated in the Hartz Forest, in a most pic¬ turesque district, selected for a seat of the sovereign, whose castle is accommodated with the usual appendages of courtly residences. The city, besides the court, contains about 3800 inhabitants, who are very industrious in linen manu¬ factures, gardening, &c. BALLET (derived through the Italian ballare, from the 1 Percy’s Reliques of Ancient English Poetry, vol. i. p. 81. Scott’s Minstrelsy of the Scottish Border, vol. i. p. 7. Jamieson’s Popular Ballads and Songs, vol. i. p. 157.—See Motherwell’s Minstrelsy, Ancient and Modern, p. xliv. Glasgow, 1827, 4to. 2 Pinkerton’s Enquiry, vol. i. p. 364. Jamieson’s Ballads, vol. ii. p. 87. Nyerup, Danske Viser, Bind. v. S. 12. Geijer, Svenska Folk- Visor, del. i. s. liv.—The affinity between the old English and the old Danish ballads is noticed in the preface (S. xxxi.) to Altdd- nische Heldenlieder, Balladen, und Mdrchen, ubersetzt von Wilhelm Carl Grimm. Heidelberg, 1811, 8vo. 3 Debes’s Description of the Islands and Inhabitants of Eoeroe, Englished by Dr Sterpin, p. 273. Lond. 1676, 12mo. 4 Torfsei Commentatio historica de Rebus gestis Fcereyensium seu Farbensium, p. 7. Havnise, 1695, 8vo. 398 B A L Ballina. Greek BaXXt^etv, to dance) is a dramatic representation com- 's—posed of dancing and pantomime guided by music. The Greeks were the first who united the dance to their tragedies and comedies ; not indeed as making part of those spectacles, but merely as an accessary. The Romans, as usual, copied from the Greeks ; but in the reign of Augustus they left their instructors far behind them. At that time a new species of entertainment was brought upon the stage, and carried to an astonishing de¬ gree of perfection. Nothing was then talked of but the wonderful performances of Bathyllus, Pylades, and Hylas, who were the first to introduce among the Romans what the French call the ballet d’action, in which the performer is both actor and dancer. The enthusiasm excited among the Roman public by these celebrated pantomimes (pantomimi) was extraordi¬ nary. Pylades personified grave and tragic subjects, while Bathyllus excelled in the representation of the comic. Each had his school of disciples, and his host of partizans, whose eager rivalry often led to serious disturbances. I he de¬ moralizing effects of these exciting representations are severely noted by the great satirist Juvenal (vi. 63). These entertainments, though proscribed by some of the emperors, continued popular down to the fall of the empire. In the time of Augustus, only one actor appeared on the stage, re¬ presenting singly the various parts in succession. About the end of the following century the number of performers was increased. No women took part in the public panto¬ mimes till the last and worst period of the empire. Buried with the other arts in the fall of the Roman em¬ pire, dancing remained uncultivated till about the fifteenth century, when ballets were revived in Italy at a magnificent entertainment given by a nobleman of Lombardy at I ortona, on account of the marriage of Galeas Duke of Milan with Isabella of Aragon. Every resource that poetry, music, dancing, and machinery could supply, was employed and exhausted on the occasion. The description given of so superb an entertainment excited the admiration of all Europe, and roused the emulation of several ingenious persons, who improved the hint by introducing amongst their countrymen a kind of spectacle equally pleasing and novel. Female performers do not appear to have taken part in the various entertainments given at the opera in Paris till the 21st of January 1681, when the then dauphiness, the Princess of Conti, and some other ladies of the first distinc¬ tion in the court of Louis XIV., performed a ballet in the opera called Le Triomphe de VAmour. This additional at¬ traction rendered the spectacle more lively than it ever had been at any other period; and it was received with so much applause, that on the 16th of May following, when the same opera was acted in Paris at the theatre of the Palais Royal, it was thought indispensable for its success to introduce female dancers. They have continued ever since to be the principal support of the opera. A ballet perfect in all its parts, says Noverre, in his treatise on this subject, is a picture drawn from life, of the manners, dresses, ceremonies, and customs of all nations. It must therefore be a complete pantomime, and speak, as it were, through the eyes, to the very soul of the spectator. If it be deficient in point of expression, of situation, or of scenery, it degenerates into a spectacle equally flat and monotonous. {Lettres sur les Arts Imitateurs, et sur la Danse enparticulier, 8vo. Paris, 1807.) BALLINA, a seaport and market town of Ireland, county of Mayo, 18 miles N.N.E. of Castlebar. It is a neat clean place, pleasantly situated on the river Moy, which is here crossed by two bridges. Pop. in 1851,4635. Ardnaree, on the opposite side of the Moy, is popularly included, making a total population of 6569. It has a parish and a Roman Catholic church, Baptist and Methodist chapels, a court-house, work- house, hospital, dispensary, barracks, and several schools. B A L The salmon fishery, and provision and fish curing, are irn- Ballina- portant branches of its trade; and it has also breweries, hinch flour mills, and manufactures of snuff and coarse linen. The BalJgtic amount of customs duty received in 1850 was L.5000. In pen(juiuinf 1798 Ballina was for a short time in the possession of the y _ French under General Humbert. BALLINAHINCH, a small town of Ireland, county of Down, seven miles W.N. W. of Downpatrick. It is much fre¬ quented in summer on account of a chalybeate spa about two miles N.W. of the town. Pop. in 1851, 1006. BALLINASLOE, a town of Ireland, province of Con¬ naught, 91 miles W.S.W. of Dublin. The River Suck, an affluent of the Shannon, divides it into two parts, the west¬ ern being in the county of Galway and parish of Kilclooney. the eastern in the county of Roscommon and parish of Creagh. These are connected by a causeway across an island in the river and by two bridges. It is clean and well- built, and contains a handsome church, with a singular octa¬ gonal spire springing from scrolls. There are Roman Ca¬ tholic and Methodist chapels, several public schools, district lunatic asylum, union workhouse, market-house, a savings- bank established in 1822, several flour mills, hat and coach factories, and breweries. Pop. in 1851,6550. The great annual cattle fair, held from the 5th to the 9th of October, and for which Ballinasloe has long been celebrated, has latterly declined, as will be seen from the following table:— Sheep. Sold. Unsold. 1847.. .53.095 1848.. .57.287 1849.. .60.256 1850.. .51.668 1851.. .47.072 27,424 9,758 1,198 2,404 3,477 Total. 80,519 67,045 61,446 54,072 50,549 Horned Cattle. Sold. Unsold. Total. 7,698 7,297 7,844 9,395 10,640 2,756 865 4,914 6,400 1,019 10,454 8,162 12,758 15,795 11,659 The number for sale in 1828 exceeded that of any other year since 1790, being 97,384 sheep and 11,513 horned cattle. BALLINROBE, a small well-built town in Ireland, county of Mayo, situated on the Robe, 16 miles S.S.E. of Castlebar. It has a parish church, Roman Catholic chapel, several schools, and a union workhouse. Pop. in 1851, 2161. BALLISTA, or Balista, a military engine used by the ancientsfor discharging darts, javelins, and stones. T he name is derived from the Greek word /3d\Xeiv, to throw. It would appear that the projectile force of these machines, in their several kinds, was derived from the torsion of ropes by means of a lever. Their power was very great, and indeed they may be said to have answered, in some degree, the purposes of modern artillery. The balista originally differed from the catapulta, which was used for discharging darts ; but they are confounded by writers subsequent to the time of Julius Caesar. BALLISTEA, in Antiquity, songs accompanied by dancing, used on occasions of victory. Vopiscus has pre¬ served a song of this kind sung in honour of Aurelian, who, in the Sarmatian war, was said to have killed forty-eight of the enemy in one day with his own hand. Mille, mille, mille, mille, mille, mille decollavimus: Unus homo mille, mille, mille, mille decollavit; mille, mille, mille vivat, qui mille, mille occidit. Tantum vini habet nemo, quantum fudit sanguinis. The same writer subjoins another popular song of the same kind: Mille Francos, mille Sarmatas, semel occidimus ; mille, mille, mille, mille, mille Persas queerimus. The term is derived from the Greek /3aAAo), I cast or toss, on account of the motions used in this dance, which consisted in elevating, swinging, and throwing round the hands. The ballistea were a kind of popular ballads, composed by poets of the lower class, with little regard to the laws of metre. BALLISTIC PENDULUM, an ingenious machine, invented by Benjamin Robins, for ascertaining the velocity of B A L Ballis- military projectiles, and consequently the force of fired gun- trana powder. It consists of a large block of wood, affixed to the Ballot enC^ a stronS *ron s^em? having at the other end a cross ja °i' j steel axis, placed horizontally, about which the whole vi¬ brates together like the pendulum of a clock. The machine being at rest, a piece of ordnance is pointed straight to¬ wards the wooden block or ball of this pendulum, and then discharged : in consequence of which the ball strikes, enters the block, and causes the pendulum to vibrate more or less according to the velocity of the projectile or the force of the blow; so that by observing the extent of the vibration, or the chord of the arc,—which is ascertained by means of a ribbon fixed to the lower extremity of the pendulum, and passed through a couple of steel edges something in the manner of a drawing pen,—the force of that blow becomes known, or the greatest velocity with which the block is moved out of its place, and consequently the velocity of the projectile which struck the blow and urged the pendulum. See Gunnery. BALLISTRARIA, cruciform apertures in the walls of a stronghold, through which the cross-bowmen discharged their bolts. It also signified a projecting turret, otherwise called a bartizan, such as is commonly seen in the castles of the Border. BALLOON. See Aeronautics. Balloon, a kind of game somewhat resembling tennis, played in the open field, with a great ball of leather inflated with air, and driven to and fro with the strength of the arm. Balloon, in the older chemistry, was the name for a spherical receiver used in distillation. BALLOT (from the French ballotte, a little ball), a gene¬ ral expression for the practice of private voting, from its being usually accomplished by depositing a ball or ticket. Its most important signification in modern politics is when it is applied to the great question of the secret or public exercise of the suffrage in elections of members of the legislature. The vindex tacitae libertatis, as Cicero calls it—the giving effect to the exercise of opinion in such a manner as to defeat by secrecy the influence of other persons on him who has to exercise the function—has been sought after in many coun¬ tries and times. In Greece the dikasts gave their verdict by ballot, according to arrangements varied from time to time. It was signified by a mark on a shell, or by the depositing of a ball or a stone, white or black according to the verdict; whence comes the proverbial reference to “a white stone” as connected with good fortune, and the expression “ black¬ balling,” which is sometimes even still practical as well as figurative. The Greeks, indeed, like the members of clubs and societies at the present day, had two methods of taking the vote—either by two balls and one box, or by two boxes and one ball. The well known ostracism was a species of condemnation by ballot, arising out of the old constitutional principle, that on questions of personal privi¬ lege—whether it were for conferring on the candidate what the ordinary citizen did not enjoy, or depriving him of his ordinary legal rights—the vote of a certain number of the citizens taken secretly was necessary. Of the ostracism as exercised in Athens, Mr Grote, who is a great champion of the ballot, gives an interesting vindication in his History of Greece, where he endeavours to show that, as a mere re¬ moval from the state without a forfeiture of property or posi¬ tion, or any other privation, it was the gentlest manner in which the republic could protect itself against those whose waxing power threatened a danger to the constitution, which, if not checked, might produce more disastrous effects, not only to the state, but to the aggrandizing citizen himself. Among the Romans, just as we use the word ballot, ta- bella or tabula, a ticket, was employed to express the vot¬ ing of the citizens or judges in comitia or courts of justice. In voting for a law there woidd be two tickets,—one in¬ scribed V. R., uti rogas, or assent; the other A., the initial of B A L 399 antique for the old law. When it was a case of election, Ballot, the names of the candidates were written on the tabella,the v ^ voter putting a punctum or puncture opposite to the favoured name ; and Cicero speaks of how many puncta a man will have in such a tribe, as we speak of the number of votes one will have in a ward. The tabellae were cast into a cista, and the officers called diribitores are supposed to have been those who cast up the votes. The different laws from time to time establishing secret voting were called Tabellarice Leges. Among these, the enactment most resembling the ballot in its modern acceptation, called the Gabiana Lex, for the election of magistrates, dates from about 140 years before Christ. Others are named the Cassia Lex, Papinia Lex, and Ccelia Lex. Secret voting was a peculiarity of the Venetian senate, and the first shape in which the ballot was demanded in Britain was not for the purpose of elections, but of votes in parliament. In a work published after the Revolution, called State Tracts, being a collection of several treatises relating to the Government, privately printed in the reign of King Charles II.,” a tract is reprinted, called “ The benefit of the Ballot, with the nature and use thereofsupposed to have been written by Andrew Marvell. Voting by ballot in the legislature was a frequent demand of the popular party in Scotland during the reign of Charles II., and in the revulsions against the court it was at one time carried out. Sir George Mackenzie mentions an instance of its use, where it was arranged that the lord clerk-register should hold a bag to receive the “ billets” at the foot of the throne, and they should be then secretly examined and burned; “ which form,” he says, “was thereafter punctually observed: only the register having a rooted quarrel against Southesk, did mark his billet with a nip when he received it, and thereby discovered his vote,” In this country secret voting is at the present day chiefly known in social clubs, where a small number generally have the power of ostracising any candidate for admission with whom they would dislike, for any private reason of their own, to associate. The election of officers and other acts of public or joint-stock bodies, are sometimes determined by private votes, as in the important instance of the proprietors of India stock. It is generally remarked that this attempt at secrecy is ineffective, and the votes of the respective stockholders are quite well known ; but they do not themselves generally seek concealment. In France, under the constitutional charter, secret voting existed in the chamber of deputies from 1840 to 1845, when it was abolished on a project of Duvergier de Hau- ranne accepted by M. Guizot, who thought the scrutin secret productive of abuse. No argument can be brought from the practice on this occasion, any more than from other in¬ stances of secret voting in the legislature, to bear on the question of secret voting in elections. The two things are quite distinct, and, according to British constitutional no¬ tions, antagonistic; for, while secrecy is demanded for the elector, on the ground that he is not and should not be re¬ sponsible, the proceedings of the members of the legislature have been subjected to increasing publicity, on the ground that they are responsible to their constituents for the faith¬ ful performance of the trust reposed in them. Nor is there, perhaps, any sounder practical illustration of the question to be derived from the more extensive electoral applications of the vote by ballot in connection with the events which fol¬ lowed the revolution of 1848. In taking the very critical vote which justified the coup d'etat of December 1851 and led to the establishment of the empire, it is known that fear of disturbance compelled Louis Napoleon to have recourse to secret voting, and that the effect was guarded both by a limitation of the vote to a simple yes or no to the question of the prolongation of the presidency, and by arrangements for taking the votes in small groups, which rendered conceal¬ ment difficult. 400 B A L Ballot. The ballot is adopted in elections in several of the United States, and many arguments against it have been founded on its bad or ineffective operation there. It is said that the vo er cannot preserve secrecy in presence of the popu ai coercion which renders it most necessary ; that those to w lom ,e secret arrangements are committed flagrantly betray then trust; and that the voters on either side of a contest are quite well known to the public at large. It must he re¬ membered, however, that the characteristic defects of Ame¬ rican elections are not those from which protection is soug in this country, nor are they of a kind for which the ba o is well adapted as a safeguard. There the evil to be - ated is the public and palpable coercion of the minority b} the majority in the act of voting ; in Britain it is the secret employment of individual influence away r0^ SP^ The former influence may overbear, as it is said to do, the machinery for secrecy, but the latter has not the same means of accomplishing such an object. In these references to experience may be traced some of the arguments which have at the present day been used in favour of and against secret voting. Among the arguments specifically brought forward against the proposal to adopt the system in England, it is said that the franchise is a trust which should be exercised with publicity, so that those in¬ terested may see how it is discharged. To this it is gene¬ rally answered by the supporters of the ballot, that election is not a trust, but a function which each man must discharge according to what his own conscientious opinion, and not that of any other man, decides to be for the good of the community; and it is said that whoever ought to have any influence on an election, should enjoy it in the shape of a direct vote to be exercised by himself. Another argument used against the ballot has been, that it will be an enticement to falsehood, because voters will ever be induced to pledge themselves to particular sides, and under the protection ot the ballot will falsify their pledges. The answer to this has generally been, that it may be a question whether it is a more immoral act to break a promise by voting according to conscientious opinion, or to vote against conscientious conviction in the coerced performance of a promise extracted by coercion. But it is generally maintained that secret voting will render such a balance of ethical difficulties un¬ necessary, because, as it will be impossible for the person who uses improper influence to be certain that it is effica¬ cious, he will not have a sufficient prospect of success to tempt him to exercise it. Another argument against the propounders of secret voting has been, that were it the rule, any elector whose vote is desired by a person having an in¬ fluence over him, would require to lead a life of hypocrisy, perpetually professing opinions which he does not hold, in order that the person exercising the influence may be led to believe that it has effectually entered into the nature ot the voter and made him a partizan, whereas, under the sys¬ tem of open voting, he requires only to perform one act of hypocrisy—that of voting against his opinions—and is free to speak and act as he pleases in the other affairs ot life. The answer generally given to this by the supporters of the ballot is, that the one effective act of hypocrisy—the voting wrong_js an act worth purchasing ; but that it would not be worth the corrupter’s while to buy a whole lifetime of hypo¬ crisy, with the chance, if not the certainty, that the pro¬ fessed opinions would be discarded on the only occasions when the acting on them would be worth the purchase- money. It has been sometimes said that secrecy in voting is not practicable ; but this is an argument rarely maintained as a serious objection to the ballot, for although the votes ot a large portion of the community who are political partizans, and own their partizanship, must always be well known, there is no doubt that if it were sincerely set about, secrecy could be imparted to the votes of those who desire it. Perhaps the argument which has proved the most influ- Balm of Gilead. B A L ential against the ballot has been that, supposing it to be Ballston effective, it would to some extent deaden that open, candid system of party conflict, ranging the forces on every ques¬ tion palpably on either side, which is a main characteristic ^ of British politics. In answer to this, it is generally ad¬ mitted that the national characteristic has its merits, but it is said that the corruption of voters is a disease far outweigh¬ ing them, the removal of which may be cheaply purchased by their sacrifice. It is generally admitted, however, that the progress of parliamentary morality during the past twenty vears, and the gradual transition of electoral bribery from an act of gallant and justifiable expenditure, to a crime which men shrink from being charged with, has been re¬ moving or modifying a considerable portion of the disease for which the ballot has been sought as a remedy. The ballot has occasioned frequent parliamentary discus¬ sions and divisions, yet it has never created any formidable conflict involving the fate of a party in parliament. After the accession of Lord Melbourne’s government in 1835, it became in all Whig governments an open question, or one in which members of the government might take what side they pleased. It is one of those matters of which it is ne¬ cessary, in a work like the present, to give some historical account, and at the same time to explain its existing posi¬ tion as a political question ; and this has been done with an endeavour to avoid partizanship, and give a fair view or the arguments adopted by either side. (J’ B‘) BALLSTON, a town in the state of New York, cele¬ brated for its spa. , . . BALLYB AY, a market and post town of Ireland, in the county of Monaghan, 86 miles from Dublin. Pop. in 1851, 1617, chiefly engaged in the linen manufacture. BALLYCASTLE, a decayed seaport town of Ireland, county Antrim, situated on a bay opposite Rathlin island. The town is well-built, consisting of two parts, about a quar¬ ter of a mile asunder, and connected by a fine avenue. Up¬ wards of L.l50,000 were expended upon the harbour and pier, but the violence of the sea overthrew the pier and filled the harbour with sand, so that Ballycastle is now little more than a fishing village. Pop. in 1851, 1669. BALLYMENA, a town of Ireland, county Antrim, on the Braid, an affluent of the Maine, two miles above their junction, It is 33 miles N.N.W. of Belfast, with which it is connected by railway. The town owes its prosperity chiefly to its linen trade, which gives employment to the greater part of the inhabitants. It has a parish church several chapels and schools, a market-house, distillery, and several branch banks. Pop. in 1851, including Hanyville in the suburbs, 6493. . ^ . . BALLYMONEY, a village of Ireland, county of Antrim, 140 miles N. of Dublin. Pop. in 1851, 2578. BALLYSHANNON, a seaport and market town ot Ireland, county of Donegal, situated on the Erne, at its in¬ flux into the bay of Donegal. Lat. 54. 30. N. Long. 8. 11. W. The river is here crossed by a bridge of 14 arches, which connects the town with the suburb of Purt. Below the bridge the river forms a beautiful cascade lo0 yards wide, with a fall at low-water of 16 feet. The harbour is a small creek of Donegal Bay, about 600 yards long, and 350 yards broad, and is only accessible to small vessels. Ihe town contains a church, several chapels, a bank, market- house, barracks, and a union workhouse. Previous to the Union, Ballyshannon returned two members to the Irish Parliament. Pop. in 1851, 3697. BALM OF GILEAD. Among the more precious suh stances obtained from plants, applied as curative o woun s bv the ruder inhabitants of the Eastern climates, the balm ot Gilead, or balsam of Mecca, has been eminently distin¬ guished during many ages. But althoug i Gilead is well known from several scriptural allusions, a highly esteemed, it is only of secondary quality to the bai- BALM OF GILEAD Balm of Gilead. sam of Mecca, for which it is frequently substituted; and illustrations of its nature and properties must chiefly be de- ; rived from the latter. This balsam is a resinous matter, exuding, like ordinary resin, from incisions in the bark of two different vegetables ; at least there are apparently two, though the distinction is not well characterized or described by naturalists. The plant producing the balsam of Mecca was first ascertained by Forskal to belong to the genus Amyris. He transmitted one or two specimens to Linnaeus, who has characterized it as the “ Amyris Opobalsamum, leaves pinnate, with sessile leaflets, a native of Arabia;” while he characterizes the other as “Amyris Gileadensis, leaves ternate, very entire peduncles, one flowered lateral, a native of Abyssinia.” This plant grows to the height of fourteen feet, flourishing in a hot climate, and in a stony barren soil. In general it is lovyer ; and Mr Bruce describes a specimen five feet and a half in height, and five inches across the stem where thickest. The wood is white, light, and of open tex¬ ture, covered with a smooth bark, reddish or bluish white, resembling that of a healthy standard cherry tree, green within, and emitting a very fragrant odour; that of the branches, which are very flexible and resinous, being equally agreeable. The leaves, which are evergreen and scanty, bear some resemblance to those of rue; and the flowers, which are leguminous and of a purplish colour, resemble those of the acacia. The fruit consists of small pointed ovoidal berries, containing a yellowish fluid similar to honey, of a bitterish taste, and exhaling a pleasant perfume, ap¬ proaching the odour of balm. The balsam flows from incisions in the tree, which are made with an axe, in July, August, and the beginning of September, when the circulation of the sap is in the great¬ est activity ; and it is received into a small earthen bottle. The total exudation is usually but three or four drops in a day, nor does the most productive tree afford above sixty. Its scarcity, therefore, and the difficulty of procuring it, have no inconsiderable effect in enhancing its value. The odour is at first strong and pungent, occasioning a sensation like that of volatile salts rashly inhaled. Its intensity is propor¬ tioned to its freshness and the care it receives ; for if ne¬ glected and exposed to the influence of the air, the fragrance entirely decays. It is also of a rough, acrid, pungent taste. Originally the balsam is of a light yellow colour, somewhat turbid, and of a whitish cast, which is supposed to arise from the globules of air absorbed along with it; and it dissolves readily in water. It then acquires greater consistence, re¬ sembling honey, and becomes pellucid ; and after the lapse of some years grows of deeper yellow, or gold colour, when it is very tenacious, and may be drawn out in threads. It is difficult, however, to obtain the balsam in a state of purity; for several different substances are employed in its adultera¬ tion, to detect which various experiments are resorted to. If dropped into a glass of clean water, it falls to the bottom without rising again to the surface ; or if it remain still on the surface, like oil in a drop, it is certainly adulterated. If, on the contrary, it spreads on the surface of the water, dif- msing itself in a thin pellicle, scarcely visible to the eye, and capable of being collected with a thread or a feather, it is the pure and natural product. In this state it will coagulate hke milk, but not if otherwise. If pure, it collects in a glo¬ bule when dropped on hot iron ; if adulterated, it runs and spreads itself all around. The different substances used in the adulteration of this balsam are honey, wax, oil of sesa- Bium, turpentine, and ostrich fat. Sweetness of taste betrays h°ney’ anc^ a tur^'d appearance the presence of wax. Adulteration with oil is detected by its yielding a darker and grosser flame than that which issues from the genuine .am when dropped on burning coals. When the con¬ sistency becomes too great, which seems a consequence of age and long preservation, fluidity is restored by the simple application of heat. VOL. IV. 401 Besides the balsam now described, which is the purest Balm of and most valuable kind, and is called Opobalsamum, other Gilead, two of inferior quality are obtained from the balessan the ' name by which the plant is known in the East: first, Car- pobalsamum, which is prepared by expression from the fruit when it has attained maturity, and which, if good, should be ponderous, of a pungent taste and balsamic odour ; se¬ condly, Xylobalsamum, which is elaborated from a decoc¬ tion of the twigs. Prosper Alpinus, one of the older naturalists, ascribes many propel ties to the balsam of Mecca, esteemed the most pre¬ cious of all that bear the appellation of balsam, and in ordi¬ nary description considered as synonymous with the balm of Gilead; and the modern Arabs, Turks, and Egyptians, en¬ tertain great confidence in its efficacy. Hasselquist says it is useful as a stomachic in doses of three grains. It is also taken for complaints in the breast, in fevers, and in rheu¬ matism. Its repute as an antiseptic is very great; and by the Egyptians it is esteemed an effectual antidote against the plague. The balsam of Mecca, however, is principally used as a cosmetic by the Eastern females of rank. The balm of Gilead has been celebrated from a very re¬ mote antiquity. We have the testimony of Moses that it was an article of commerce in the earlier periods of Jewish history ; for at the time Joseph was confined by his brethren m a pit, and during their deliberations on his fate, it is said, And they sat down to eat bread,—and they lifted up their eyes and looked, and behold a company of Ishmaelites came from Gilead, with their camels bearing spicery, and balm, and myrrh, going to carry it down to Egypt.” Jeremiah particularly alludes to the virtues of the balm in Gilead. Josephus, however, does not carry the knowledge of it so high ; for he observes, that the Queen of Sheba brought the balm of Gilead as a present to Solomon. The ancients who were contemporary with Josephus, seem to have regarded Judea as exclusively possessed of this product. Plinv re¬ marks, “ but to all other odours whatsoever is to be "pre¬ ferred that balsam which is produced in no other part of the world than the land of Judea, and there in two gardens only, both belonging to the king, one not exceeding twenty acres in size, and the second still smaller.” Strabo, however, in the opinion of Mr Bruce, ascertained the real spot where the balsam originated, in ascribing it to that country over or near to which the Queen of Sheba reigned. “ Near to to this,” he says, “ is the mostfavoured land of the Sabeeans, and they are a very great people. Frankincense, myrrh, and cinnamon, grow among them, and on the coast that is about Saba, the balsam also. Whence Mr Bruce observes that “ among the myrrh-trees behind Asab, all along the coast to the Straits of Babelmandel, is its native country. It glows to a tree above fourteen feet high, spontaneously and without culture, like the myrrh, the coffee, and the frank¬ incense tree ; they are all equally the wood of the country, and occasionally cut down for fuel.” Diodorus Siculus like¬ wise affirms that this balsam grew in a valley of Arabia Felix. But Mr Bruce, who investigated the subject with considerable care, supposes that it was towards the era of Pliny that it received its name of Balsamum Judaicurh, or balm of Gilead, and thence became an article of commerce and fiscal revenue, which might probably operate as a discourage¬ ment to bringing it from Arabia; as also that it might be pro¬ hibited as contraband. Some centuries later than the time of those ancient authors, we see that it was known in Arabia, and perhaps in the place now most celebrated for it. In the travels of Ali Bey it is stated that there is no balsam made at Mecca; that, on the contrary, it is very scarce, and is ob¬ tained principally in the territory of Medina ; and also that it was called belsan. As the repute of the balsam of Mecca rose, the balm of Gilead disappeared ; though in the era of Galen, who flourished in the second century, and travelled into Syria and Palestine purposely to obtain a knowledge 3 E 402 B A L Balmerino of this substance, it grew in Jericho, and many other part II of the Holy Land. The cause of its tota decay has been Balnearii. ascribe(j, not without reason, to the royal attention Being withdrawn from it by the distractions of the country, more recent times its naturalization seems to lave tempted in Egypt; but apparently without succe^. Notwithstanding the celebrity of this plan , denies that it had ever been seen by the ancients, by who he probably means the Romans, as their descriptions are s various and discordant. Prosper Alpinus, ^0 hved in tlm sixteenth century, does not seem to knnwtherealc ^ which it belongs; and even more recently M. Duplessy p parently not aware of its having been figured by Bruce, anti S Sr by Dr Woodville. Such uncertainties of old ex¬ cited a violent dispute between the inhabitants of Rome and Venice whether the drug used in medicinal comP«™^ vv^ truly the balm of Gilead ; and the point being referred to the pope, his holiness directed that information should be obtained from Egypt, in consequence of which he decide in favour of the Venetians. Several other balsamic plants of the same genus are enu¬ merated by botanists, each exhibiting some peculiarity j^.d. BALMERINO, a village and pamh of Scotland, count> of Fife, situated on the Tay, 8 miles N. .0 • Pop. in 1851, 945. It has the rums of an abbey founded in 1229, by Emergarde, mother of Alexander II. BALMEZ, Jayme Lucien, a Spanish ecclesiastic, emi¬ nent as a political writer and a philosopher was born at Vich in Catalonia, on the 28th August 1810. He is the author of several able works, of which that entitled El Pro- testantismo Comparado con el Catolicismo en sus relaciones con la Civilisacion Europea, is the one on which his repu¬ tation chiefly rests. It has been translated into French German, and English. This gifted and amiable man died at Vich, on the 9th July 1848. BALMORAL, the residence of Her Majesty Queen Vic¬ toria, is a romantic spot in the Highlands of Aberdeenshire. It lies in the centre of a highly picturesque country on the right bank of the river Dee, about 9 miles above Ballatei, and 50 miles from Aberdeen. A dwelling more extensive and commodious than the present castle is in the course of erection • BALNAVES, Henry, a Scottish Protestant, born at Kirkcaldy in Fife, in the reign of James V., and educated at the university of St Andrews. He afterwards studied in France ; and returning to Scotland, he entered into the family of the Earl of Arran, who at that time was regent: but, in the year 1542, the earl dismissed him tor embracing the Protestant religion. In 1564 he joined (says Mackenzie) the murderers of Cardinal Beaton; for which he was de¬ clared a traitor, and excommunicated. Whilst that party were besieged in the castle of St Andrews, they sent Lal- naves to England, who returned with a considerable supply of money and provisions; but being at last obliged to sur¬ render to the French, he was sent with the rest of the gar¬ rison a prisoner to France. During his confinement at Rouen he wrote the work entitled (Confession of Faith; but it was not published till 1584, five years after his death. He returned to Scotland about the year 1559, and having joined the Congregation, was appointed one of the commis¬ sioners to treat with the Duke of Norfolk on the part of Queen Elizabeth. In 1563 he was made one of the Lords of Session, and appointed by the General Assembly, with other learned men, to revise the Booh of Discipline. Knox, his contemporary and fellow-labourer, gives him the cha¬ racter of a very learned and pious man. Balnaves died at Edinburgh in the year 1579. BALNEARII Servi, in Roman Antiquity, servants or attendants belonging to the baths. Some were appointed to heat them, cAleffornacatores; others were denominated capsarii, who kept the clothes of those that went into them; B A L others aliptce. and unctores, whose care it was to pull out Balognes the hairs and anoint and perfume the body. Baltic Sea. BALOGNES. SeeVALONGES. v—vr—/ BALSAM, the resinous juice of a tree or shrub; the true balsams being distinguished from the spurious ones, or turpentines, by containing benzoic or an analogous acid as one of their essential ingredients, in addition to the volatile oil and resin of which alone the turpentines consist. I he true balsams known in commerce are five in number, viz., the balsam of Peru, yielded by the Myrospermum Permferum; the balsam of Tolu, procured from the M. Toluiferum, ben¬ zoin, the produce of styrax benzoin; storax, from the Storax officinalis ; and liquid amber, from Liquid-ambarstyraciflua. Balsams are used in medicine in certain diseased states of the mucous membranes, and are hence frequently pre¬ scribed in cough mixtures, and during recovery from cer¬ tain inflammatory and diseased conditions of the mucous surfaces of the stomach and bowels, &c. Formerly bal¬ samic preparations were much used in surgery for dressing wounds, sores, &c., but are almost completely exploded in modern practice in this country. Balsams are used also m the manufacture of sealing-wax, pastils, &c.; and the incense burnt in Roman Catholic chapels owes its peculiar perfume chiefly to the presence of benzoin. Canadian balsam, balsam of copaiba, balm of Gilead, &c., though commonly styled balsams, are not so, properly speaking, since they contain no benzoic 3.cid* B ALS AMINES, a natural order of plants. See Botany. BALSAMODENDRON, a genus of plants belonging to the natural order of Amyrideae. The B.Myrrha pro¬ duces that gum-resin which is said also to be afforded by B. Katof. See Botany. BALSOVER. SeeBoESOVER. BALTA, the capital of the circle of the same name, in the Russian government of Podolia. It stands on the Ko- dima, near its junction with the Bug, and carries on a trade in corn by that river. Population, including suburbs, about 10,000. Long. 29. 44. E. Lat. 47. 56. N. BALTIC SEA. The denomination of the lialtic, ap¬ plied to the inland sea which forms the subject of this article, is first found in the work entitled Chorographia Scandi¬ navia;, by Adam of Bremen, who was canon of that city at the closed the eleventh century. The etymology of the name has given rise to many conjectures. The Swedes derive it from the Scandinavian word baelt, a girdle, be¬ cause of its peculiar form ; the Prussians, from the Sc a- vonian or Lettonian word bait, white, from its being frozen part of the year, or from Baltus, one of their kings , while by others it is derived from Baltea, the name of an island mentioned by Pytheas, a merchant of Marseilles, who, m Se second oJ third century before the Christian era is sup¬ posed to have sailed as far north as this sea. In the coun¬ tries which bound it, its ancient name was Vanatzkoie More, or the Sea of Variaghi; by the modern Russians it is called Baltiskoe More; and by the Swedes, Danes, and Germans, The Baltic is inclosed by Sweden, Russia, Prussia, Meek- ® ^ BaltiCi lenburo-, and Denmark; and it communicates with the North Sea by the Skager-Rack, Kattegat, Sound and Great and Little Belts. From Swinemunde in the S., t Tornea in the N, its length is 770 geographical miles; and it, width from Karkcrona to Memel 180 miles. Its whole area, including the G.,1 of Bothnia^ is about 120,000 geographical square miles. Itruns first m an easterly direction as far as Memel, a distance oi^ miles, and then northwards as far as Lat- 59. • •’ tance of 350 miles, at which point it separates into two gulfs. One of these, the Gulf of Finland, ™ J E • the other, the Gulf of Bothnia, almost N. i he Fr of Bothnia is 400 miles in length, with an av^e breadg^f 120 miles, but where narrowest it does not exceed 40 miles. y BALTIC. Baltic Sea. The archipelago of Aland lies at its entrance. The Gulf of Finland is 200 miles in length, with a mean breadth of 60 or i0 miles. Numerous rocky islands and reefs, many of them level with the water, render the navigation of this sea extremely dangerous. Depth of d he greatest depth of the Baltic rarely exceeds 100 the Baltic, fathoms. On the western side it is not more than 15fathoms; and, in general, it is only from 8 to 10 fathoms. On the S. it nowhere exceeds 50 fathoms. The Gulf of Finland sud¬ denly shallows from 50 or 60 fathoms to 5, or even less. The average depth of the Gulf of Bothnia is not greater than that of the rest of the sea. Level of its ^ has long been a generally received opinion that the waters. waters of the Baltic are gradually diminishing. Celsius, a learned Swede, who flourished towards the middle of last century, advances this hypothesis ; and, from observations made on the coasts of the Baltic, he estimated the diminu¬ tion at 45 inches in a hundred years. This hypothesis was supported by Linnaeus, who founded on it a theory of the earth. M. Otto, in his physical observations on this sea, has suggested another theory to account for its apparent de¬ crease. He supposes that, instead of really subsiding, it may be only shifting its position, and gaining in one quarter what it loses in another; and this he ascribes to the large and rapid rivers, which carry along with them an immense quantity of earth and sand, by which the beds at their mouths are raised, and their banks extend towards the sea. Ihe views of Celsius have been confirmed by the observa¬ tions of Von Buch, who also discovered at several places on the western shores of Scandinavia, and at considerable ele¬ vations, deposits of sand and mud containing numerous ma¬ rine shells of species still existing in the neighbouring ocean. Mr Lyell at first entertained doubts of these phenomena; but on subsequent inspection he was led to concur in the opinion of Von Buch. Mr Lyell found the marks which were cut in the rocks at water-line some years previous to his visit, to be actually several inches above the level of the Baltic. From these observations, that eminent geologist concludes, that in several parts of Sweden a gradual eleva¬ tion of the land is taking place. (Lyell’s Principles of Geology.) The great quantity of sand and mud carried down by the rivers has considerably raised the bottom of this sea, and affected its navigation, so that the mouths of rivers formerly navigable are now inaccessible. Tides. the Baltic, the tides are scarcely, if at all, perceptible. There are sensible tides in the Skager-Rack; but these be¬ gin to diminish in the Cattegat, and are very trifling in the Sound and Belts. There are, however, irregular variations in the level of the waters of the Baltic which bear some resemblance to tides. These elevations generally occur in autumn, when the weather threatens rain; and they last sometimes a few days, sometimes several weeks. The maxi¬ mum rise is three feet and a half, and the low shores are occasionally inundated. They also render brackish the fresh¬ water lakes which communicate with the sea. In the Gulf of Bothnia, the subsidence of the waters is usually succeeded by north winds; whereas, near Stockholm, these winds usu¬ ally follow their rise. M. Kraft, formerly professor of ex¬ perimental philosophy in the Imperial Academy of Sciences at Petersburg, in his treatise on the inundations of the Neva at the autumnal equinox, observes, that three or four days before or after the full or new moon, a violent N.W. wind drives the waters of the Northern Ocean, during the influx of the tide, into the Baltic, and is accompanied or immediately succeeded by a south wind in that sea and the Onlf t>.. a, i i ^ i i 403 Gulf of Finland. By Schultens, a learned Swede, who paid particular attention to the physical geography of the Baltic, the irregular elevations of this sea are attributed to the state of the atmosphere. He had observed that when the waters were about to rise the barometer fell, and that when they were about to fall it rose. Hence he inferred that the un¬ equal pressure of the atmosphere on different portions of Baltic Sea. the water deranged the level of the waters. The difference ' between the greatest and the least rise of the barometer in the northern parts of Europe is two and a half inches, which answers to three and a half feet of water, or the difference of the elevation of the waters at their extremes. In the Sound there are superior and inferior currents. Superior I hese were first observed by some Englishmen, who, being and infe- in a boat in the middle of the channel, found that theyrior cur‘ drifted towards the Cattegat; but having let down a loaded rents' bucket to the depth of four or five fathoms, the boat became stationary; and when the bucket was sunk deeper, the boat drifted against the superficial current. The general cur¬ rents of the Baltic are strong, and evidently occasioned by the vast number of rivers and streams that pour their waters into it, many of which, especially towards the north, rise thrice in the course of the year. At the northern extre¬ mity of the Island of Bornholm, a violent agitation of the waters, or kind of whirlpool, called by the Swedes malt-quern, or the grinding-mill, is occasioned by the current rushing over a circular cluster of sunken rocks. The waves of the Baltic are short and broken, in consequence of sudden changes of wind, irregular depths, and strong currents. The waters of this sea are not nearly so salt as those of Saltness, the ocean ; and when the wind blows strong from the north they become so fresh as to be fit for drinking or cooking meat. 1 he degree of their saltness varies in different parts, and even in the same parts, according to the season or wind. According to Bergman, in his Physical Geography, the waters near the south coast of Norway, at the entrance of the Skager-Rack, contain from ^th to |th part of their weight of salt; in the Cattegat ^th ; in the Baltic ^th; and in the Gulf of Bothnia from to The S.W. and W. winds augment the saltness, by introducing the waters of the ocean. In the summer it requires 300 tons of the water of the Gulf of Bothnia to produce one ton of salt, but in the winter only 50 tons. This difference is caused by congela¬ tion, and by the diminished flow of fresh water. The analysis of three pounds of water taken up from the Analysis of British Sea, on the coast of East Friesland, and the sameits waters, quantity from near Rostock in the Baltic, gave British Sea. Baltic. Muriate of soda 522 263 Muriate of magnesia 198£ 111 Sulphate of lime..'. 23 12 Sulphate of soda 1£ i Residue ii. p 746i 388 The following are the results of some experiments made by Dr Thomson on the specific gravity of the water in the Firth of Forth, the Baltic offTunaberg, the Sound, and off the Skaw Point; and also on the comparative weight of salt obtained from 1000 grains of each of the waters evaporated. Specific Weight of gravity. salt. Water of the Firth of Forth 1-02900 36-6 Baltic off Tunaberg 1-00476 7"4 Sound 1-00701 11-2 Skaw 1-02037 32-0 In the salt obtained from the water off the Skaw, he found Muriate of soda 55*7 Sulphate of magnesia 25-0 Muriate of magnesia 19-3 100-0 Wilcke ascertained that the specific gravity of the water of the Baltic was much influenced by the wind. When the wind was at East, it was 1-0039 West 1-0067 North-west 1-0098 Storm at West 1-0118 404 B A L Baltic Sea. There is great difference in the temperature in different parts of the Baltic. The general temperature of the Gulf Tempera- of Bothnia in July is from 48° to 56°, but it is sometimes ture. heated to 70° ; the medium of the thermometer throughout the year at Uleoborg is 29°, and at Stockholm 42£ . Near the land in the Gulf of Bothnia the temperature of the at¬ mosphere in the month of July was observed to be 68 , while the temperature of the surface of the water was 65 ; ar>d in October the temperatures of both were respectively 39 and 46°. In the Sound, the temperature of the atmosphere in the month of August was 70° ; on the surface °f the watei 68° ; and at three fathoms 66°. On the 10th of October 1813, Dr Thomson found the temperature of the Sound to be 54°. The Skager-Rack and Gulf of Norway are open to navigation all the winter, whereas several portions of the Baltic are covered with ice in a very moderate degree o cold ; and generally the bays and channels are encumbeie with ice at the latter end of December. The waters to¬ wards the heads of the Gulfs of Bothnia and F inland are hi st frozen ; and the ice being conveyed by the currents to the south, the masses of it are united by the increasing cold into vast fields, which become stationary on the west towards Stockholm, and in the east towards the islands of Dagce an CEsel. In the southern parts of the sea the ice begins to break up in April, but the Gulfs of Bothnia and Finland often continue closed till May. The rigour of the climate in the Baltic is supposed to be considerably diminished by the clearing of the forests and the progress of cultivation ; at least the frosts during the fourteenth and fifteenth cen¬ turies appear in their intensity and long continuance to have exceeded those of the severest seasons in more lecent times. The winds are extremely variable in the Baltic, but they blow most commonly from the E. in the spring, and from the W. in autumn. Calms are seldom experienced except in the middle of summer. Fisheries. There is historical evidence that the herring fishery was a branch of national industry in the Sound as early as the year 1168 J and in 1389, according to Philip de Mezieres, such vast shoals of herrings crowded into the Sound, that 40,000 boats, with from six to ten men each, were employed in the fishery, besides 900 large vessels, in which the her¬ rings were salted. This important branch of industry, how¬ ever, no longer exists. Salmon ascend the rivers from April to June, according as they are free from ice. On the S. they abound most in the Oder, Vistula, Diina, and Narrowa; on the N., in the Motala, Dalecarlia, Ulea, Kemi, Tornea, and Keymen. Salmon-trout is taken in some bays of the Baltic. In the middle of the River Kemi is a small island where an annual salmon fair is held. Whales very rarely enter the Baltic. The common por- pesse is the only one of the lesser species of cetaceous ani¬ mals that lives habitually in this sea ; and at Middlefahrt, in Funen, is a company which enjoys the exclusive privilege of taking it. There are two varieties of the common seal, which are hunted for their oil in March and April by the peasants of the Isle of Gottland, and of the islands in the Gulfs of Bothnia and Finland. The trade of the Baltic is of great extent and importance. In 1852, 17,563 ships passed up and down the Sound, of which 3902 were British vessels. The internal trade is also very considerable. The exports consist of the various pro¬ ductions of the countries on its coasts, and include corn, timber, pitch and tar, hemp, flax, tallow, hides, linseed, bris¬ tles, wool, &c. Its imports are colonial products, manufac¬ tured goods, dry stuffs, wines, salt, coal, &c. The most im¬ portant ports are St Petersburg, Riga, Konigsberg, Danzig, B A L Swinemiinde, Liibeck, Copenhagen, Karlscrona, and Stock- Baltimore, holm. By means of numerous large rivers and canals a con- sidearble trade is carried on with the interior. (See Thom¬ son’s Travels in Sweden ; Tableau de la Mer Baltigue, par Catteau; Tableau des Etats Danois, par Catteau.) BALTIMORE, a decayed town of Ireland, county of Cork, on a headland projecting into the sea. Previous to the Union it returned two members to the Irish parliament. It has a good harbour ; but the population in 1851 was only 189. N. Eat. 51.29. W. Long. 9. 20. Baltimore, in Maryland, one of the largest and most flourishing cities in the United States ot North America, is situated on the north side of the Patapsco River or Bay, 14 miles above its entrance into the Chesapeake, 37 miles N.E. of Washington, and 100 S.W. of Philadelphia; Lat. 39.17. N. Long. 76. 36. W. The natural advantages of this posi¬ tion were long overlooked by the settlers in the vicinity of the Chesapeake, and it was only in 1729 that they directed their attention to this place, and laid out a plan of the town. At this time a part of it was under cultivation as a farm, but all the rest was a wilderness. For some years its growth was by no means rapid, as it had to contend with all the ob¬ stacles that could be thrown in its way by the jealousy of older rivals. From an authentic sketch of Baltimoie made in the year 1752, it appears that it then contained about 25 houses, only four of which were built of brick, the rest being of a more primitive structure. In 1768 it became the county town; and in 1775, according to a census then taken, it contained 564 houses, and 5934 inhabitants. From this time it rose rapidly into importance, and in 1780 became a port of entry, when a custom-house was opened. Previous to this all vessels trading to and from the port had to be entered, cleared, and registered at Annapolis. In December 1796 it obtained an act of incorporation. By the census of 1850 Baltimore contained 169,012 inhabitants, of whom 141,441 were whites, 24,625 free coloured, and 2946 slaves. The city is pleasantly situated on slightly undulating ground, and extends about 4J miles from E. to W., and 3|- from N. to S., covering an area of 10,000 acres. It is divided into two nearly equal parts by a rapid stream called Jones’s Falls, crossed by a number of bridges. The divi¬ sion east of the falls is nominally subdivided into two parts Fell’s Point and Old Town. The former, the most easterly part of the town, is the principal resort of seamen, and is the place where the shipbuilding and manufactures are pi in- cipally carried on. rIhe Old I own lies to the N. and M. of this, and is principally inhabited by mechanics and labour¬ ers. The portion west of the Falls is likewise divided into two parts, the city proper and Spring Garden. The for¬ mer is the centre of trade, and the residence of the more wealthy inhabitants ; while the latter, which is the extreme south-western quarter, and the lowest and most unhealthy portion of the city, is inhabited by the poorer classes. Bal¬ timore contains upwards of 100 churches, 3 universities, 4 colleges, about 50 grammar schools and academies, nume¬ rous common schools; an infirmary, several hospitals, orphan asylums, dispensaries, &c.; two theatres, a circus, a museum, and many beautiful and commodious public buildings. Ihe city hall is a plain three-storied building, with a portico of four massive pillars. The court-house, a large and commo¬ dious edifice constructed of marble and brick, is 145 feet long, 65 wide, and two stories high. It is adorned with several Tuscan columns, and the whole is surmounted by a cupola of an imposing appearance. The state peniten¬ tiary consists of three large buildings, besides workshops, &c., and, with its gardens and walks, occupies an area ot i “ In the year 1238 the inhabitants of Gothia (Sweden) and Prise were prevented, by their fear of the if™™ c^old1 for a^hil- their ships to the herring fishing on the coast of England ; and as there was no exportation, 40 or o o , f ^v,:na should Ung (Matthew Paris, p. 396.) It is whimsical enough that the orders of Mogul Khan, who reigned on the borders of China, should have lowered the price of herrings in the English market.(Gibbon’s Roman Empire, vol. xi. p. B A L Baltimore, four acres, surrounded by a stone wall 20 feet high. The Merchants’ Exchange is a spacious building 225 feet long by 141 feet wide, and contains a reading-room, the custom¬ house, a bank, telegraphic offices, &c. The room in which the merchants’ meetings are held is 53 feet square, and is lighted by a dome 115 feet above the street. On its east and west sides are colonnades, the columns of which are each a single block of fine Italian marble. Baltimore has also several splendid monuments, which have acquired for it the name of “ the Monumental City.” The largest of these, erected to the memory of Washington, stands on an emi¬ nence of 150 feet, and has, with its base, an altitude of 200 feet. It is built of white marble : the base is 50 feet square, and 20 feet in height, surmounted by a Doric column 20 feet in diameter, with a spiral staircase in its interior ; and on the summit is a statue of Washington 13 feet high. The “ Battle Monument,” also of white marble, was erected by public subscription in 1815, to the memory of those who had fallen in defence of the city in the previous year. It is 52 feet high ; the base is of Egyptian architecture ; the column in the form of a bundle of Roman fasces, upon the bands of which are inscribed the names of those whom it commemorates; and the whole is surmounted by a female figure, the emblematical genius of the city. This city is supplied with water from an elevated part of Jones’s Falls, by an aqueduct half a mile in length, and distribution pipes. There are also numerous public springs and fountains throughout the town. The manufactures and commerce of Baltimore are very extensive and flourishing. There is scarcely a branch of in¬ dustry that is not prosecuted to some extent in the city or its vicinity. Among these are shipbuilding, iron and copper works, woollen and cotton manufactures, pottery, sugar re¬ fining, distilling, saddlery, agricultural implement making, cabinet-making, tanning, &c. It is the greatest flour-mar¬ ket in the Union, and has a large export trade in tobacco. There belonged to the port of Baltimore, on the 30th June 1852, 159,408 tons of shipping ; of which 63,608 tons were engaged in the coasting trade. There are twelve banks, with a capital (in 1853) of #7,291,415 ; ten fire and marine and one life insurance company, besides several agencies for other companies. The aggregate value of the different descriptions of property assessed in Baltimore for the year 1846 was 086,103,673; and for the year 1853, 0104,801,438, being an increase of 018,697,765. The harbour is excellent, and consists of three parts. Its entrance, between Fort M‘Henry and the lazaretto, is about 600 yards wide, with 22 feet of water. This depth is con¬ tinued vith an increased width for a mile and a quarter, to near Fell’s Point. The entrance to the second harbour is opposite Fell’s Point, where the width is contracted to one- fourth of a mile, with a depth of 12 feet. Above this en¬ trance it widens into an ellipse of a mile long, half a mile broad, and 15 feet deep. The third or inner harbour has a depth of 10 feet, and penetrates to near the centre of the city. Vessels of 500 or 600 tons can lie at the wharfs near Fell’s Point, and those of 200 tons can come into the inner harbour. The harbour is well defended by Fort M‘Henry. The railroads of Baltimore are—the Philadelphia Wil¬ mington and Baltimore line, opened in 1837—length, 98 miles ; the Baltimore and Susquehanna, to York in Penn¬ sylvania, opened in 1846—length 85 miles ; the Baltimore and Ohio, to Wheeling, a branch of which goes to Wash¬ ington, opened in 1853—length, including branches, 421 miles. It is in contemplation to extend the Baltimore and Ohio railroad to Parkersbury, and the Baltimore and Sus¬ quehanna railroad to Sunbury. It is also proposed to con¬ nect a branch to the Central Ohio railway at Zanesville with the Baltimore and Ohio line. See Gazetteer of the United States ; De Bow’s Industrial Resources, fyc., of the Southernand Western States; Hunt’s Merchants' Magazine. B A L 405 BALTINGLASS, a town of Ireland, county of Wick-Baltinglass low, on the river Slaney, 37 miles S.S.W. of Dublin. It II formerly carried on a manufacture of linen and woollen Baluze* cloths, but its trade is now confined to bleaching. Here an action took place in 1798 between the royalists and the insurgents, in which the latter were defeated. It has the remains of an ancient Cistercian abbey and a castle. Be¬ fore the Union it returned two members to the Irish par¬ liament. Pop. in 1851, 1572. BALUE, Jean, a French cardinal who raised himself from a very mean station to dignity and honours. He be¬ came almoner to Louis XL, and eventually obtained the whole management of the government; but being detected in a treasonable correspondence with the Duke of Bour¬ gogne, he was shut up by Louis in an iron cage eight feet square, a punishment he richly merited by his crimes. On his release, however, eleven years afterwards, he was loaded with honours by Sixtus IV. He died at Ancona in 1491. BALUSTER, a small kind of pillar used for balustrades. BALUSTRADE (Spanish, Balustrada), a series or row of balusters joined by a rail, and serving as a fence or in¬ closure to balconies, altars, staircases, &c. BALUZE, Etienne, a writer eminently distinguished by his knowledge of history, ecclesiastical antiquities, and the canon law, was born at Tulle on the 24th of December 1630, of a family which had long adhered to the legal profession. He received his elementary education at the place of his nativity, and afterwards prosecuted his studies in the uni¬ versity of Toulouse, where he obtained an exhibition in the College of St Martial. Having finished his course of phi¬ losophy, he commenced his attendance in the schools of law; but although he attained to great proficiency in cer¬ tain departments of jurisprudence, he felt no inclination for the ordinary occupations of a lawyer, and never followed the profession of an advocate. His earliest inquiries related to different subjects of ecclesiastical antiquities; and the re¬ putation which he thus acquired recommended him to the notice of M. de Montehal, archbishop of Toulouse, who granted him access to his library. This prelate was suc¬ ceeded by M. de Marca, soon afterwards archbishop of Paris, a man who was profoundly skilled in those branches of knowledge which Baluze so long continued to cultivate. In 1656 Baluze was invited by the archbishop to the metro¬ polis ; but before his hopes of preferment were realized, his patron died. He speedily found another favourer of his studies in M. le Lellier, afterwards chancellor of France, who conferred upon him many benefits. He was next connected with the establishment of M. de Lamothe-Houdancourt, archbishop of Auch. In 1667 M. Colbert offered him the situation of keeper of bis library, one of the most magnificent private collections in Europe; and its value, both in manuscripts and in printed books, was greatly augmented by the judg¬ ment and zeal of the learned librarian. Having retained his office for some time after the death of Colbert, he resigned it in the year 1700, and retired to a house belonffino: to the Scottish College. In 1670 he was appointed professor of the canon law in the Royal College, a new chair which the king was pleased to erect in his favour ; and of his high qualifications for such a professorship he has left the most unequivocal proofs. He was also appointed a canon of the cathedral of Rheims; and in the privilege appended to his edition of Marius Mer¬ cator, printed in the year 1684, he is designated “ Estienne Baluze, prieur de Beauvais.” It may therefore be inferred that he enjoyed a considerable pension from that abbey; nor were such arrangements uncommon at that period of the history of France. He is described as “simple ton- sure an expression which denotes that he was not a priest or a deacon, but had only been initiated into one of the lowest of the seven holy orders. In 1683 he published a 406 B A L Balzac, volume of Councils, and it was his original intention to ex- ' tend the collection ; but as some of the materials which he had prepared could not be much relished at Rome, he thought it expedient to abandon his design. Ot the acts of the council of Basle he had proposed to print a very ample collection ; and this was indeed the part of his plan for which the whole had chiefly been undertaken. After an in¬ terval of ten years, he published his Lives of the Popes of Avignon ; a work of curious research, which procured him a pension from the crown, and afterwards the o™ce of di¬ rector of the Royal College, where he succeeded the Abbe Gallois in the year 1700. But the favour of a court is at all times and in all places held by a very precarious tenure. Baluze, who had attached himself to Cardinal de Bouillon, was involved in the disgrace which attended that prelate. A lettre de cachet removed him from Paris: his place of exile was repeatedly changed, and his residence successively restricted to Rouen, Blois, Tours, and Orleans; nor con he obtain his recal till 1713, after the peace of Utiecht. Though at length permitted to revisit Paris, he never re¬ covered his two offices of director and professor of the Royal College. This persecution did not however quench his lite¬ rary ardour ; for, during his exile, he employed himself in preparing an edition of the works of St Cyprian, which was published after his death. His constitution had never been vigorous, but the sobriety and regularity of his habits en¬ abled him to reach a mature and healthy old age. He died on the 28th of July 1718, in his eighty-eighth year; and was buried in the church of St Sulpice. A person who had lived so long in the midst of learned dust, without either wife or children to blow it aside, could not well be without his share of peculiarities. He was not entirely exempted from caprice, and his testament exhibited this caprice in no very amiable light; his relations and domestics were almost totally forgotten, and the bulk of his property was bequeathed to a woman who appears to have had no claim upon him. Some scholars, who have collected libraries with much la¬ bour and at great expense, are inclined to cherish an anxious wish that they should be preserved entire ; but, on the con¬ trary, he was desirous that his library should be sold in detail, lest any one individual should be put in possession of those literary treasures which he himself had gradually amassed. This collection consisted of 10,799 articles, including more than 1500 manuscripts, together with 115 printed books which he had interspersed with annotations. I he manu¬ scripts were added to the Royal Library. The merits of Baluze are perhaps more conspicuous in his capacity of editor than in that of author. If his labours had not extended beyond the Capitularia Regum Francorum, his name would always have been mentioned with respect by lawyers and historians; but some of his other publica¬ tions greatly illustrate the history of the middle ages ; nor must we forget the light which they reflect upon the history of the canon law, and upon the writings of the Latin fathers. His published works formed fifteen volumes in folio, three in 4to, sixteen in 8vo, and two in 12mo. (d. i.) BALZAC, Honore, one of the most distinguished and most prolific of the modern French novelists, was born at Tours on the 20th May 1799. After completing his studies at Vendome, he entered the office of a notary at Paris, and commenced his literary career by contributions to periodical works; which attempts, however, gave little indication of his genius. Between the years 1821 and 1829 he published, under various pseudonymes, no fewer than thirteen ro¬ mances ; and in the last-mentioned year appeared the first work to which he affixed his name. His writings display a profound knowledge of the human heart, and several of them bear the stamp of unquestionable genius ; such, for ex¬ ample, as La Peau de Chagrin, Le Dernier Chouan, La Physiologic de Mariage, Le Pere Goriot, La Femme de Trente Ans ; and his later works, Medecin de Campagne, BAM and Parens Pauvres. The most remarkable feature in his Balzac private history was his deep attachment to the Countess j5ai||bo() Eveline Hanska, a Russian princess, who rewarded his long v am ,00' and untiring devotion with the gift of her hand in 1848. — Balzac did not long enjoy his felicity. He died at Paris, of hypertrophy of the heart, on the 30th of August 1850. His remains, attended by a vast concourse of people, were deposited in the cemetery of Pere-Lachaise. Balzac, Jean-Lords-Guez de, was born at Angouleme in 1594. He was one of the most popular writers of his day, but his works have long since sunk into comparative obscurity. Voltaire allows him the merit of having been the first who gave numbers and harmony to French prose, but censures his style as bombastic. His writings extend to two folio volumes, which were published in that form in 1665, with a preface by the Abbe Cassaigne ; but his repu¬ tation rests chiefly on his Letters. He died in 1655, and was buried in the hospital of Notre Dame des Anges, to which he bequeathed 12,000 livres. He also left an estate of 100 francs per annum for a gold medal to be bestowed every two years for the best discourse on some moral sub¬ ject. This prize is still continued. BAMBA, a province of Congo, on the western coast of Africa, lying to the S. of the river Ambriz. This district is said to be very fertile, and to abound in gold, silver, cop¬ per, salt, &c. Its chief town bears the same name. BAMBARRA, an extensive and important country of interior Africa, with which the journeys of Park, who was perhaps the first European that reached it, have made us tolerably acquainted. It is situated between the 5th and 9th degrees of W. Long., and the 12th and 15th of N. Lat. See Africa. BAMBERG, a town of Bavaria, in the circle of Upper Franconia, on the river Regnitz, 3 miles above its junction with the Maine, and 33 miles N. of Nuremberg, with which it is connected by railway. It is partially surrounded by walls and ditches, and is divided by the river into three dis¬ tricts, which are connected by two handsome bridges. The town is well built, and the streets are well paved and lighted. The cathedral, a noble structure in the Byzantine style of architecture, is surpassed by few of the kind in Germany. It was founded in 1004 by the Emperor Henry II., and finished in 1012, but was afterwards partially burnt, and re¬ built in 1110. It contains the tombs of the founder and his empress Kunigunde, Konrad III., Pope Clement II., &c.; and numerous monuments and paintings by the most eminent masters. Among the other public buildings are St Martin’s church, the church and convent of St Michael, the palace formerly the residence of the prince-bishops, town-house, and theatre. It has numerous literary and cha¬ ritable institutions, as the lyceum, gymnasium, polytechnic, normal, and medical schools; library, museum, picture- gallery, hospital, and workhouse. There is a very con¬ siderable trade here, and manufactures of cloths, sealing- wax, leather, tobacco, musical instruments, carriages, &c., besides numerous breweries. The Bamberg beer is in much repute. Bamberg was formerly the capital of an indepen¬ dent bishopric, which was secularized in 1801, and assigned to Bavaria in 1803. Pop. (1849) 18,531. BAMBOCCIO, a celebrated painter, born at Laeren, near Naarden, in Holland, in 1613. His name was Peeter van Laer ; but in Italy he was called Bamboccio, on account of the strange proportions of his person. Nature, however, made him amends in the superior beauties of his mind.. His style of painting was sweet and true, and his touch delicate, with great transparency of colouring. His subjects were taken from scenes in humble life, such as plunderings, play¬ ing at bowls, inns, cattle, conversations, &c.; yet his designs were so correct, and so highly finished, that his manner w as adopted by many Italian painters of his time. B AMB O O. This plant was ranked by the older botanists B A M Bamboo, in the number of reeds ; but some, less sensible of its ana- logics with them, instituted for it a separate genus. In the Systerna Natures, Linnaeus describes two species, under the genus Arundo-Bambos, now termed Bambusa, which is characterized thus: “ scales three, covering the spikelets, which are about five flowered ; calyx none ; corolla, a two- valved glume ; style bifid ; seed one.” Roxburgh describes about thirty kinds of Bambusae: but the species of Rox¬ burgh have been by later botanists subdivided into several other genera; and we now find but a few species considered as true Bambusae. Thus, in Willdenow’s Species Planta- rum there are but two recognised, B. arundinacea and B. verticillata. In the Systema Vegetabiliunt of Spren- gel, there are three species, B. arundinacea, B. spinosa, B. stricta. Loureiro, who had an opportunity of studying the na¬ ture of the bamboo in its own climate, characterizes it as having “flowers with six stamina; panicle diffused, with imbricate spikelets ; branches of the culm spiny ; calyx one flowered.” The Bambusa arundinacea is a native of the warmer climates only, though growing luxuriantly with¬ out the limits of the torrid zone. It rises to the height of forty, sixty, or even eighty feet, with a hollow stem, shining as if varnished. The stem is extremely slender, not exceeding the thickness of five inches in some which are fifty feet high, and in others reaching fifteen or eighteen inches in diameter. The whole is divided into joints or articulations, separated by a short interval, called a knot or internode; and in some there is the distance of several feet between each. These joints or divisions are formed by the crossing of the vascular bundles of fibres. They produce alternate lateral buds which form small alternate branchlets springing from the base to the top, and together with the narrow-pointed leaves issuing from them, give the tree an elegant feathered appearance as it waves in the wind. The rapidity of its growth is surprising. It sometimes grows three or four inches in a single day. Accurate observers have seen it rise twenty feet, and expand as thick as a man’s wrist, in five or six weeks; and it has been known to reach thirty feet in six months. This enables us to credit the assertion, that its full dimensions are attained in a year; and that the only subsequent change is greater thick¬ ness and induration of the wood. In Malabar it is said to bear fruit when fifteen years old, and then to die. The bamboo grows wild in most places of the East, and the warmer parts of the West. Where the country is prin¬ cipally dependent on its use, it is cultivated in regular plan¬ tations. It apparently succeeds best in low sheltered grounds, with rich, soft, spongy earth ; but humidity is especially pre¬ judicial to it. This plant is propagated by shoots deposited in pits at the close of autumn or commencement of winter, eighteen inches or two feet deep ; and in order to obtain bamboos of considerable size, the scions are cut over as they spring up. Their subsequent treatment depends entirely on the uses to which they are to be converted ; much care being bestowed on those designed for beauty or ornament only. They are propped up with rods; and, if complete plants, are cut over in order to obtain suitable shoots. It is necessary to surround the plantation with a ditch, in order to drain off superabundant humidity, which woidd otherwise be prejudicial. Various expedients are followed to obtain good bamboos ; one of the most usual being to take a vigor¬ ous root and transplant it, leaving only four or five inches above the joint next the ground. The cavity is then filled with a mixture of horse-litter and sulphur. According to the vigour of the root, the shoots will be more numerous ; but they are destroyed at an early stage during three succes¬ sive years ; and those springing in the fourth resemble the parent tree. It is affirmed that no culture can obtain any thing of larger size. B O 0. The utility of this plant soon becomes conspicuous. The Bamboo, soft and succulent shoots, when just beginning to spring are v-~- cut over and served up at table, like asparagus. Like this vegetable, also, they are earthed over to keep them longer fit for consumption ; and they afford a supply in succession during the whole year, though more abundantly in autumn. They are also salted and eaten with rice, or prepared after different other fashions. As the plant grows older, a kind of fluid of grateful taste and odour is secreted in the hollow joints, affording a considerable quantity of an agreeable be¬ verage. If allowed to remain in the tree, a concrete sub¬ stance, highly valued for its medicinal properties, called tabaxir or tabascheer, is produced from it. The presence of the fluid is ascertained by agitating the bamboo ; after some time its quantity gradually diminishes, and then the stem is opened to reach the tabascheer. This substance, par¬ ticipating in nothing of a vegetable nature, has been found to be siliceous earth ; it resists the impression of all acids, is indestructible by fire, and with alkalies forms a trans¬ parent glass. Notwithstanding its repute in the East, it has never been received into the European materia medica. Besides the tabascheer, many parts of the bamboo are said to be endowed with medicinal properties ; a decoction of the leaves is recommended for coughs and sore throat; the bark for fever and vomiting ; the buds as a diuretic ; and a compound of the root with tobacco-leaves, betel nut, and oil, is believed to form an efficacious unguent. But setting aside its medicinal properties, it is highly valuable as an ar¬ ticle of food; for many of the poorer classes in the most po¬ pulous countries subsist on it in times of scarcity. Its seed is recorded in Chinese history to have preserved the lives of thousands. The Hindus eat it mixed with honey as a delicacy, equal quantities of each being put into a hollow joint, coated externally with clay, and thus roasted over a fire. From the copious draught which a joint of the bamboo naturally yields, mankind are taught its use as a vessel for carrying water, and in some places no other bucket is em¬ ployed. The Eastern nations build their houses solely of the wood, without any auxiliary substance : if entire, it forms posts or columns ; split up, it serves for floors or raf¬ ters ; or interwoven in lattice-work, it is employed for the sides of rooms, admitting light and air. The roof is some¬ times of bamboo solely, for which two species growing in Laos, an Asiatic country, are described as specially adapted; and when split, which is accomplished with the greatest ease, it can be formed into laths or planks. It is employed in shipping of all kinds ; and as houses are constructed entirely of it, so are complete vessels framed out of it, and fitted for sea. The hull is obtained from the stem ; and some of the strongest plants are selected for masts of boats of moderate size. In Bengal a boat of four or five tons may be furnished with both mast and yard from the same bamboo, at the cost of threepence; and the masts of larger vessels are some¬ times formed by the union of several bamboos built up and joined together. Those of considerable dimensions are used in the higher yards of ships of four or five hundred tons, for which service they are well adapted by their great strength and lightness. The bamboo is employed in the construction of all agri¬ cultural and domestic implements ; and in all materials and implements required in fishery, hooks and nets excepted. In Tibet the strongest bows are made of it, by the union of two pieces with many bands; and, in the same country also, it is employed, as we use leaden pipes, in transmitting water a distance of several miles to reservoirs or gardens. The species from which these pipes are constructed is said to grow in the mountains ; and from other light and slender stalks the inhabitants obtain shafts for their arrows. In the south-west of Asia there is a certain species of equally slen¬ der growth, from which writing pens or I'eeds are made. From the extreme flexibility of this substance, and also 407 408 Bam- borough II Bambouk. BAM its divisibility, for it splits like whalebone from top to bottom, it can be reduced to the smallest dimensions, and bent into every shape. It is woven into baskets, cages, hats, or va¬ rious ornamental articles. By a particular process in bruis¬ ing and steeping the wood or bark, a paste is procured that is made into paper. In short, from its very origin until its decay, it never ceases to produce something beneficial. t has justly been observed: “ All that composes a bamboo is profitable, of whatever species it may be. Ihe artists of China have each made their choice, and, in the works t lej produce, show the advantages they have derived from it. Its uses are so numerous, so various, and so beneficial, that it is impossible to conceive how China could now dispense with this precious reed. It is no exaggeration to affirm, that the mines of this vast empire are of less importance to it than the possession of the bamboo; which, we may add, is also the chief instrument of government.” Some European climates might not prove noxious to the bamboo ; but the same rapidity of vegetation, the same na¬ tural qualities, could not be expected, or only in an inferior degree, even in the most favourable situation, and conse¬ quently its utility would be greatly diminished, (j. G. d.) BAMBOROUGH, a village in Northumberland, on the sea-coast, fourteen miles north of Alnwick, and once a royal borough. Its very ancient castle stands on an almost per¬ pendicular rock close to the sea, and is accessible only on the south-east side, on a spot where the castle or palace of the kings of Northumberland, supposed to have been built by King Ida, who began his reign about the year 547, is said to have stood. The"castle and property connected with it were vested by Lord Crewe, bishop of Durham, in tiustees, for charitable purposes, in virtue of which a patrol is kept on the coast, apartments are provided for shipwrecked seamen, together with a storehouse for goods, &c. saved from wrecks; and other apartments are used as granaries for corn, to be sold cheap to the poor in times of scarcity. Bamborough has an infirmary and dispensary, with a resident surgeon, and also a large library. Pop. in 1851, 466. BAMBOUK, a country in the interior of Western Africa, situated between the Ba-Fing and the Faleme, the two great upper tributaries of the Senegal. The chief characteristic of this country is the quantity of gold with which its soil is almost universally impregnated. The Portuguese, it appears, penetrated early into Bam¬ bouk, and were even for some time masters of the country ; but the inhabitants, inflamed by their oppressions, made a general rising, and completely drove them out. The French, when they formed their settlement on the Senegal, soon di¬ rected their eager search towards a country abounding in so valuable a commodity ; but their efforts to penetrate into it proved for a long time abortive. At length, in 1716, one Compagnon succeeded, by great address, and not without risk, in gaining the favour of some leading persons, and ob¬ taining a view of the mineral treasures of this country. David and Levens, two successive French governors, after¬ wards contrived to effect an entrance. Sieur Brue, the most enterprising of the governors of Senegal, laid before the French administration a plan by which, with 1200 men, he undertook to conquer and maintain Bambouk. Such an ex¬ pedition might very probably have been in the first instance successful, and the French might probably, by skilful work¬ ing, have greatly increased the produce of the mines ; but when we consider the various casualties and difficulties at¬ tendant on the occupation of this interior region, it must ap¬ pear very doubtful if this would have been in the end a pro¬ fitable possession. Bambouk is fertile and populous along the banks of the rivers, but many of the interior districts are arid and barren. There is a king, but the farims or chiefs compose nearly an independent feudal body. The population is Mandingo, yet the Mahometan religion is professed; but the obser- B A N vance consists chiefly in some outward ceremonies, and the Bamiyan marabouts or priests of that faith are carefully excluded from the kingdom. (h. m.) i ‘ BAMIYAN, a fertile valley of Afghanistan, traversed by the route from Kabul to Turkistan, and bounded on each side by lofty and almost perpendicular steeps. The pass is of importance both in a military and commercial point of view, having less elevation and fewer difficulties than other passes in its vicinity, and being the only one across the Hin¬ du Koh practicable for artillery or heavy carriages. Ba¬ miyan and its vicinity are celebrated for some of the most remarkable relics of antiquity; its colossal idols, the castle of Zohak, and the ruins of Ghulghaleh, which are scattered over the valley. The town of Bamiyan is in Lat. 67. 50. Long. 34. 50. (e. t.) B AMP TON, or Bampton-in-the-Bush, a market-town of Oxford, hundred of Bampton. It stands in a flat situation near the banks of the Isis, 70 miles from London, and 14 from Oxford. The church is a magnificent ancient edifice. Pop. of town and parish in 1851, 2780. Market-day Wednesday. Bampton, a market-town in Devonshire, hundred of Bampton, 164 miles from London, and 21 from Exeter. It formerly returned two members to parliament. Pop. of town and parish in 1851, 2102. Market-day Saturday. A great battle was fought here a.d. 614, between the West Saxons and Britons, in which the former were defeated. BAN, Bangs, a Slavonian word signifying lord, an an¬ cient title belonging to the wardens of the eastern marches of Hungary, and corresponding somewhat in dignity to that of the ancient margraves of the empire. The ban was equal in dignity to the palatine of Hungary, and took rank next to the king, with whom he had in his own province equal powers. The country under his jurisdiction was called a banat. This dignity is confined in modern times to the viceroy of Temes- var, who is called the ban of Croatia, and holds the third rank among the secular nobles of Hungary. Ban or Bann (from the Saxon bannan, to proclaim, to send forth) is a public notice or edict, whereby a thing is commanded or forbidden. In France the word ban has ge¬ nerally been confined to the simple sense of a public pro¬ clamation. The word banns is used in England and in Scotland in publishing matrimonial contracts ; which is done in church before marriage, to the end that if any persons can speak against the intention of the parties, either in re"* spect of kindred, precontract, or other just cause, they may take their exception before the marriage be consummated. The use of matrimonial banns is said to have been first in¬ troduced into the Galilean church, though something like it obtained even in the primitive times ; and it is this that Tertullian is supposed to mean by trinundina promulgatio. The word is also used to denote proscription or banish¬ ment for a crime proved, because anciently published by sound of trumpet; or, as Vossius thinks, because those who did not appear at the above-mentioned summons were pun¬ ished by proscription. Hence, u to put a prince under the ban of the empire,” was to declare him divested of all his dignities. In an ecclesiastical sense, in like manner, it sig¬ nifies a solemn anathema, or excommunication attended with curses. Such was the ban of the pope. B AN AGHER, a market-town of Ireland, King’s County, on the river Shannon. Pop. in 1851, 1846. It is 81 miles W.S.W. of Dublin. BANALBUFAR, a town on the western coast of the island of Majorca. It produces good wine. Pop. 5000. BANANA, Musa sapientum, an herbaceous plant, a na¬ tive of the West Indies. Its fruit is produced in large clus¬ ters weighing many pounds, and forms a considerable article of food among the better classes. BANAT, an old province of Hungary, of which the ca¬ pital was Temesvar. It extended from the Maros on the N. to the Danube on the S., and from Transylvania and BAN Banbridge Wallachia on the E. to the Theiss on the W., comprehend- , N the present counties of Torontal, Temesh, and Kras- uanaa sova. See HUNGARY. ^san^ BANBRIDGE, a town of Ireland, county of Down, on the Bann, 23 miles S. W. of Belfast. It occupies the sum¬ mit of an eminence. To facilitate the access, a central car¬ riage-way 200 yards long has been cut through the main street to a depth of 15 feet, the opposite terraces being con¬ nected by a bridge. It is a neat town, with a handsome church, several chapels, and a new market-house ; and it has extensive cloth and thread factories, bleachfields, and p emical woiks. It is the principal seat of the linen trade in the county. Pop. in 1851, including the workhouse, 3779. BANBURY, a market and borough town in the county of Oxford, 71 miles from London. It is well built, contain¬ ing many respectable houses; and is watered by the River Cherwell. The corporation consists of a mayor, four aider- men, and twelve councillors. Banbury returns a member to parliament. It has some manufactures, but depends chiefly on the villages around it, which send their agricultural pro¬ duce to the market, which is held on Thursday. The Ox¬ ford and Birmingham canal passes here. Pop. of borough in 1851, 8715. b BANCA, Banka, or Bangka, an island off the east coast of Sumatra, and separated from it by the Strait of Banca. It lies between Lat. 1. 30. and 3. 7. S. and Long. 105. 9. and 106. 54. E. It varies from 8 to 20 miles in breadth, and has an area of 3560 geographical square miles. Its mines of tin, which were discovered in 1710, are remarkably pro¬ ductive, and in 1844 yielded no less than 70,289 peculs, or 4183 tons 18 cwt. of that metal. Iron, copper, lead, silver, and arsenic, are also found there. The soil is generally dry and stony, and the greater part of the island is covered with forests, in which the logwood tree especially abounds. Its mountains, which scarcely exceed 2000 feet in height, are covered with vegetation to their summits. They are of granitic formation, containing felspar, quartz, mica, and tour¬ maline. Pop. in 1840, 35,000, including 18,000 Chinese. Muntak, the capital, has 3000 inhabitants, and a fort garri¬ soned by 200 men. There are several other forts on the island. ^ It belongs to the Dutch. BANCOORA, a town of Hindustan, in the presidency of Bengal, and the chief place of the district of the same name, is situate on the route from Calcutta to Benares, 100 mdes north-west of the former. The district of which it forms the capital has an area of 1476 square miles, and con¬ tains a population of 480,000. It occupies a portion of the valley of the River Damooda, in which is situate the great carboniferous and iron-ore tract of Bengal. A branch from the East Indian railway, diverging near the city of Burdwan, and proceeding to Raneegunge, in the north-west angle of the district, where the most valuable collieries are situate, is now under construction. The town of Bancoora is distant from Burdwan W. 60 miles. Lat. 23.14. Long. 87.6. (e. t.) BANDA, a town in Hindustan, the principal place of a district of the same name, situate in the territory constitut¬ ing the lieutenant-governorship of Agra. The town is built at the base of a hill rising 300 or 400 feet above the surrounding plain, but though of considerable size and a iriving place, being the great mart for cotton, the houses, with the exception of the palace of the Nawaub of Banda, are of inferior construction. This prince is a descendant of the former native governors of Bundlecund. He has no hereditary dominions ; but enjoys an allowance of LAO,000 P®r ^nnuni, guaranteed to him and his heirs in perpetuity by ^itish government. The district of Banda has an area ot 2878 square miles, and a population of 552,556. The town is distant from Calcutta 560 miles. Lat. 25. 28. Long. (e. t.) BANDA ISLANDS. These islands, belonging to Hol- and, are 130 miles to the S.E. of Amboyna, between Lat. VOL. IV. B A ' N 409 3.50. and 4.40. S. They are ten in number, viz. Banda Neira, Banda Gonong Apee, Banda Lantoir, Pulo Ay or Way Pulo Islands. Rondo or Pulo Roon, Rosyngen, Pulo Pisang, Craka, Ca- ' pella, and Sonangy. Of these, Banda Neira is the seat of the supreme govern¬ ment. It is protected by one principal fortification, situate on the south side of the island, and consisting of a small square fort, with a wet ditch, and a horn-work towards the sea. This fortification, which is called Fort Napau, forms the chief defence of the Banda Islands. The troops are quartered, and the public granaries are kept in this fort; but the store¬ houses for the nutmegs and mace are on the outside, as well as the government-house. Above Fort Napau, on a neigh¬ bouring eminence, stands the castle of Belgica, an old pen¬ tagon, with round towers at the angles. It is surrounded with a wall, secured by small bastions, but has no ditch. It is said to have been built by the Portuguese. Banda Lantoir or Great Banda is to the northward of Banda Neira. It is protected by a considerable fort, called Fort Hollandia, which also commands the harbour. At first view the situation of this fort appears preferable to Banda Neira for the residence of government, not only on account of its strong and commanding situation, but be¬ cause the island is the largest as well as the richest in the produce of spices. Its unhealthiness has been found, how¬ ever, to be a sufficient objection. The water is said to be bad, and the vapour which sometimes descends from the vol¬ canic mountain of the neighbouring island, Gonong Apec, is represented as particularly noxious. Such fatal effects were produced by these causes, that when the Wirtemberg Company formerly garrisoned the island, out of a hundred men eight died and forty fell sick in the course of two months. The numbers of decayed houses, also, which are seen in dif¬ ferent parts of the island, show that the experiment of a settle¬ ment has already been tried, and has not been found success¬ ful. From the sea this island appears very high; its sides are steep, and from the top of them there is a sort of table-land, which extends nearly from one end of the island to the other. Gonong Apee is to the northward of Banda Neira, and derives its name from a large volcano about 2000 feet above the level of the sea, which constantly emits smoke, and some¬ times cinders and ashes, accompanied with a crackling noise. On the south side of this island are two forts, originally in¬ tended to defend the west channel of Lantoir harbour; but, owing to an eruption of the volcano in 1778, at the same time that a dreadful hurricane laid waste the island, the lava flowed down in such quantities as to form a considerable promontory between these batteries and the channel they were intended to defend, so that they are now in a great measure useless. This island is generally unproductive, its surface being covered with a quantity of sulphur and chalk. There is no vegetation whatever on upwards of one third of the eminence on which the volcano is situated. Pulo Way is about nine miles to the westward of Gonong Apee, and is defended by a strong fort. It is esteemed the most healthy of the whole group, and produces abundance of nutmegs, of a kind superior in quality to those of the other islands. Pulo Rondo, or Pulo Roon, is about four miles farther, in a somewhat more northerly direction. On this island the English had a factory, from which they were ex¬ pelled by the Dutch about the period of the massacre of Amboyna; and the island having been since abandoned, has become a wilderness. Rosyngen is about seven miles to the S.E. of Lantoir. It produces nutmegs, mace, yams, and subsistence for a few cattle. The convicts of Amboyna were formerly kept on this island, and were compelled to culti¬ vate the land for the use of the supreme government. Pulo Pisang is about two miles N.E. from Banda Neira, and yields some fine fruits, as well as nutmegs and mace. The other three islands are uninhabited, being little more than barren rocks. 3 p 410 BAN Banda The Banda Islands were discovered in the year loll by Oriental t]ie Portuguese, who immediately took possession ot them _ in the name of their sovereign. About the year 1603 they ™ "j^-were expelled by the Dutch. In 1608 the English, with ' the permission of the king, built a factory-house on 1 ulo Way, which the Dutch demolished as soon as the ship which brought out the factors returned to England. Ihe natives of Banda, notwithstanding the opposition of the Dutch, as¬ sisted the English in forming a new colony ; and shortly afterwards they, along with the natives of Lantoir, made a formal resignation of their respective islands to the new settlers. In 1620 Pulo Boon and Pulo Way were added to the English dominions, and these cessions were confirmed by a treaty concluded between the English and the Dutch. But, in defiance of this treaty, the latter determined on the expulsion of their rivals from those islands, in the possession of which they appeared to be gradually establishing them¬ selves. They accordingly attacked them with a strong force, seized their factories, magazines, and shipping, and, after stripping the factors naked, first whipped and then loaded them with irons. Some notion may be formed of the trade, then in its infancy, by the quantity of spices seized here, which amounted to 23,000 lb. of mace and 150,000 lb. of nut¬ megs. In 1654 the Dutch were compelled, by the firmness of Cromwell, to restore the island of Pulo Boon, and to make satisfaction for the massacre af Amboyna. But the English settlers not being adequately supported from home, were un¬ able to resist the power of their rivals, and the island was retaken by the Dutch in 1664. They retained undisturbed possession of their conquests in this quarter of the globe un¬ til the year 1796, when the Banda Islands, along with all the other Dutch colonies, were conquered by the British. They were restored by the treaty ot Amiens in the year 1800, again captured, and finally restored by the treaty of Paris concluded in 1814. In the space between Banda Lantoir and the islands of Banda Neira and Gonong Apee there is a very good har¬ bour formed with entrances both from the E. and W., which enable vessels to enter it from either of the monsoons. These channels are well defended with several batteries, particularly the western one, which is very narrow. Be¬ tween Gonong Apee and Banda Neira there is a third chan¬ nel into this harbour from the N., but it is navigable only for small vessels. The great articles of commerce in these islands are nut¬ megs and mace. The islands of Banda Neira, Banda Lan¬ toir, and Pulo Ay, are exclusively devoted to the cultivation of the nutmeg ; and the restrictions imposed by the govern¬ ment constitute a monopoly of this produce in the hands of the Dutch East Company. The laws and regulations gene¬ rally established are calculated to support and promote the monopoly of these products rather than the happiness of the people or the improvement of the country. The an¬ nual produce amounts to about 420,000 lb. of nutmegs and 140,000 lb. of mace. They are divided into large planta¬ tions, to each of which a certain number of slaves or convicts is attached. In 1840 the population was 5081, distributed as follows:—In Banda Neira and Gonong Apee, 1223; Lantoir, 372 ; Pulo Ay, 148 ; Pulo Boon, 42 ; Bosyngen, 84; slaves, 2183; and convicts, 1029. See Temminck, Linde Archipelagique. An account of the nutmeg tree and its cultivation is given under Myristica. BANDA OBIENTAL. See Uruguay. BANDALEEB, or Bandoleer (from the Dutch band, and leer, leather), a large leathern belt thrown over the right shoulder, and hanging under the left arm. It was worn by the ancient musketeers for sustaining their fire-arms, and for holding their musket charges, which, being put up in little wooden cases coated with leather, were hung, to the number of twelve, to each bandaleer. Bandello. BAN BANDANNA, a term of Indian origin for a kind of Bandanna calico-printing, in which white or bright-coloured spots ap¬ pear on a Turkey-red or dark ground. v BANDELLO, Matteo, a celebrated Italian novelist,born at Castelnuovo, near Tortona, about the year 1480. In his youth he studied both at Borne and at Paris ; and his educa¬ tion being completed, he went to reside at Mantua. There he remained for several years, much esteemed by Pirro Gonzaga, who intrusted him with the education of his daugh¬ ter, the celebrated Lucrezia Gonzaga. The incidents in the lives of the literary men who flourished in Italy during the sixteenth and seventeenth centuries have in many respects a strong similarity. Like most of his literary contemporaries, Bandello passed from one petty court to another, and was frequently employed in political missions by the patron whom he served at the time. At this period the small states of Italy were divided between the French and Spanish interests. Bandello had chiefly attached himself to those princes ot Lombardy who favoured the French party ; and, in conse¬ quence, when the decisive battle of Pavia put the Spaniards in possession of Milan, where Bandello at that time resided, his paternal mansion was burned, and the property ot his family confiscated. He fled in disguise from Milan, and after wandering from town to town, he placed himselt under the protection of Cesar Fregoso, a celebrated captain ot that age, who had recently quitted the Venetian for the French ser- With this general Bandello resided in Piedmont, till * & , _ - . a truce was concluded, when he accompanied his patron to France. After the death of Cesar he continued to live with his widow and family at Agen, to the bishopric of which he was raised by Francis I. in 1550, and continued to reside in the vicinity of that town till his death, which happened about 1562. , j jj i During his residence at Agen, Bandello revised and added to the novels which he had written in Italy during his youth, and which some of his friends had recovered from the hands of the Spanish soldiers who burned his house at Milan. His Tales were first published at Lucca in 1554, 4to. In the complete editions of Bandello, the work is divided into four parts ; the first, second, and third parts containing fifty-nine stories, and the fourth comprehending twenty-eight. The whole are dedicated to Ippolita Sforza, though she died be- fore their publication, because it was at her desire that the work was originally undertaken. Besides this general dedi¬ cation, each novel is addressed to some Valoroso Signore, or Chiarissima Signora; and in these introductions the novelist generally explains how he came to a knowledge of the event he is about to relate. He usually declares that he heard it told in company, details the conversation by which it was introduced, and pretends to report it, as far as his memory serves, in the exact words of his authority. Bandello is chiefly indebted for his celebrity to these no¬ vels, which belong to a class of composition that enjoyed for many centuries the utmost popularity in Italy. 1 he tales of the French Trouveurs, having passed into Italy towards the close of the thirteenth century, were first imitated in the Cento Novelle Antiche ; which also contains stories formed from episodes in the romances of chivalry, the ancient chro¬ nicles of Italy, and jests or repartees preserved by oral tradi¬ tion. Boccaccio, whose Decameron appeared shortly after, identified this species of composition with the history ot Italian literature and the progress of the Italian language. That celebrated writer was followed by Sacchetti, oer Gio¬ vanni, Centhio, and a numerous tribe of imitators, of whom Bandello is by much the best known and most celebrated, at least in this country. His popularity, however, has not been so great in Italy, which may probably be attributed to the negligence and impurity of his style ; a fau to ^ 1C the author himself appears to have been conscious, as ie re¬ peatedly apologizes for his defects in elegance of dictum. lo non sono Toscano, ne bene intendo la propnetd di quclla BAN Bandinelli. lingua ,* anzi mi confesso Lombardo. Napioni, in his eulogy of Bandello, confesses that he is not remarkable for that har¬ mony of periods, and delightful naivete of expression, for which Boccaccio and others of his predecessors were so dis¬ tinguished ; but he adds, that none of the Italian novelists is so interesting for the development and illustration of mi¬ nute historical facts, which would in vain be sought for in the histories of the revolutions of the Italian states. Some of the novels of Bandello, however, it must be admitted, are little edifying ; and it is curious that one of his stories, which is perhaps the most obscene in the whole series of Italian novels, should be declared, in the introduction, to have been related by the celebrated Navagero to the Princess of Mantua and Duchess of Urbino. Besides, notwithstanding the re¬ peated assertions of Bandello, that all his stories have some foundation in fact, and the light which his eulogists suppose that they throw on the history of the Italian republics, it cannot be denied that the greater proportion of them are de¬ rived from the Fabliaux of the French Trouveurs, and the works of preceding Italian novelists, with an alteration of the names, and some slight variations in the incidents. But while Bandello has thus copied largely from preceding fablers, none of their works has suggested more to others, or is more curious for illustrating the genealogy of fiction, and the transmission of fabulous incident from the novelist to the dra¬ matic poet. Many of the tales of Bandello were translated by Belleforest in his Histoires Tragiques, whence they found their way into Paynter’s Palace of Pleasure, and other works of a similar description which appeared in England during the reign of Queen Elizabeth. In this manner they fur¬ nished the plots of many tragedies and comedies to the most numerous and noble race of the English dramatic poets. That part of Shakspeare’s Much Ado about Nothing which relates to Don John, Claudio, and Hero, is taken, with little variation in the incidents, from the twenty-second tale of the first part of Bandello ; The Twelfth Night is borrowed from the thirty-sixth of the second part; and his Romeo and Juliet is derived from the same source (vol. ii. novel ix.). Massinger has been indebted for his Picture, which is, per¬ haps, the most agreeable and fanciful of his dramas, to the twenty-first of the first part; while Beaumont and Fletcher have derived from the same source their comedy of the Maid in the Mill, and the Triumph of Death, which is the third of their “ Four Plays in One.” The thirty-fifth of the second part of Bandello is the same story as the plot of Horace Walpole’s Mysterious Mother, and the thirtieth tale of the Queen of Navarre. As the works of Bandello and the Queen of Navarre were printed nearly at the same period, it is not probable that they copied from each other ; and it may be presumed, that some current tradition furnished both with the horrible incident they relate. Mr Walpole, however, disclaims having had any knowledge of the tale of the Queen of Navarre or Bandello at the time he wrote this drama. Its plot, he says, was suggested by a story he heard when very young, of a lady, who, under uncommon agonies of mind, had waited on Archbishop Tillotson, and besought his coun¬ sel in what manner she should act under the fatal circum¬ stances that had occurred. Besides his Tales, Bandello is author of a poem in eleven cantos, which was his first work, and is now very scarce, entitled Delle Lodi della Signora Lucrezia Gonzaga, printed at Agen, 1545, in 8vo. He also wrote a complimentary poem, in three cantos, on the birth of a son of his patron, Cesar Fregoso Both these productions are written without taste or spirit •, but it is said that some good verses, composed by Bandello, on different subjects, are still preserved in manu¬ script in the library of the Academy of Turin, (j. C. d.) BANDINELLI, Baccio, a celebrated Florentine sculp¬ tor, born in 1487 His father was an eminent goldsmith, distinguished by his exquisite designs in chasing of gold and silver ornaments; and in this domestic school, Baccio, or BAN 411 Bartolommeo, obtained the first elements of drawing. Show- Bandini ing a strong inclination for the fine arts, he was early placed II under Francesco Rastui, a sculptor, and he made rapid pro- Bandon- gress. He was the fellow student of Buonarotti in the gar- den of the Medici at Florence. As an artist, Bandinelli was very eminent; but his bad temper and arrogance made him hateful to his contemporaries, who have not in general done justice to his merit. He executed many works in marble and in bronze, of much grandeur. His best works are the marble colossal group of Hercules and Cacus in the Piazza del Gran Duco ; his group of Adam and Eve ; his exqui¬ site bassi-rilievi in the choir of the cathedral of Florence ; and the figures of Christ and Nicodemus on his own tomb. Bandinelli shows himself in these works an admirable mas¬ ter of design, and exhibits great skill in human anatomy, and in the cast of his draperies. He died at Florence in 1559. (t. s.t.) BANDINI, Angelo Maria, a learned Italian, was born at Florence on the 25th of September 1726. Having been left an orphan in his infancy, he was supported by his uncle, Joseph Bandini, a lawyer of some note. He received his education among the Jesuits, and discovered an early pas¬ sion for the study of antiquities. A desire which he also manifested to distinguish himself as a poet was fortunately checked by the ill success of his first attempt; and, from that period, he devoted himself principally to literary his¬ tory and archaeological science. The celebrated Dr Lami, with whom he had the good fortune to contract a friend¬ ship, assisted him with his counsels, and encouraged him to persevere in that path to which his genius seems to have directed him. In the year 1747 Bandini undertook a journey to Vienna, in company with the bishop of Volterra, to whom he acted in the capacity of secretary. He was introduced to the emperor, and took the opportunity of dedicating to that mon¬ arch his Specimen Litteraturce Florentine, which was then printing at Florence. In the following year he returned by the way of Venice, Padua, Ferrara, and Bologna, and united himself in friendship with the learned men in all these cities. Having resided some time at Florence, he repaired to Rome, and entered into orders, passing the whole of his time in the library of the Vatican, and in those of the Cardinals Pas- sionei and Corsini. At that time the famous obelisk of Au¬ gustus was disinterred from the ruins of the Campus Mar- tius. Bandini, by the order of Benedict XIV., undertook to describe and explain this curious monument; but finding that the air of Rome was injurious to his health, he returned to Florence. In 1750 he was selected by Alexander Ma- rucelli to take charge of the valuable library which his uncle the Abbe Francis Marucelli had left, and which, according to the will of the founder, was to be open to the public. But he had scarcely entered upon the duties of this charge when the proprietor died, after bequeathing all his effects to the library, and appointing the Abbe Bandini perpetual librarian and his testamentary executor. It required two years to liquidate the succession and to form the complete catalogue of this vast library, which was at length opened to the public in the year 1752. In 1756 he was preferred by the emperor to a prebend at Florence, and appointed principal librarian to the Laurentian library. During forty-four years he con¬ tinued to discharge the duties of this situation, and died in 1800, generally esteemed and regretted. On his death¬ bed he founded a public school, and bequeathed the re¬ mainder of his fortune to other charitable purposes. For a list of his numerous works, see Biographic Universelle, tom. iii. (j. c.) BANDITTI,from theltalian bandito,persons proscribed, or, as we call it, outlawed, and sometimes denominated ban- niti or toris banniti. It is also a denomination given to high¬ waymen or robbers who infest roads in troops. BANDON, or Bandonbiudge, a town of Ireland, county 412 BAN Bandore of Cork, situated on both sides of the River Bandon, which li is here crossed by a bridge of six arches. It has two churches, v Banff- ^ a ]iantlsome Roman Catholic chapel, Protestant and Metho- dist places of worship, a convent, two market-houses, a spa¬ cious quay on the south side of the river; an infirmary, hospital, dispensary, three public libraries, two reading-rooms, two endowed schools, and a savings-bank. Its manufactures of woollen and cotton goods have much declined, but a ma¬ nufacture of fine stuffs has lately sprung up ; and there are also several distilleries, breweries, tanneries, and flour mills. It returns a member to parliament. Pop. (1851) 7943. By railway it is 20 miles S.W. of Cork. BANDORE (Spanish, bandurria), the name of a stringed musical instrument resembling a lute, invented in the fourth year of Queen Elizabeth, by one John Rose. BANDROL (French, banderole), a pennant, streamer, or little flag, in the form of a guidon, longer than broad, and usually hoisted on the masts of vessels. The term is also applied to the little silk flag that hangs on a trumpet. BANDUSLE FONS, a fountain in Apulia, about six miles south of Venusia, celebrated by Horace, Carm.iii. 13. Some, however, suppose that this fountain is the modern t onteBello, near the poet’s SabineTarm in the valley of Licenza. In the older editions of Horace it is called Blandusia, but in tbe best MS. the name is written as above. (See Decouverle de la Maison d’Horace, by the Abbe Chaupy, vol. rii.; Ob- barius’s Horace, Jena, 1848.) BANE, from the Saxon bana, a murderer, signifies de¬ struction or overthrow. Thus, “ I will be the bane of such a man,” is a common saying; when a person receives a mortal injury by anything, we say, “ it was his bane ; and he who is the cause of another man’s death is said to be le bane, that is, a malefactor. BANFF, the county town of Banffshire, is a place of great antiquity, and according to tradition, was at times the resi¬ dence of Malcolm Canmore. It was in existence at least before the days of Malcolm IV., surnamed the Maiden, who dates one of his charters from thence, and it is noticed as a royalty since 1057. Writings of Malcolm, 1152, and Wil¬ liam the Lion, 1165, evince the certainty of this tradition. There is a charter of Malcolm IV. signed at Banff the eleventh year of his reign, which con-esponds with 1163. The town” lost many of its ancient grants, but these were renewed in 1324 by King Robert the Bruce, and by Robert II. in 1372. The natural situation of the town is beautiful, having its south-eastern exposure on a gentle slope, the wide blue sea on its N., the river Deveron on the E., and on the S. the richly wooded country with the magnificent mansion and grounds of the Earl of Fife. The streets are well and regularly built and paved, and are remarkable for their cleanliness. The principal buildings are Banff Castle, a plain modern building, belonging to the Earl of Seafield ; the town-house, a handsome edifice surmounted by a spire 100 feet high; a prison; parish church, Episcopal church and parsonage, Free church, United Presbyterian, Independent, Methodist, and Roman Catholic places of worship; a mason lodge of tasteful architecture; the academy, a modei’n edifice of Grecian design, capable of containing 400 students, to which there is attached an extensive museum ; and a large and well-con¬ ducted seminary for young ladies. There are also several libraries and reading-rooms, five branch banks, and a savings- bank, public baths and hotels, custom-house, gas and water works, &c. A well-conducted newspaper, with an extensive circulation, is published weekly. At one period, Banff car¬ ried on a considerable manufactory of stockings and linen yarn, but at present there are none of any kind. It may be hoped, however, that the advantage of a commodious har¬ bour, and the prospect of railway conveyance by the North of Scotland line, will ere long stimulate enterprise in this di¬ rection. BAN The principal exports are grain, cattle, salmon, herrings, Banffshire, haddocks, pork, butter, and potatoes. For the year ending 5th January 1853 the customs revenue of the port was I..2595. At the same date there were 144 vessels, with an aggregate of 12,689 tons, belonging to the port. The salmon fishery extends for miles along the coast, a portion of which belongs to the town. The river fishing is the property of the Earl of Fife, with the sea-line towards Macduff'. The latter town is about a mile to the east of Banff, with which it has communication by a stone bridge of seven arches across the Deveron. These is also a seal and whale fishing company, with its establishment; and the steamers plying between Aberdeen, Leith, and Inverness, call regularly. The burgh is under the jurisdiction of a provost, three bailies, and five councillors, who manage all the town’s af¬ fairs. Mr Alexander Cassie of London, a native of Banff, some thirty years ago left to the poor of this town about L.20,000, the interest of which is divided twice a-year among the poor. Banff unites with Elgin, Cullen, Inverury, Kintore, and Peterhead, in sending a member to parliament. Pop. within the parliamentary boundaries in 1851,6000; within the municipality, 3557. The weekly market-day is Friday, on which day a corn market is held; and there are four annual fairs. BANFFSHIRE, a maritime county in the N.E. of Scot¬ land, lying between Lat. 57. 6. and 57- 42. N., and Long. 2. 15. and 3. 40. N.; and bounded on the N. by the Moray Firth, E. and S. by Aberdeenshire, and W. by Morayshire and part of Inverness-shire. It has an area of 686 square miles, or 439,219 statute acres; its extent from N. to S. being 50 miles, and from E. to W. 32 miles; its average breadth not exceeding 12 miles. It contains 21 parishes, and parts of 10 others ; has two royal and parliamentary burghs, Banff and Cullen; two burghs of barony, Macduff and Corncairn, in the parish of Ordiquhill; and five har¬ bours, Banff, Cullen, Macduff, Portsoy, and Portgordon. The parliamentary burghs are contributory to Elgin, but the county returns a member to parliament. The parlia¬ mentary constituency in 1852 was 851. The parochial schoolmasters, with those of the counties of Aberdeen and Moray, share in Dick’s bequest. The surface of Banffshire presents a very diversified aspect. The lower district, which is divided from the upper by a chain of hills, is a fine open country, of a rich, deep, and highly-cultivated soil, agreeably diversified with gentle risings and young plantations. The upper district is mountainous, and at a distance wears a bleak forbidding appearance. But the scene changes on a nearer approach. Extensive farms are found embosomed in its fertile and well-cultivated glens. Some of the mountains are covered with trees in full luxu¬ riance of growth; some presenting a beautiful intermixture of rock and copses, while others are covered with brown heath. The Spey flows along its western, and the Deveron along its eastern boundary ; and both yield a considerable revenue from their salmon fishings. The principal mountains of Banffshire are Belrinnes, Knockhill, and Cairngorm, the last of which attains an elevation of 4095 feet above the level of the sea. In the lower part of the country, towards the coast, there are several elegant mansions, of which the most conspicuous are Duff House, Cullen House, Park House, Forglen House, and Gordon Castle. These, and a number of gentlemen’s seats in the interior, are surrounded by ex¬ tensive ornamental plantations, very tastefully laid out. The natural woods are inconsiderable both in extent and value. The southern boundary of the county is mountainous, and is chiefly composed of gneiss and mica slate, through which granite and syenite often protrude. The granite to the eastward of Portsoy has very little mica in its composition } BANFF Banffshire, the quartz assumes that letter-like form in the felspar, from which it has been termed graphic granite. Quartz rock appears, in the hill near Portsoy, to exist in beds, on which reposes a bed of most beautifully varied serpentine. In de¬ scending towards the coast, the primary rocks give place to gray wacke-slate, which occasionally contains beds of the lime¬ stone peculiar to this formation ; and these rocks are covered by the old red sandstone, which sometimes passes into quartz rock. In the graywacke near Keith, a vein of sulphuret of antimony occurs, associated with fluor spar. The bold and precipitous Troup Head, and several other parts of the coast, consist of a graywacke formation. Near Gamrie, in a bed of a bluish marly clay, are imbedded nodules of a fibrous limestone, which frequently contains fine specimens of ich- thyolites or fossil fishes; of these the most remarkable spe¬ cies are Cheirolepis uragus, Cheirocanthns Murchisoni, and Osteolepis arenatus. The clay is, near the farm of Findon, about 40 feet deep, in the bottom of a ravine, the sides of which consist of old red sandstone. It extends over a con¬ siderable district; and to the westward of Banff affords many organic remains. Cudbear, or archil, a lichen used as a dye, is found growing in rocky situations. The agriculture of Banffshire is conducted upon the newest and most approved principles. The soil, though varying even in adjacent fields, is in general rich and pro¬ ductive, yielding heavy crops of wheat, barley, oats, and other grain ; and the grass and green crops are equally abundant. About 124,000 acres are under cultivation. The extent of the farms is in general from 150 to 200 arable acres, independently of moorland and pasture-grounds. The duration of leases is nineteen years ; although there are some individuals who possess on liferent, and a few leases are held for a longer term. The whole of the farms, even the smallest pendicles, are under regular rotations of cropping, generally a five or seven course shift. The fields are well laid out and subdivided, and properly cleaned and manured ; for which last purpose large quantities of lime, bone-dust, and guano, are annually imported. The ridges are all straight; and the fields, at least many of them, are inclosed with stone dykes or other fences. The swamps and wet grounds have also been drained and cultivated, so as to effect a total re¬ volution in the ancient modes of agriculture within the county. The cattle and stock of every description are of the finest breeds which can be procured, and are sought after by the dealers at home, as well as conveyed to Lon¬ don, where they bring the highest prices. This district was much indebted to one of the earls of Findlater, who, as early as the year 1754, not only intro¬ duced and exemplified on some of his own farms the most approved practices then known in England, but held out liberal encouragement to his tenants to follow his example ; and his descendant, the late Earl of Seafield, did much to improve the family estates, adding to them many thousands of acres of arable land ; and with truth it may be said that he was the greatest planter of trees in Great Britain within the present century. In 1846 this nobleman received the honorary gold medal of the Highland and Agricultural Society of Scotland, for his vast and thriving plantations of useful timber trees, in the counties of Banff, Moray, and Nairn. From the year 1811 to 1845, he had planted 18,938,234 Scotch firs; 11,904,798 larches; 843,450 hard woods; making the enormous aggregate of 31,686,472 forest trees, planted in 8223 acres of inclosed ground. This county also owes much to the present Earl of Fife, by whose generous efforts, and taste for improvement, a vast amount has been done in planting and reclaiming land by favourable leases to the tenantry, and allowances for drain¬ ing, &c. Green crop cultivation did not become general till after the commencement of the late war with France. Latterly, improvement has been promoted by agricultural associations, the annual premiums held out for the best spe- SHIRE. 413 cimens of live stock, and the best productions of the soil. Bang The Banffshire Agricultural Association, which numbers 11 about 200 members, has two shows yearly, for all sorts of Bangkok- stock and produce and agricultural implements, with pre- miums for superiority in breed of cattle, poultry, &c. The valued rental of the county is now upwards of L.l50,000 sterling. The manufactures of Banffshire are very unimportant, the inhabitants being principally engaged in agriculture and the rearing of cattle. The salmon fishery is actively prosecuted on the rivers, and the herring and other fisheries on the coast. Distilling is largely carried on in Glenlivet and other places. Banffshire was the scene of many bloody conflicts between the Scots and their Danish invaders, but details of these en¬ counters belong more properly to the history of Scotland. From 1624 to 1645 it was the theatre of almost incessant struggles. The Covenanting troubles of that period, com¬ bined with the frequent conflicts of the clans, were pro¬ ductive of serious evils. Several remains of antiquity are pointed out in different parts of the country. Of these the churches of Mortlach and Gamrie are perhaps the most re¬ markable. Ruins of castles and traces of encampments are often to be met with, and a great number of cairns and tumuli are also found. Among the distinguished men whom Banffshire has produced, the following may be men¬ tioned : Archbishop Sharp of St Andrews ; George Baird, distinguished for his services as sheriff of the county during the time of the Covenanters ; Thomas Ruddiman the gram¬ marian ; Walter Goodall, the defender of Mary Queen of Scots; and James Ferguson the astronomer. The popu¬ lation of the county in 1841 and in 1851, was as follows— the apparent decrease of the number of houses in 1851 arising from stories let to different families being frequently reckoned houses in the census of 1841:—■ Houses. Persons. Inhabited. Uninhab. Building. 1841 11,149 474 82 1851 10,662 377 62 Male. Female. Total. 23,249 26,430 49,679 25,575 28,596 54,171 BANG, or Banga, the leaf of a kind of hemp or cannabis, which is used in India and in Egypt as a narcotic. BANGALORE, a fortified town of Hindustan, in the Rajah of Mysore’s territories, and a place of considerable importance during the Mussulman dynasty of Hyder Ali and his son Tippoo Sultan. In 1791 it was stormed by a force under Lord Cornwallis. Subsequently the fort, which had been constructed by Hyder in the best fashion of Mahome¬ tan architecture, wras destroyed by his son Tippoo, upon finding that it was incapable of effectually resisting an as¬ sault of the British army. It was afterwards repaired in 1802. The gardens here made by Hyder and Tippoo are extensive; and owing to the elevation of the ground, the town being by observation 2901 feet above the level of the sea, European fruits and plants may be reared. During the reign of flyder this city was populous, but was much injured by the edicts of Tippoo prohibiting all trade with the domin¬ ions of Arcot and Hyderabad, and by his forcing the mer¬ chants to buy from him a large quantity of goods at a high price. The town is well built, and has its bazaar and manu¬ factures of silk and cotton ; but its present importance arises chiefly from its being the locality of the British military establishment for the whole territory of Mysore. The dis¬ tance from Seringapatam is 71 miles; from Madras 185. Lat. 12. 58. Long. 77. 38. (e. t.) BANGKOK, the capital of Siam, stands on the banks of the river Menam, about 20 miles by water from the sea. The river is navigable to the city; but there is a bar at its mouth, which at neap ebbs has only 6 feet water on it. The river farther up is deep, though impeded by shoals and stock¬ ades. After the Burmese in 1760 took the capital Yuthia, 414 BAN Bangor the country was in a state of anarchy until a merchant of II Chinese extraction put himself at the head of affairs, and ma^e Bangkok his capital. The town extends for two miles and a half, chiefly on the east side of the river. It ^v~,*~ contains many well-built Buddhist temples, which, with their gilded pinnacles and ornamented roofs, have a good effect. On the left bank of the river are rows of floating houses. The river is nearly a quarter of a mile wide at the city. The population is believed to be from 100,000 to 150,000. The country is intersected with canals, so that the inhabitants live much on the water, especially during the annual inundations. A considerable trade is carried on with China. Except the temples and the royal palace, all the houses are of wood. Lat. 13. 58. N. Long. 100. 34. E. BANGOR, a parliamentary borough and market town of Caernarvonshire, North Wales, nine miles N.E. of Caer¬ narvon, to which it is a contributory borough. It consists mainly of one narrow crooked street of nearly a mile in length, stretching N.E. and S.W. through a romantic valley between two ridges of x'ock. It stands near the northern entrance of the Menai Strait, and the beauty of its scenery attracts many visitors, whose numbers have greatly increased since the completion of the Chester and Holyhead Railway and the Britannia tubular bridge. The principal buildings are the cathedral, Episcopal palace, deanery-house, Roman Catholic chapel, several dissenting meeting-houses, free school, union poorhouse, infirmary, market-house, assem¬ bly-rooms, temperance-hall, three banks, and railw ay-station. The cathedral is an embattled cruciform structure, with a low massive tower crowned with pinnacles. It occupies the site of a more ancient edifice, originally founded about 525, but de¬ stroyed by the Anglo-Normans in 1071. It was afterwards rebuilt, but suffered severely in the wars between the Welsh and Henry III.; and in 1402 it was burned down during the ravages of Owen Glyndwr. For more than ninety years it remained in ruins. The choir was rebuilt by Bishop Dean in the time of Henry VII., and the tower and nave were added by Bishop Skeffington in 1532. The principal trade of Bangor consists in the export of slates, which are raised in the quarries six miles distant, and conveyed by a rail¬ way to Port Penrhyn, at the mouth of the River Cegid, a little to the east of the town. This port is accessible for vessels of from 200 to 300 tons at all states of the tide, and has a quay upwards of 300 yards in length. Pop. of burgh in 1851, 6338. Bangok, a seaport and market town of Ireland, county Down, on the south side of Belfast Lough, 12 miles E.N.E. of Belfast. Pop. in 1851, 2850. It carries on a consider¬ able cotton and linen trade, and a fishery; and has a savings- bank, market-house, a parish church, several chapels, and a public library. It is frequented as a bathing-place. Re¬ mains of an ancient abbey, said to have been destroyed by the Danes in 820, are still to be seen. Bangor, a seaport town in the state of Maine, North America, capital of the county of Penobscot, on the river of that name, 60 miles from the sea. Lat. 44. 47. 50. N. Long. 68. 47. W. The harbour is spacious, and affords an¬ chorage for the largest vessels at high tide. The chief article of trade is timber. There are several good schools and a theological seminary here, and numerous churches of various denominations. Pop. 14,432. There is another small town of this name in the state of New York, county of Franklin, 152 miles N.N.W. of Al¬ bany. Pop. 2160. Bangor-ys-coed, a village of North Wales, in a de¬ tached portion of Flintshire, on the Dee. Pop. 554. It was the site of one of the largest monasteries in Britain, founded before the year 180, and said to have contained in 596 no fewer than 2400 monks. Ethelfrid, king of North¬ umbria, in the beginning of the seventh century, massacred BAN 1200 of these ecclesiastics, and destroyed their monastery. Bangorian No traces of it are visible. Contro BANGORIAN CONTROVERSY. See Hoadly. versy BANG-PA-SOE, a fortified seaport town of Siam, situ- BaJ]ster ated on the left bank of the Bang-pa-Kung river, near its i ^nis^r'y mouth, 39 miles E.S.E. of Bangkok. Lat. 13. 30. N. Long. 101. 11. E. B ANGLEY, an island in the Eastern Seas, lying off the north coast of Borneo. The shores abound with turtle. It is about 23 miles in length by 11 in breadth. Long. 117. 6. E. Lat. 7. 9. N. B ANIAK, an island in the Eastern Seas, off the west coast of Sumatra. It is one of a cluster of islands of the same name, and is about 17 miles in length by 7 in average breadth. The sea-slug, or biche-de-mer, is obtained here. Long. 96. 48. E. Lat. 2. 10. N. BANIAN, a word used in the East to denote a Gentoo servant employed as an agent in commerce. The word is derived from the Sanscrit banij or banik, i. e. a merchant or trader. There is no authority for regarding the Banians as a distinct sect or caste among the inhabitants of India. Banian Tree (Ficus religiosa, or Ficus Indicd) is a native of several parts of the East Indies. It has a woody stem, branching to a great height and vast extent, with heart- shaped entire leaves terminating in acute points. Some of these trees are of amazing size and extent, as they are con¬ tinually increasing, and, contrary to most other things in animal and vegetable life, seem to be exempted from decay. Every branch from the main body throws out its own roots, at first in small tender fibres, several yards from the ground; but these continually grow thicker until they reach the sur¬ face, when they strike in, increase to large trunks, and be¬ come parent trees, shooting out new branches from the top, which again in time suspend their roots, and these, swelling into trunks, produce other branches; thus continuing in a state of progression as long as the earth, the parent of them all, contributes her sustenance. On the banks of the Ner- budda stands a celebrated tree of this kind, which once covered an area so immense, that it has been known, in the march of an army, to shelter no fewer than 7000 men be¬ neath its shade. Though now much reduced in size by the destructive power of the floods, the remainder is still near 2000 feet in circumference, measured round the principal stems, and exclusive of the spread of the branches. The Hindus have a great veneration for the banian tree, which, from its long duration, its outstretching arms, and over¬ shadowing beneficence, they look upon as an emblem of the Deity. Near these trees the most esteemed pagodas are generally erected; under their shade the Brahmins spend their lives in religious solitude ; and the natives of all castes and tribes are fond of recreating in the cool recesses, beau¬ tiful walks, and lovely vistas of this umbrageous canopy, impervious even to the direct rays of a tropical sun. BANIAS, a town of Palestine, in the Anti-Libanus or Mount Hermon. The sources of the Jordan are about four miles N.E. of the town, now reduced to a village of 150 houses. BANIER, Antoine, member of the Academy of Inscrip¬ tions and Belles-lettres, an ecclesiastic of the diocese of Clermont in Auvergne, was born in 1673. He is princi¬ pally celebrated for his translation of the Metamorphoses of Ovid, with historical remarks and explanations ; which was published in 1732 at Amsterdam, in folio, finely ornamented with copperplates by Picart, and reprinted at Paris in 1738, in 2 vols. 4to ; and for his Mythology, or Fables of the An¬ cients explained by History, which was translated into Eng¬ lish, and printed at London in 1741, in 4 vols. 8vo. He died at Paris in November 1741. BANISTER, John, a physician and surgeon in the reign of Queen Elizabeth, was educated at Oxford. In 1573 he took the degree of bachelor of physic; and obtaining a li- BAN Banjar- cense from the university to practise, settled at Nottingham, massia The time of his death is not known. His works were col¬ li lected and published in 8vo and 4to in 1633. ruptcy BANJARMASSIN, a town and district of Borneo on ■IL j the south-eastern coast, situated on a river of the same name, which has a shallow bar at the entrance. Lat. 3. S. Long. 114. 55. E. Many Chinese reside in this place, and carry on a considerable trade with China, exporting pepper, cam¬ phor, gold-dust, spices, wax, rattans, edible bird-nests, and biche-de-mer; and importing opium, piece-goods, coarse cut¬ lery, gunpowder, and fire arms. In 1703 the English esta¬ blished a factory here; but the place was found to be ex¬ tremely unhealthy, and the company’s servants were finally attacked by the natives, whom they repulsed with great difficulty. The settlement was afterwards abandoned. The sultan of the district is subject to the Dutch, who established a factory here in 1848. The coal discovered in 1846 is exten¬ sively wrought by the Dutch government. BANK, m Political Economy, an establishment for keep¬ ing money secure, and for dealing in money by discounting bills and otherwise. For the history of banks, see Money and Paper-Money. That class of banks whose object is to encourage habits of saving among labourers, called banks for savings, is treated of under the head of Savings-Banks. BANKER, a person who traffics and negotiates in mo¬ ney. The ancient bankers were called argentarii and nummularii ; by the Greeks, rpaTre^trat, KoXXvfSiaTaL, and apyvpa[j.oil3oL. Their chief business was to pul out the money of private persons to interest. They had their boards and benches for this purpose in all the markets and public places, where they took in the money from some in order to lend it to others. BANKING, the science of a banker or dealer in money. See Money and Paper-Money. Banking also denotes that branch of civil engineering which relates to the formation of banks to oppose the force of rivers, the sea, &c. See Embankment. BANKRUPTCY, in its practical acceptation, means the arrangement by which the property of an insolvent trader or speculator is realized and distributed among his creditors according to an equitable adjustment of their claims. The term bankrupt has been derived through the Norman phra¬ seology of English law, from the old French banqueroute, a word of disputed etymological origin. The term, in its earlier acceptation, involved an accusation; and the bank¬ rupt of the old law was, according to Blackstone, “ a trader who secrets himself, or does certain other acts tending to de¬ fraud his creditors.” The inculpatory attribute is still re¬ tained in the law of France, where the banqueroutier, by coming within the penal law, is distinguished from the failli, or the tradesman who has become insolvent without fraud or other penal culpability. It has been a characteristic of the laws of rude times to endeavour to trammel the extent to which legal engage¬ ments may be incurred—as, for instance, by usury laws pro¬ hibiting loans at the current or market interest of the day; while, on the other hand, they have been found to place tyrannical and exterminating remedies in the hands of cre¬ ditors for enforcing such obligations as the law ordained. It seemed to be considered that there was no choice but to let the creditor exercise his will—were it to the extent of slavery or a cruel death—against the debtor unable to fulfil that obligation which the law acknowledged, and the remedies against the insolvent debtor in the twelve tables became proverbial for their sanguinary ferocity. The manner in which the conflicts between debtor and creditor in republi¬ can Rome shook the state is well known to all readers of history. It was not until the ascendancy of Julius Caesar that a distinction is said to have been drawn between fraud and calamity, so that the debtor was released from liability to indiscriminate cruelties if he gave up all his property to BAN 415 those who had claims against him. It is usual, at all events, to attribute to the Lex Julia the origin of the ccssio bono- rum, or yielding up of goods—an expression still in practi¬ cal use, and employed in Scotland and other countries which have inherited the civil law. With the rise of trade in the sixteenth century a material distinction came to be established between commercial and ordinary debtors. Perhaps the distinction, which we shall presently see to have its own peculiar justification, arose in England; and arose there not from any philosophical dis¬ tinction being taken between the position of the commercial speculator and that of the ordinary debtor, but from that dislike of the civil law which made Westminster Hall reject the Roman cessio, and continue to discard it both in name and principle until the year 1826, when the first insolvent debtors’ act was passed. Nearly three centuries earlier, however, the principle of a general distribution of the debtor’s goods had been at least approached as a remedy for the difficulties of mercantile men. The long line of English bankrupt statutes traces its parliamentary genealogy back to the year 1542, when an act was passed nominally intended not so much to establish a general system of realization and distribution of the property of insolvent traders, as to check certain characteristic frauds which traders were deemed to enjoy peculiar facilities for perpetrating. Thus the act (34th and 35th Hen. VIII. cap. 4) founds its remedial provisions on the preamble, “ Whereas divers and sundry persons, craftily obtaining into their hands great substance of other men’s goods, do suddenly flee to parts unknown, or keep their houses, not minding to pay or restore to any of their creditors their debts and duties, but at their own wills and pleasures consume the substance obtained by credit of other men, for their own pleasure and delicate living, against all reason, equity, and good con¬ science.” Though thus directed, however, as a remedy for fraud, the statute set the precedent of a general distribu¬ tion, which was more distinctly organized and assigned as an exceptional remedy against the trading classes by the act of 1570. Bank¬ ruptcy. This being a mere remedy against frauds supposed to be peculiar to the trading class, the law of bankruptcy gradually resolved itself into a system for the speedy distribution of the effects of the insolvent trader among his creditors. While it thus changed its character from a species of penal correc¬ tion and preservative against fraud, to an adjustment equally merciful to the harassed insolvent and equitable to the per¬ plexed and discontented creditors, it retained its original peculiarity as a system applicable solely to tradesmen, and, like many other legal peculiarities which have had a for¬ tuitous origin, this specialty has been preserved for efficient reasons. It might appear at first that, if it be right, in the case of a tradesman in difficulties, to distribute his available effects, and enable him with his obligations discharged to start on a new race for success, it is just that all other classes of debtors should have the same privilege. It has not been usual, however, to make the privilege universal; and the following reasons may be set forth against its being so. The true purpose of a bankrupt law is not only to release the insolvent debtor from persecuting creditors, to realize his available funds at once, and to distribute them according to an equitable adjustment among all claimants; but also to discharge the bankrupt from all subsequent legal responsi¬ bility for debts contracted before his bankruptcy. When a man is engaged in trading speculations, the justice of giving him a discharge when he yields his whole available means to his creditors, is founded on their having in some respects connived with him in his speculations, and thrown them¬ selves on the chances of his general success. Wherever the element of credit has been admitted into trade—and there is seldom extensive trade without it—the liability of each 416 ' ' B A N K R Bank- associate in the circle of transactions must more or less de- ruptcy. pend on that of the others. The importer grants his bill to the producer, trusting to be able to meet it from the price of the imported commodities, and the producer who takes his bill becomes a sharer in the chances. The importer, in his turn, takes the warehouseman’s bill on a similar expec¬ tation ; and he in his turn receives as payment the bill of the retailer, who, knowing that he has a market for the goods, believes that he will be able to retire the bill. If, from any accidental break in the circle of credit from the loss of a vessel, a fire, or even the failure of a trusted debtor —some one in the circle should be unable to pay his obli¬ gations, it would be cruel to leave him all his days at the mercy of every greedy or malignant man who may have had a claim against him. Thus the lawr of bankruptcy, after a debtor has fairly surrendered his available estate for distri¬ bution among his creditors, permits him to be discharged as if he had paid them all in full. But, in the genei'al case, the private debtor who pur¬ chases for consumption or possession, not to sell again, holds himself out as possessed of means to meet the obligation so incurred. At all events, he does not depend on the success of his trading with the commodity purchased by him. Hence his creditor is not a participator in a speculation, and neither directly nor indirectly looks to the debtor’s chances of success for payment. In the general case, when such a debtor finds himself unable to pay his debts, his difficulties arise from wilful extravagance, or careless miscalculation ; and excepting, perhaps, the too great credulity of creditors, he has no one’s conduct to blame but his own. The huma¬ nity of the later English law provides for the immediate re¬ lief from execution against person or property of all persons who become embarrassed without fraud or excessive reck¬ lessness. But there is this general distinction,—and it has been the object of the preceding remarks to make it the more emphatically distinct,—that such debtors do not obtain their discharge from all obligations, which is the closing scene of a mercantile bankruptcy. If debtors not connected with trade could thus effect, when plunged into the lowest depths of insolvency, a complete release from all their obligations, we would have the spendthrift passing through the ordeal before the opening of his succession to an estate, and laugh¬ ing at the creditors, of whom he is as much as ever he was morally, though he may not be legally, the debtor. The defect of the English system, undoubtedly, was to make the distinction too broad, and, while a code of bank¬ ruptcy had been gradually reared up for the distribution of traders’ estates, to leave the ordinary class of debtors to the mercy of their creditors until the jails, becoming choked, were from time to time emptied by those legal protests against the inhumanity of the law, the acts for the relief of -insolvent debtors. A permanent measure for dealing with insolvents not in trade was at last adopted, and an account of it will be found under the head of insolvency. It is chiefly of importance here from its preserving the principle, that the debtor not in trade, however he may be protected from execution, is not to be relieved from his obligations, should he afterwards obtain property which might be ap¬ plied to them. The commissioners appointed to inquire into the state of the law of bankruptcy and insolvency, who reported in 1840, said— “ The immediate object of the bankrupt law is the equal distribution of the effects of traders who cannot meet their engagements—its ordinary consequence, the release of such traders from all future liability of their persons and after ac¬ quired property. “ The object of the law for the relief of insolvent debtors is the personal discharge of honest debtors, prolonged im¬ prisonment by way of punishment for the dishonest and fraudulent, and a fair distribution of their present effects, and future acquired property, among their creditors.” U P T C Y. The availability of the future acquired property is thus Bank- the peculiar responsibility from which the trader is exempt. ruPtcy- Perhaps the line is sometimes arbitrarily drawn, excluding some who ought to be included in the class, entitled at once to clear themselves of responsibility for past debts. That the definitions of the bankrupt acts have never cut clean, has been shown by the crowds of persons who have been ad¬ mitted within the definitions of trading persons contained in them, without having been intentionally or definitely in¬ cluded. Still the existence of a distinction between dis¬ chargeable and undischargeable insolvents is fundamental to the bankruptcy system of the great trading nations, al¬ though there is probably a tendency to modify the difference between them. Thus in England, the measure of 1844, called “ An Act for facilitating arrangements between Debtors and Creditors” (7th and 8th Viet. cap. 70), provides for the discharge of insolvents, though not in trade, if they have a certain amount of concurrence from their creditors. The insolvent must have the concurrence of a third of his creditors (calculated both by number and value) to the initial steps ; and to conduct his discharge he must not only have certain proportional consents at a preliminary meeting, but at the conclusive meeting must have the votes of three-fifths in number and value, or of nine-tenths in value, or of nine- tenths of those whose debts exceed L.20. In the general bankruptcy act passed by congress in 1841 for the United States, there was a large extension of the old privileges of bankruptcy to classes of persons not in trade; and it has been stated that this was the main reason for the repeal of the act in 1843, which left the United States without any general system of bankruptcy law. The classes of persons subject to the bankrupt law in England have been enlarged from time to time by succes¬ sive statutes. The conditions of circumstances called “acts of bankruptcy,” which bring a trader within the operation of the law, have also been more fully defined from time to time. Some standard definitions have, however, been always relU giously preserved from the old acts, because they possess not only their natural meaning as English sentences, but carry with them the whole substantive law of a long series of de¬ cisions, fixing their application to practical life and business. Hence, these definitions are ever terse and distinct, enabling one section of the bankrupt act to contain more law than all the others. Thus, each event is briefly described in a series of sentences like these: “ If any such trader shall de¬ part this realm, or being out of this realm, shall remain abroad or depart from his dwelling-house, or otherwise ab¬ sent himself, or suffer himself to be arrested for any debt not due,” &c., has an extensive practical meaning in law; and it is only to be regretted, that while great power and preci¬ sion are imparted to these brief definitions by the proceed¬ ings of the courts of law for more than 200 years, the defi¬ nitions, so pregnant with meaning to practical lawyers, con¬ vey little or no information to the rest of the world. A rapid series of reforms in the English bankruptcy law began at the conclusion of the first quarter of the pre¬ sent centurv, and it may be questioned if they are yet con¬ cluded. The act of 1825 (6th Geo. IV. cap. 16) gathered up all the stray impi’ovements which had been for some time scattered through the statute-book, and consolidated them with some new and significant alterations. It contained the fruit of Sir Samuel Romilly’s enlightened speculations, and in furtherance of his suggestions, made provision for proving or adjusting the claims of annuitants and persons who were not immediate, but merely contingent creditors; both of them classes whose admission to a claim on the estate re¬ quired the operation of the law of chances. A novelty in the law of England was introduced by this act, from the practice long known in Scotlandasthe “composition contract, by which the sanction of the bankrupt law is given to an engagement on the part of the bankrupt to pay, and on the Bank¬ ruptcy. B A N K R part of his creditors, to accept in full, a certain sum as a single and final dividend. A great revolution both in the judicial and administrative de¬ partment of the bankrupt law was begun by Lord Brougham’s Act of 1831 (1st and 2d Will. IV. cap. 56). One of its main features was the establishment of a separate tribunal in bankruptcy, and the substitution of a “fiat” instead of the old “ commission” issuing from the Court of Chancery. Another great feature in this measure was the appointment of “official assignees in connection with the court of bankruptcy, who as neutral stipendiary officers have charge of the property im¬ mediately on the bankruptcy, and see to its fair distribution among the creditors; while the “chosen assignee” in each estate, as the general representative of the creditors, finds it his function to make the estate collectively large, without reference to its division. The bankruptcy laws of England were consolidated in 1849, in an act consisting of 278 sec¬ tions (12th and 13th Viet. cap. 106). Again there was a change in the essential nomenclature. The “ fiat” was super¬ seded, an “ adjudication” substituted for it, and the relations of matters in order of time, of which the fiat was the crite¬ rion, came to be considered in relation to the petition for adjudication. Another and highly important arrangement completes a series of changes by which judicial inquiry and decision on the conduct of the bankrupt have gradually superseded the arbitrary votes of the creditors for treating him according as they might deem fitting, from the influ¬ ence of his conduct on their feelings or opinions. A public sitting is held on the allowance of the certificate, and the commissioner there hears creditors, giving weight to their statements and pleadings, but not acting under their votes. Should no creditors give opposition, there is still to be inquiry, “ and the court having regard to the conformity of the bankrupt to the law of bankruptcy, and to his con¬ duct as a trader before as well as after his bankruptcy, and whether the allowance of such certificate be opposed by any creditor or not, shall judge of any objection against allowing such certificate, and either find the bankrupt en¬ titled thereto and allow the same, or refuse or suspend the allowance thereof, or annex such conditions thereto as the justice of the case may require.” The form of the certifi¬ cate is calculated for still more emphatically bringing out this judicial determination of the bankrupt’s moral rank, by dividing certificates into three classes, first, second, and third. The alternatives are, “ and I farther certify that his bank- ruptcy has arisen from unavoidable losses and misfortunes, and that he is entitled to, and I do award him, this certificate as of the first class; or that his bankruptcy has not wholly arisen from unavoidable losses and misfortunes, and that he is entitled to, and I do award him, this certificate as of the second class ; or that his bankruptcy has not arisen from un¬ avoidable losses or misfortunes, and that he is only entitled to, and I do only award him, this certificate as of the third class.” This arrangement, adding to the judicial function of de¬ ciding on particular disputed points, that of fixing the charac¬ ter and position in life of the citizen, has not been long enough in force to let its effect be fully appreciated. From a return to the House of Lords in May 1853 of the num¬ ber of certificates granted to bankrupts since the Consolida¬ tion Act of 1849, it appears that of a total number of 1513 certificates which had then been granted, 416 were first, {19 second, and 378 third class certificates. There is said, however, to be much difference of opinion among the com¬ missioners as to the principle on which bankrupts should be classified; the first-class certificate being in many of the country districts given as a matter of course in all ordinary cases, while in London, certificates of the third-class have been awarded in ordinary cases, without any intention of conveying reflection or censure. The establishment of the court of bankruptcy consists of two lords justices, with five London commissioners, and VOL. iv. U P T C Y. 417 separate district commissioners in Manchester, Liverpool, Bank- Birmingham, Leeds, Bristol, Exeter, and Newcastle. There ruPtcy- are ten official assignees in London, and two or more in each district, and the court has an accountant with a staff of re¬ gistrars, clerks, and other subordinate officers. The main objects to which the vast amount of late legis¬ lation on bankruptcy has been directed, are the instanta¬ neous adjudication and publication of the debtq^s condition as a bankrupt at the moment when this becomes properly ne¬ cessary, the equally instantaneous or immediate transference of all his property into impartial and responsible hands, the effective management of the property, its conversion into cash with the greatest practicable rapidity, the detection, ex¬ posure, and, in flagrant cases, the punishment of any at¬ tempts by the bankrupt to conceal or withdraw property, or unduly to favour particular claimants, a rapid and impartial distribution of the funds, and finally, the restoration of the bankrupt to society, with a character in the commercial world adjusted to that of his conduct towards his creditors. It is still a matter of complaint, that if these objects be effected it is in a very costly manner, and that the multitudinous fees incurred sweep away the greater part of the estate in petty bankruptcies. The adoption of official assignees appears to have been the only measure which has met with unqualified approbation in the commercial classes, and in a “ Paper of Observations” laid before the House of Lords in 1853, in re¬ lation to a bill for extending the system to Scotland, the value of a control over elected assignees or trustees is shown in the statement, that “ these new public officers commenced their useful career under the able superintendence of the commissioners, by recovering, as they were empowered by the act, very large sums of money, amounting to four millions sterling, from the former assignees under old bankruptcies. For two millions and a half of that sum the official assignees found rightful owners; one million and a half nearly for which no owners can be found remain in the bank of England in¬ vested in three per cent, consols, and yielding about L.45,000 a-year.” The Irish bankruptcy system has been modelled on that of England, the changes of which it has followed from time to time. It was in the year 1771 that the system was first extended to that country, and the Irish statute importing it (11th and 12th Geo. III. cap. 8) is an exact repetition of the sections of various English statutes. It has been fol¬ lowed by several successive acts, and all were consolidated in 1849 by a measure immediately following the English act in the statute-book (12th and 13th Viet. cap. 107). There were formerly thirty commissioners to Ireland, but in 1836 one salaried commissioner was appointed, and another was added soon afterwards. The old phraseology is returned to, the lord chancellor issuing a commission, and there are two offi¬ cial assignees. The provisions for carrying out arrange¬ ments with their creditors by debtors who are not traders according to the English act of 1844, are incorporated in the body of the measure, and this seems to have created a doubt whether, since they are a portion of an act strictly ap¬ plicable to traders, they can be construed to include the class of debtors for whom they were after the example of the English act designed (see Clements On the Law of Bank¬ ruptcy in Ireland, p. 162). In the Irish act the distinction of certificates into three classes according to the later Eng¬ lish arrangements has not been followed. In Scotland the bankruptcy system, with the same general object as that of England, has a totally different machinery and nomenclature. That arrangement for the collection and distribution of a trader’s insolvent estate, which in Eng¬ land receives the name of bankruptcy, is there called “seques¬ tration;” and the term “bankrupt”—which, to have a proper legal signification, has the prefix “ notour,” or notorious—is comprehensively applied to persons, whether traders or not, whose insolvency has been rendered distinct and public, by 3 G * y > i v 418 Bank¬ ruptcy. BAN BAN legal steps for the enforcement of debts having advanced against them to a certain point—for instance, by a writ having been issued for imprisonment, or a permament at¬ tachment having been laid on property or effects. The earliest arrangement for something like an equitable ad¬ justment of the claims of conflicting creditors was a feature of the judicious policy of the revolution settlement, and dates from the year 1691. A system, however, peculiarly adapted, like that of England, to the estates of traders, was not adopt¬ ed until the year 1772; and, as it is obviously easier to enlarge than to contract the influence of legal nomenclature, it was necessary to abandon the use of the word bankruptcy, already possessed of a broader signification, and to confer on the narrower word “ sequestration” a new and wider meaning coextensive with the operation of the act. The sequestration system was revised in 1814 f54th Geo. III. cap. 13/), and again in 1839 (2d and 3d Viet. cap. 42). The act of 1839 is the leading sequestration act, though some of its operative clauses were altered by a third act in the year 1853 (16th and 17th Viet. cap. 53). The chief object of the amending act was to abbreviate the procedure, so that when the arrange¬ ments are satisfactorily conducted, the payment of the first dividend and the bankrupt’s discharge may take place in six months from the date of the sequestration. So far as it ap¬ plies to living debtors, the sequestration, like the English bankruptcy, attaches only the estates of traders or specu¬ lators; but, by the act of 1839, the estates of a deceased person may be sequestrated without reference to his occu¬ pation, and the process has been frequently adopted as a method of distributing estates liable to complicated claims. The sequestration issues from the Court of Session, whence it is remitted to the sheriff of the county, who to some extent fulfils the functions of the English commis¬ sioner. The system of official assignees is unknown in Scot¬ land. The estate passes first into the hands of the “interim factor,” and next into those of the “trustee,” who acts in the double capacity of administrator of the property, and judge in the first instance of the claims of the individual creditors. The interim factor, who was formerly elected, is by the act of 1853 judicially nominated. The trustee is still chosen by the creditors. His election often occasions a keen con¬ test, and the reports of decisions in the Court of Session show many instances in which such competitions are fruit¬ ful in litigation. The battle-ground of such a question is generally on the qualification of a creditor to give the vote which he has offered. It may be objected by the sup¬ porters of the opposing candidate, that the debt set forth is not a sufficient qualification for the vote, or that if it may be in itself a foundation for a vote, the statutory requisites have not been complied with in the method of stating it. It appears to have been the fundamental design of the sys¬ tem, that if a creditor complied with certain simple forma¬ lities and swore to his debt, he was to be admitted as a creditor for the preliminary operation of a vote, however baseless his debts might afterwards turn out to be in the fuller inquiry necessary to entitle him to a dividend. Credi¬ tors were thus to be taken at their word for the privilege of voting, provided they complied with the proper formalities. But whatever may have been the design of the founders of the system, the keenness of the aspirants for the office of trustee, and the practice of the courts of law, have together made the competitions little clusters of litigation about the debts of all the creditors who may have voted. In the act of 1853 the litigation is at all events limited to the inferior courts, and there are provisions intended to render the forms of claims less complex. A feeling has however arisen, especially among creditors out of Scotland, that the eagerness of these contests points to objects inconsistent with the impartial administration of the estate, and espe¬ cially to the interests of distant creditors who cannot easily take a part in them ; and it is maintained that such powers as those possessed by the trustee ought not to be committed to an officer who owes his election to the superior influence v- or tactics of a party among the creditors. On this and other grounds, there have lately been very urgent demands on the part of English merchants for a fun¬ damental alteration of the Scottish sequestration law, and its closer adaptation to the English system; and a bill to ac¬ complish this object was, at their instance, introduced by Lord Brougham in 1853. Undoubtedly there is no branch of the law where, on account of the universality of its in¬ fluence, international uniformity is more important, nor is there any where it is more easily obtained, since the whole system is statutory and administrational, and has been sub¬ ject to many changes in either end of the island. In Eng¬ land the nomenclature has been so frequently altered, that what was formerly a “commission” was lately a “fiat,’ and is now a “petition and adjudication,” while the same thing in Scotland is called the “interlocutor awarding sequestration.” There is much essential confusion in the totally different meaning of the word bankrupt in the two countries, and besides other nominal differences, such as that of “ assig¬ nee,” and “ trustee ;” what is termed “ proving” a debt in England is called “ ranking” it in Scotland, and the “ certi¬ ficate” of a bankrupt is called the “discharge” in a seques¬ tration. Almost every civilized country in the world possesses its code of bankruptcy, directed with more or less fulness to the objects which have been described as the aim of our own systems. In France a new bankruptcy law was inserted into the code of commerce in the year 1838. One funda¬ mental peculiarity of the system there has been already re¬ ferred to. The possession of a tribunal of commerce at the head of this, as of other departments of the mercantile law, is another peculiarity of the organization in that country. The faillite is declared by the court on the declaration which an insolvent stopping payment is bound to make to the re¬ gistrar, on application by creditors as in this country, or proprio motu of the court itself. The court appoints one of its own members judge-commissioner, to perform func¬ tions corresponding with those of the official assignee in England. Another officer called the syndic, who is com¬ pared to the English trade assignee, is also appointed by the court, whence all the operations in the French system issue. The creditors collectively have no selection of offi¬ cers, but they have, as in Britain, certain powers of general action for their common interests, as by adopting a concor¬ dat with the debtor, authorizing the business to be carried on, and the like. The portions of the code relating to this head have been made accessible to the English reader in a little work called The Law of France in relation to In¬ solvency and Bankruptcy, fyc., by Richard Miller, 1853. It has been mentioned above that a general bankruptcy system adopted by congress for the United States in 1841 was repealed in 1843, and each state in the union has now its own system. Bv BANKS, John, a dramatic writer in the time of Queen Anne, was bred to the law, and belonged to the society of Gray’s Inn; but he early quitted the study of the law for the service of the muses. He wrote several tragedies, which, though evincing considerable pathetic powers, have other¬ wise no great literary merit. One of these, the Alffon Queens, was acted, by Queen Anne’s command, in 1706. Banks, Sir Joseph, for upwards of forty years the distinguished president of the Royal Society of London, was born in Argyle Street, London, on the 1 t o e ruary 1743. He was the only son of Mr William Banks, a gentleman of considerable landed property, w rose a iei had derived his fortune principally from successful prac¬ tice as a phvsician in Lincolnshire, who had on one occa¬ sion been sheriff of that county, and had for some years represented Peterborough in parliament. The family was Banks. ban !t had for SCTeral w- lTVefr'TVTfeTR PfrtIcl[1!lr1s are known respecting the early life of Mr Banks, which was passed principally at Revesby hall, the seat of his father, in Lincolnshire. Hif eS tion was for some years intrusted to a private tutor. He was afterwards sent to Harrow school, and thence was re- moved to Christ s College, Oxford. He there made con- siderable proficiency in classical knowledge, but evinced at the same time a very decided predilection for the pur¬ suits of natural history Botany, in particular, was^he favourite occupation of his leisure houk The character of Linnaeus excited his admiration; and the fame of that il ustnous naturalist presenting itself to his youthful mind as the noblest object of emulation, he devoted himself with enthusiastic ardour and perseverance to the cultiva¬ tion of that fascinating science. An anecdote is told of his being on one occasion, so intent in exploring ditches uded ?P.ots ln search of rare plants, as to have ex- e;Vhe susPlclons of some countrymen, who, conceiving that he could have no innocent design, surprised him one day, while he lay asleep, exhausted with fatigue, and bi ought him as a thief before a magistrate, by whom, ed bm1^ " StnCt reStigation’ so™ hberat- neighbourhooT OCCaS,oned much amusement in the At the age of eighteen he lost his father, and thus suc¬ ceeded to an ample inheritance at a period of life when the attractions of pleasure too often operate with irresist¬ ible force. His attachments to science and to intellectual enjoyments were fortunately sufficiently powerful to ena¬ ble him to resist the fascination; and the noble bent of his ambition was happily fostered by the judicious con¬ duct of his mother, who added the effectual motive of her encouragement, and gave the best direction to his youth¬ ful energy. J Soon after the death of her husband, Mrs Banks re¬ moved with her family, consisting of her son and daugh¬ ter, from Lincolnshire, and was induced to fix her resi- ence at Chelsea, as a spot affording peculiar advantages or the pursuit of botany, in consequence of the numerous gardens in the vicinity, appropriated to the cultivation of curious plants of every description. The garden of Sir Hans Sloane, bequeathed by him to the company of apo- thecanes of London was among the number; and this, as well as the Chelsea Botanic Garden, and various nursery grounds in the neighbourhood, furnished our student with abundance of objects of research. will! TaS ;}b°ut th!s Period that he formed an acquaintance with Lord Sandwich, contracted while enjoying together trrr of Which they were both equally nnint 1^° ^ fr!en,fsblP of thls nobleman, afterwards ap- cm,rted ft °rr °f ^ admiralty> Mr Banks was, in the ot bl* llfe’ lndebted for essential aid in the fur- srfpmT °; hls numerous projects for the advancement of Sr C k"°?e?ge- .Mr Banks was no s™ner of age AT f e fitted the university, and undertook a voyage to exnlr rUnd find Tand tKe Labrador coast, for the purpose of brnno-hM the JJOtaiT of tbose unfrequented regions, and of nlf 10me from thence valuable collections, not merely Snh,tntS’ af° °f ,insects and other natural productions, at through the interest of Lord Sandwich, then moot l !Cat admiralty, he obtained from govern- areat nnt'6 t° lmbarb in the ship commanded by the ed to nh ga a Captain C°0k’ who had been commission- and to fulfill he^tranSlt ,°f Venus in the Pacific °cean, discovert^ USUal °bjeCtS °f a &eneral voyage of turnS th ^ PreParatl0»s mado by Mr Banks for present tliph ^eSt acco.unt the opportunities that might P esent themselves during the voyage were commensu- B A N 419 rate with the magnitude of the undertaking. He nro Bn t videdhimseJf wBh the best instruments for makin/aHSL JoseV kinds of observations, and for preserving specimens of natural history He prevailed upon Dr Solander, a dis! tinguished pupil of Linnaeus, who had lately become resi¬ dent in Lngland, and was zealously devoted to the pur suits ot science, to become his associate in this enterprise. He engaged draftsmen and painters to delineate all ob¬ jects of interest that did not admit of being transported oi preserved ; and also other persons whose services mieht in various ways be wanted in the execution of his de signs. The time we are speaking of forms a remarkable epoch in the history of science, as being that in which several contemporaneous expeditions for the promotion of scien¬ tific knowledge were made by the direction of the leading sovereigns of Europe. The one intrusted to Captain Cook lad for its object the alliance of navigation with astrono¬ my, from which the nation has since reaped such import¬ ant advantages. This was also the time when the em- prejs Catharme of Russia ordered extensive expeditions in biberia under the direction of the celebrated Pallas the primary object of which was also the observation of the transit of \ enus in that part of the world, but which gave occasion to the great advancement of natural his- ory, and the acquisition of magnificent collections of spe- cimens. It v/as also at this period that Bougainville was, y command of Louis XV., circumnavigating the globe accompanied by Commerson, to whom science is indebt¬ ed for such rich accessions of knowledge. But not the least among the valuable fruits of these researches ta been the lesson they have imparted to mankind, how much more imperishable is the glory that redounds to princes and to nations from such conquests in the unex¬ plored regions of science, than from the unprincipled ex¬ tensions of empire or the barbarous triumphs of the sword. Ihe voyages of Captain Cook, and the interesting dis¬ coveries that accrued from them, have so long been justly esteemed an important accession to the fame of our coun- try, that a portion of that reputation^nust be allowed to descend to all those whose exertions contributed to their success. Of this merit a considerable share must be ad¬ judged to Mr Banks, who brought home a splendid col¬ li , sPecimens> more particularly from Otaheite New Zealand, and Australia. e. 1 his voyage occupied three years of the life of Banks • and no sooner was he returned from it than, with una¬ bated ardour, we find him eager to undertake another of equal extent. He had engaged his passage in the second expedition under Captain Cook, and had made all the necessary preparations for embarking, when he was sudt denly obliged to relinquish his design in consequence of the conduct of Sir Hugh Palliser.who, he di “coveredf had been using all his influence with the admiralty to thwart his views, and frustrate the accomplishment of all 2t0tC \ Jt 18 due. ‘V-116 memory of Cook to state, that he took no part in this intrigue, but expressed his uniform friendship for Banks, and his deep regret at being deprived of his able co-operation. Disappointed in hi? hopes, Mr Banks immediately directed his efforts to the equipment of a ship at his own expense; and taking with him Dr Solander, Dr Lind, Von Troil, a Swedish naturalist, and others, who were to have been his companions in the second expedition with Captain Cook, he sailed for Ice- and in July 1772; and after exploring, during two months, that interesting region of volcanoes, he returned enriched with valuable specimens and still more valuable informa¬ tion respecting its productions. The island of Staffa, the existence of which was at that period scarcely known beyond the immediate neighbour- 420 banks. Banks, hood, was visited by our travellers on their way^o ice- ™^mtejy^ sirJoseph. Sir Joseph. iand, and its extraordinary groups of basaltic col Joseph Banks evinced an anxiety to diffuse over tracted much of their attention. The account ot the, ^ ^ of the globe the productions of other climates, together with the drawings taken on the sp , < .. ti1us he brought into Europe the seeds of the plants of rally communicated by Mr Banks to Pennant, or pu the South Sea Islands, as he had already distributed to tion among his works. I be information re cl ^ f , latter those of Europe. We are indebted to his ex- tion among nis woiks. " Tr -r -i „ was af- land was given to the world by M. Vonlroil, who was at terwards appointed bishop of Linkioping. e ^ But a great part of the knowledge «Sult.ng from he various travels of Mr Banks was commumca ed by htm from time to time, in papers to the Roya Soaetj of Lon , „ don, of which he had been elected a fellow in year inhabitants the benefits we ourselves have de- 1766, and admitted in the following year, P^v11 rfved from the potato they formerly furnished. ^ Ihe flax vovage with Captain Cook. He was a constant atte , , — xil.„ VaainraJ cmprinr in many on the meetings of that society, and took a very active nart in its proceedings. On the res,gnat,on of b.r John Prirnde in the year 1778, Mr Banks was elected prest- dentof the Royal Society, an honour which he continued to enjoy till h'Jdeath. A fierce dispute having ari*en speciing the superiority of pointed over blunt conducto for lightning, it would appear that Sir John 1 ringle ia the id fortune to differ in opinion from the men ^ in power at court, who, to flatter the prejudices of the sove¬ reign, arrayed themselves in opposition to the discoveries of Franklin, which, emanating from America, were sup¬ nosed to have necessarily a revolutionary character, it was in vain that the honest president of the Roya o- .v r^, ^ oftPr no moiestation to the ves ciety made an humble representation that Je prerog^- 11 ed in the expedition of discovery under Captain tives of his office did not extend to he control of he laws ^ the COntrary, to furnish them with every re- the latter those of Europe. We are indebted to his ex¬ ertions for many of the beautiful plants which adorn our gardens and shrubberies. The sugar-cane of Otaheite was by him transplanted into the colonies; and the bread- fruit tree of the Pacific was introduced into the tropi¬ cal soil of America, destined perhaps to repay m a future ^ ' wooKroc have de- The flax nvea irom me yuuai-u -y i; brought from New Zealand, superior in many of its quali¬ ties to that of Europe, is among the presents he has made us The black swan and the kangaroo are a™ong the animals from Australia, for the introduction of which into this country we are indebted to Sir Joseph Banks. The establishment of the British colony in New South Wales was one of the results of the expedition of Captain Cook, to which the exertions of Sir Joseph Banks mainly contributed; and who will venture to predict the impor - ant consequences this event may have on the future des¬ tinies of that vast continent ot which it forms a part. At the commencement of the American war the trench kino-, Louis XVI., had issued general orders to his officers ^ . ii. rt' - o+inn tn trip VPfs- of nature ; superior influence compelled him to retne from a situation which he could not retain with honour amidst the angry passions called forth during these philosophical polemics. His successor was more fortunate, and enjoye during his whole life the favour of the court; in proof of which the title of baronet was conferred upon him in the vpar 1781 In 1795 Sir Joseph Banks obtained also fiom his majesty the order of the bath; and in 1797 he was membCT of the pnvycc.no, Cook, but, on the contrary, to furnish then, with every re- qiiisite assistance in the prosecution of their objects, b Joseph Banks, in the spirit of generous reciprocity, exert¬ ed himself successfully to obtain, that a perpetual immu¬ nity from the evils of war for those engaged in scientific enterprises should be recognised, as it now is, as one of the laws of civilized warfare. This virtuous principle, which forms an honourable exception to the demoralizing tendency of national animosities, was adhered to in t e _ .i:*:™ wP T.a Pprmisp. orders being sent appointed a member of the privy council. does “ot {he expedition of La Perouse, orders being sent appear, however, that he mingled much in pol tics, though government, in time of war, to make every he occasionally gave his opinion, when uRed such by R.e J the fate of that unfortunate navigator, questions of public interest as involved subjects of s \ J , 1 id tbat might be required, in case the Le. But to the honour of S,r Joseph Banks , ougH discovered. After the disastrous ter survivors should" be discovered. After the disastrous ter- certainiy lu ue iccAjiut-w, v.....,, . , mination of the expedition under D Entrecasteaux, t e his solicitude to retain the full influence he enjoyed with mination trie e p _ , . tn pprtainlv to be recorded, that, whilst he was unremitting in hts sStude .0 retain ’the full influence he enjoyed w,.h —^fTIbSS^eto^apt^ed and brought to those in power, he never made that influence subse e England Sir Joseph Banks exerted himself successfully - selfish ambition, and invariably ex- S’? J P , deliverv, untouched, to the French those in power, tie never maue uiat —Fnifland Sir Joseph Banks exertea nimseu to the purposes of a selfish ambition, and invariably ex- ^^^P and delivery, untouched, to the French erted it for the promotion of scientific objects, and the ‘ ent His motive for abstaining from the mspec- encouragement of those who pursued them. He mat e g contents was, as he expressed in a letter to the most generous use of his library and collections, which t o f t^ ^ of that knowledge, to the acquisition were always open to every inquirer of respectability. T • b g0 eminent a botanist had devoted the best years ample fortune enabled him to supply pecuniary assistance ^ sbould beCome alienated from its rightful owner, to useful works and enterprises; and, what was often as different occasions collections addressed to the effectually serviceable, he freely gave to those who sought ^ .^Xsels of Paris, and captured by British pri- ... - ^ — vateerg were in uke manner restored and forwarded to th^[r ^osq)h^Banks continued to fill the honourable office of president of the Royal Society, the just reward of his ardent zeal and unwearied exertions in the cause of science, for a period of more than forty years; enjoying he cor espondence and confidence of most of the disUn- gulshed men of learning of this -d other nabons H name was enrolled amongst the associates of almost evorj academy and learned society m Europe. His house and his table were ever open for the reception ^ eptertain ment of the leading members of ^f^jn^nt/with of foreigners eminent for their scientific attainments, w t that spirit of liberality which is so conducive to the ix i of interests and co-operation of effort®re^ t of gucb a successful cultivation of knowledge. it the benefit of his counsel and experience As proofs of the unreserved manner in which he com¬ municated the scientific treasures he had amassed to those capable of making a proper use of them, many works on natural history may be mentioned which have been en¬ riched by the information derived from these collections, and which even owe their existence to the encouragement thus afforded to their authors. It was by their aid that the celebrated Fabricius was enabled to prosecute his ex¬ tensive entomological researches. Broussonnet availed himself largely of Sir Joseph Banks’s specimens of fishes for his work on ichthyology. Botanists, in particular, de¬ rived the greatest assistance from the stores of his herba¬ rium. From this source it was that Gaertner obtained the most valuable materials for his excellent history of fruits and seeds. The admirable work of Mr Robert Brown, On the Plants of New Holland, was conducted under the im- BAN Banks centre of union has often led to the destruction of that har- II mony which should ever characterize men engaged in a com- ^ j mon pursuit, calculated to raise them above vulgar passions ; and the want of such harmony has always proved highly detrimental to the interests of science. ^Notwithstanding the liberality that marked the conduct °1 „ Joseph Banks in his intercourse with men of science of all countries, he had many bitter enemies; and his memory, soon after his death, was assailed by virulent invective. Yet his name will ever be remembered with gratitude by the friends of science, whom he benefited while living, and for whose use he bequeathed to the British Museum his books and botanical collections, under the care of that most distin- guished botanist Mr Robert Brown. It is, however, not a little singulai that, among the whole of his bequests, there is not one in favour of that society over which he had presided for above forty years, and from his connection with which he derived so much of the lustre which encom¬ passed him ; it would almost seem, indeed, as if he wished to be forgotten by them, since there is not a single syl¬ lable in his will expressive of his own recollection of that society. Sir Joseph Banks was married, but had no family. Dur¬ ing many of the latter years of his life he was a great suf¬ ferer from the gout, which almost totally deprived him of the use of his feet and legs. He died at his house in Soho Square, on the 19th of March 1820, at the age of 77. He was succeeded in the chair of the Royal Society for the re¬ mainder of the year by Dr Wollaston, and, at the ensuing anniversary, by Sir Humphry Davy, names that will ever re¬ main illustrious in the annals of science. The only authen¬ tic particulars that have been yet published respecting the life of Sir Joseph Banks are contained in the Eloge by Cu¬ vier, which was read to the Royal Academy of Sciences at Paris on the 2d of April 1821, and published in the fifth vo¬ lume of the Memoirs of that academy. (p. m. r.) Banks, Thomas, an English sculptor, whose fame rests chiefly on his “ Caractacus taken prisoner to Rome “ Achilles mourning the loss of Briseisand the monu¬ ment to the memory of Sir Eyre Coote in Westminster Abbey. He died in 1805, at the age of 70. See Sculpture. BANKS’S ISLAND, an island of New Zealand, of a circular form, about 60 miles in circumference, and visible at the distance of 12 or 15 leagues. It is of a broken irre¬ gular surface, and presents a barren appearance, though it is inhabited. It is 15 miles from Tavai-Poenammoo. The south point lies in Long. 186. 30. W\ Lat. 43. 32. S. BANN, aconsiderable river of Ireland, rising in theMourne Mountains, traversing Lough Neagh, and flowing into the Atlantic. It is commonly described as two rivers separated by Lough Neagh. The upper Bann has a N.W. course from its source to Lough Neagh, and is navigable for ves¬ sels of 50 tons to its junction with the Newry canal, a little above Portadown. The lower flows in a northern direc¬ tion, and is navigable up to Coleraine for vessels of 200 tons ; but the bar at its mouth renders it difficult of access in rough weather. Measured in a direct line, the upper Bann is about 35 miles long, and the lower 30 miles. BANNER, denotes either a square flag, or the principal standard of a prince or state. We find a multiplicity of opinions concerning the etymology of the word banner ; some deriving it from the Latin bandum, a band or flag; others from the word bann, to summon the vassals to ap¬ pear in arms ; others, again, from the German ban, a field or tenement, because landed men alone were allowed a ban¬ ner ; a,nd finally, there are persons who think it a corrup- tion of panniere, from pannus, cloth, because banners were originally made of cloth. i an ancient order of knights, or feudal ords, who led their vassals to battle under their own flag or ban banner, when summoned by the king. Bannerets are also called by ancient writers milites vexilliferi, and vexillarii banerarii, bannarii, banderisii, &c. Anciently there were two kinds of knights, great and little ; the first, called bannerets, composed of the upper, and the second, called bachelors, of the middle nobility. The banneret was allowed to march under his own flag, whereas the bachelarius eques followed that of another. Banneret, according to Spelman, was a middle order be¬ tween a baron and a simple knight. Hence he was some¬ times callen vexillarius minor, to distinguish him from the greater, that is, from the baron, to whom alone properly be¬ longed jus vexilli, or privilege of the square flag. Hence the banneret was also called bannerettus, quasi baro minor; a word frequently used by English writers in the same sense as banneret was by the French, though neither of them occur before the time of Edward II. Some are of opinion that bannerets were originally per¬ sons who had a portion of a barony assigned them, and en¬ joyed it under the title of baro proximus, with the same prerogatives as the baron himself. Others, again, find the origin of bannerets in France, in Britanny, or in England ; attributing the institution to Conan, lieutenant of Maximus, who revolted with the Roman legions in England, and de¬ prived Gratian of the empire, A. r>. 383. According to them, he divided England into forty cantons, and among these cantons distributed forty knights, to whom he gave power of assembling, on occasion, under their several banners, as many effective men as were to be found in their respective districts; whence they are called bannerets. It appears, however, from Froissart and others that, anciently, such of the military men as were rich enough to raise and subsist a company of armed men, and had a right to do so, were called bannerets ; not, however, that these qualifications rendered them knights; they were only bannerets, and the appella¬ tion of knight was added because they were simple knights before. Bannerets were second to none but knights of the garter. They were reputed the next degree below the nobility, and were allowed to bear arms with supporters. In France, it is said, the dignity was hereditary ; but in England it died with the person who gained it. On the institution of baro¬ nets by King James I. the order dwindled, and at length became extinct. The last banneret created was Sir John Smith, who received the dignity after Edgehill fight, for his gallantry in rescuing the standard of Charles I. BANNISTER, John, one of the most eminent come¬ dians of the British stage, was born in London in 1760. After a distinguished and honourable career, in 1815 he left the stage, and enjoyed in his retirement the esteem and admiration of all who had the pleasure of his acquaintance. His death took place on the 8th November 1836. BANNOCKBURN, a village of Scotland, on the Ban¬ nock, an affluent of the Forth, three miles south of Stirling. In 1851, its population amounted to 2627, principally employed in the manufacture of tartans and carpets. Here, on the 24th of June 1314, was fought the memorable battle of Ban¬ nockburn, which secured the independence of Scotland, and established Bruce upon the throne. A fragment of the “bore stone” in which the royal standard was placed, is still to be seen, protected from the depredations of strangers by an iron frame-work. At Sauchieburn, in the neighbourhood, James III. was defeated by his subjects in 1488. See Scotland. BANQUETING Room or House. The ancient Romans supped in the atrium, or vestibule, of their houses; but in after-times magnificent saloons or banqueting-rooms were built, for the more commodious and splendid entertainment of their guests. Lucullus had several of these, each distin¬ guished by the name of some god; and there was a particular rate of expetise appropriated to each. Plutarch relates with 421 Bannister II Banquet¬ ing. 422 BAN Bantam what magnificence he entertained Cicero and Pompey, who T, " went with a design to surprise him, by only telling a slave Bapaome. wj)0 wajte(j? t}iat the cloth should be laid in the Apollo. The Emperor Claudius, among others, had a splendid banqueting- room named Mercury. But everything of this kind was outdone by the lustre of the celebrated banqueting-house ot Nero, called domus aurea, which, by the circular motion o its partitions and ceilings, imitated the revolution ot the heavens, representing the different seasons of the year, which changed at every service, and showered down flowers, es¬ sences, and perfumes, on the guests. . . c BANTAM, a decayed town of Java, formerly capital ot a district of the same name, at the north-western extremity of the island, situated on the Bay of Bantam, near the mouth of a river which falls into the bay. It was once a large, rich, and flourishing city, but now exhibits nothing except ruins, the memorials of its departed greatness. It is about hi mi es west from Batavia, and is situated on a low, swampy beach, surrounded by jungle, and intersected with stagnant streams, so that its climate is even more unhealthy than that ot 15a- tavia. After Batavia surrendered to the British arms in 1 oil, this kingdom was in a state of great distraction, the British government of Batavia accordingly interfered in favour of the rightful heir, and restored him to the throne. In former times Bantam was a free port, open to the commerce of all nations. In 1683 the trade was monopolized by the Dutch, who erected Fort Spielwyk, to shut out all other merchants. This odious policy excited great discontents among the people, who were always the bitter enemies of the Dutch ; but they were unable to shake off the yoke of their oppressors, who, about the year 1742, had succeeded in completely establish¬ ing their authority. The Bay of Bantam was formerly a commodious retreat for vessels; but it is now so choked up with daily accessions of new earth washed down from the mountains, as well as by coral shoals extending a consider¬ able way to the eastward, that it is inaccessible to vessels ot any considerable burden. Prior to the Dutch conquest, Bantam was a powerful state, the sovereign of which ex¬ tended his conquests in the neighbouring islands of Borneo and Sumatra. It was abandoned by the Dutch in 1817, for the more elevated station of Ceram, seven miles inland, and it is now a miserable village. Long. 106. 3. E. Lat. 6. 4. S. • B ANTRY, a small seaport of Ireland, on Bantry Bay, in Lat. 51. 39. N. Long. 9. 24. W. The trade of this port, formerly considerable, is now almost confined to the expoit- ation of grain. The pilchard fishery was once very produc¬ tive, but that fish has deserted the coast. The population, which in 1831 was 4276, had decreased in 1851 to 2935. Bantry Bay, an inlet of the sea, on the S.W. coast of Ireland, in the county of Cork, about twenty-five miles long by four to six broad, having from ten to thirty or forty fathoms of water, surrounded by high mountains, and in¬ dented by creeks and inlets. It affords a very fine harbour forshipping, andcontains two small islands, Bear and Whiddy. In 1796 a French fleet anchored here with a view of invad¬ ing Ireland, and landed eight men, who were, immediately taken prisoners. The fleet soon after left the coast. Long. 9. 24. to 9. 45. E. Lat. 51. 30. to 51. 40. N. BAOBAB {Adansonia digitatd), the largest of trees, measuring sometimes thirty feet in diameter; but its height is not in proportion. It inhabits the western side of Africa, and is cultivated in Egypt and Abyssinia. The largest are at Senegal. BAPAUME, a fortified town in France, capital of a can¬ ton in the department of Pas de Calais, 15 miles S.S.E. of Arras. It is neat and well built, has a parish church, hos¬ pital, communal college, and a fountain supplied with water by an artesian well. Its manufactures of lace, woollens, cottons, and fine thread, are considerable. Pop. 2973. Baptist BAP BAPHOMET, the imaginary symbol or idol which the Baphomet Templars were accused of worshipping in their secret rites. See Templars. The term is supposed to have been a cor- ruption of the name Mahomet. On this subject, the learned Von Hammer has written a dissertation, in which he revives the old charge against the Templars. The word, according to his interpretation, signifies the baptism of Metis or of fire. This was replied to by M. Raynouard, in the Journal des Savans, March 1819. BAPTISM, in matters of religion, the ceremony or sa¬ crament by which a person is initiated into the Christian church. The word is drived from the Greek fiatfrity, a frequentative form of (3a for the first two ages, was ever admitted to Christian baptism. They own, however, that pasdobap- tism afterwards came in, upon the opinion that baptism was necessary to salvation. But Yossius, Dr Forbes, Dr Hammond, Mr Walker, and especially Mr Wall, who has exactly considered the testimony and authority of almost every ancient writer who has said any thing upon this subject, endeavour to evince that infants were baptized even in the aposrtolical age; and it is certain that Ter- tullian pleads strongly against giving baptism to infants ; which at least show's that there was some such practice in^his age,^though he disapproved of it. But the ordinary rhfdpTmpn k ^ Pro<;uring ltl was impracticable, ex- from Judaism and Gentilism, who, before they could be tt„ Some frw „f fl! f’6, b°peS 0t' eter”al Salva- admitted t0 ba!’tism’ «« obliged to spend some time in tion. borne few of them, indeed, are prettv severe unon tho statP nf „ *1:^. 1 p , •1 mf 1.n tmn. Some few of them, indeed, are pretty severe upon infants dying without baptism; and others seem also, in general terms, to deny eternal life to adult persons dying unbaptized. But when they interpret themselves, and speak more distinctly, they make some allowances, and specially except several cases in which the want of bap¬ tism may be supplied by other means. Such is mar¬ tyrdom, which, commonly goes by the name of “ second baptism in men s own blood” in the writings of the ancients, because of the power and efficacy it was thought to have in saying men by the invisible baptism of the Spirit, with¬ out the external element of water. Faith and repentance were also esteemed a supplement to the want of baptism, in such catechumens as died whilst they were piously pre- panng themselves for baptism. Constantly communicating with the church was also thought to supply the want of very flagrant crimes had been committed, baptism to persons who had been ndmiti-fwl tn 1,-. *ko -r- .1 , , , ’ , . — w me want ui baptism to persons who had been admitted to communion on a presumption of their having been duly baptized, though the contrary afterwards appeared. For infants f ying without baptism, the case was thought more dan- gerous; as here, no personal faith, repentance, or the 1 e, could be pleaded, to supply the defect, and to wash away original sin. On this account, they who spoke most favourably of them, as Gregory Nazianzen, and Severus, bishop of Antioch, only assigned them a middle state, neither in heaven nor hell. But the Latins, as St Augus¬ tin, Tulgentius, Marius Mercator, and others, who never the state of catechumens, to qualify them for making their professions of faith and a Christian life, in their own per¬ sons; for, without such personal professions, there was 01 dinarily no admission of them to the privilege of bap- tism. Ihose baptized in their sick beds were called c/i- nici, and held in some reproach, as not being reputed good Chiistians; and hence we meet with several censures of clinic baptism in councils and ecclesiastical writers. But this clinic baptism was not sufficient to qualify the person, in case of recovery, for ordination. Some had their baptism put off by way of punishment, when they fell into gross and scandalous^ crimes, which were only to be expiated by a long course of discipline and repentance. This sometimes included five, ten, twenty, or more years; in particular cases the whole of life to the very hour of death, when VPTV flaornrit Privrmc horl . j In the earliest ages of the church, there was no stated time or place for the reception of baptism. Afterwards, Faster, Whitsuntide, and Epiphany, became solemn sea¬ sons, out of which baptism was not administered, except in cases of necessity. The catechumens who were to re¬ ceive it at these times were called competentes; and it is to these that St Cyril addresses his catecheses. In the apostolical age, and some time after, before churches and baptisteries were generally erected, they baptized in any place where they had convenience; for example, John baptized in Jordan, Philip baptized the eunuch in the V 424 baptism. Baptism, wilderness, and Paul baptized the jailer in his own house. ^But in after-ages baptisteries were built adjoining to the churches; and then rules were made that baptism s'10^lcl ordinarily be administered nowhere except in these build¬ ings. Justinian, in one of his novella, refers to ancien laws appointing that none of the sacred mysteries 0 church should be celebrated in private houses. Men might have private oratories for prayer in their ow houses; but they were not to administer baptism or the eucharist in them, unless by a particular license from the bishop of the place. Such baptisms are frequently con¬ demned in the ancient councils, under the name craga^- rtff/jMra, baptisms in private conventicles. As to the attendant ceremonies and manner of baptism in the ancient church, the person to be baptized, if an adult, was first examined by the bishop or officiating priest, who put s-mie questions to him ; as, first, whethe he abjured the devil and all his works, and, second y, whether he gave a firm assent to all the articles of Bie Christian faith ; to each of which he answered in the affir¬ mative. If the person to be baptized was an infant, these interrogatories were answered by his sponsores or god¬ fathers? Whether the use of sponsors was as old as the days of the apostles is uncertain ; the probability is it was not, since Justin Martyr, speaking of the method and form of baptism, says not a word of them. After the questions and answers, followed exorcism, the manner and end of which was this : The minister laid his hands on the per¬ son’s head, and breathed in his face, implying thereby the driving away or expelling of the devil, and preparing the convert for baptism, by which the good and holy spirit was to be conferred upon him. After exorcism followed baptism itself. And, first of all, the minister, by prayer, consecrated the water for that purpose. Tertulhan says, “ any waters may be applied to that use; but then Cou must be first invocated ; on which the Holy Ghost present¬ ly comes down from heaven, and moves upon them, and sanctifies them.” The waters having been consecrated the person was baptized “ in the name of the bather, and of the Son, and of the Holy Ghost;” by which “ dedica¬ tion of him to the blessed Trinity, the person, says Clemens Alexandrinus, “ is delivered from that corrupt trinity, the devil, the world, and the flesh. In perform¬ ing the ceremony of baptism, the usual custom, except in clinical cases, or where there was scarcity of water, was to immerse the whole body. Thus St Barnabas, describing a baptized person, says, “ We go down into the water full of sin and filth, but we ascend bearing fruit in our hearts.” And this practice of immersing the whole body was so general, that we find no exception made from respect either to the tenderness of infants or the bashfulness of the other sex, unless jn case of sick¬ ness or disability. But, to prevent any indecency, men and women were baptized apart; to which end, either the baptisteries were divided into two apartments, one for the men, the other for the women, as Bingham has ob¬ served ; or the men were baptized at one time and the women at another, as is shown by Vossius, from the Ordo Romanus, Gregory’s Saeramentarium, and other authori¬ ties. Add to this, that there was anciently an order of deaconesses, one part of whose business was to assist at the baptism of women. These precautions, however, ra¬ ther indicate a scrupulous attention to delicacy, than im¬ ply any indecency in the circumstance of immersion itself. From the circumstance of candidates being immersed, however, there is no reason to infer that immersion was made in a state of nudity. The present Baptists never baptize naked, though they always immerse. After im¬ mersion followed the unction ; by which, according to St Cyril, was signified that they were now cut off from the wild olive, and were ingrafted into Christ, the true olive tree ; or else to show that they were now to be champions for the gospel, and were anointed thereto, as the old ath- letae were for their solemn games. With this anointing was joined the sign of the cross, made upon the forehead of the person baptized; which being done, he had a white garment given him, to denote his being washed from the defilements of sin, or in allusion to that of the apostle, “ As many as are baptized in Christ have put on Christ. From this custom the feast of Pentecost, which was one of the annual seasons of baptism, came to be called White- sunday or Whitsunday. The garment in question was afterwards laid up in the church, that it might be an evi¬ dence against such persons as violated or denied that faith which they had owned in baptism. When the baptism was performed, the person baptized, according to Justin Martyr, “ was received into the number of the faithful, who then sent up their public prayers to God for all men, for themselves, and for those who had been baptized.. . The ordinary ministers, who had the right of adminis¬ tering this sacrament, that is, of applying the water to the body, and pronouncing the formula, were presbyters or bishops ; but on extraordinary occasions laymen were ad¬ mitted to perform the same. The present form of administering baptism in the church of Rome is as followsWhen a child is to be baptized, the persons who bring it wait at the door of the church for the priest, who comes thither in his surplice and purple stole, attended by his clerks. He begins with questioning the godfathers, whether they promise, in the child’s name, to live and die in the true Catholic and Apostolic faith, and what name they would give the child. Then follows an exhortation to the sponsors; after which the priest, calling the child by its name, asks, “ What dost thou demand of the church?” The godfather answers, “ Eternal life.” The priest proceeds : ‘‘ If you are desir¬ ous of obtaining eternal life, keep God s commandments, thou shalt love the Lord thy God,” &c.; after which he breathes three times in the child’s face, saying, “ Come out of this child, thou evil spifit, and make room for the Holy Ghost.” Then he makes the sign of the cross on the child’s forehead and breast, saying, “ Receive the sign of the cross on thy forehead and in thy heart;” upon which, taking off his cap, he repeats a short prayei, and laying his hand gently on the child’s head, repeats a se¬ cond prayer; then he blesses some salt, and putting a little of it into the child’s mouth, pronounces these words, “ Receive the salt of wisdom.” All this is performed at the church door. The priest, with the godfathers and godmothers, coming into the church, and advancing to¬ wards the font, repeat the apostles’ creed and the Lord s prayer. Arrived at the font, the priest exorcises the evil spirit again; and taking a little of his own spittle, with the thumb of bis right hand rubs it on the child s ears and nostrils, repeating, as he touches the right ear, the same word, Ephatha, be thou opened, which our Saviour made use of to the man born deaf and dumb. Lastly, they pull off its swaddling-clothes, or strip it below the shoul¬ ders, during which the priest prepares the oil. The spon¬ sors then hold the child directly over the font, observing to turn it due east and west; whereupon the priest asks the child, “ whether he renounces the devil and all nis works and the godfather having answered in the affirm¬ ative, the priest anoints the child between the shoulders in the form of a cross ; then taking some of ^ consecrat¬ ed water, he pours part of it thrice on the childs head, at each perfusion calling on one of the persons 0 0 y Trinity. The priest concludes the ceremony of baptism with an exhortation. It may be added, that the Romish church allows midwives, in cases of danger, to baptize a B A P T I S M. baptism, cliild before it comes entirely out of its mother’s womb; but it is to be observed, that as some part of the body of the child must appear before it can be baptized, it is bap¬ tized on that which first appears: if it be the head, it is not necessary to rebaptize the child; but if only a foot or hand appears, baptism must be repeated. A still-born child thus baptized may be buried in consecrated ground. The Greek church differs from the Homish as to the rite of baptism, chiefly in performing it by immersion, or plunging the infant all over in the water. The forms of administering baptism among us being too well known to require a particular description, we shall only mention one or two of the more material differences between the form as it stood in the first liturgy of King Edward, and that in the English Common Prayer Book at present. First, the form of consecrating the water did ' not make a part of the office in King Edward’s liturgy, as it does in the present, because the water in the font was changed and consecrated but once a month. The form itself likewise was something different from that now used, and was introduced with a short prayer, that Jesus Christ, upon whom (when he was baptized) the Holy Ghost came down in the likeness of a dove, would send down the same Holy Spirit, to sanctify the fountain of baptism ; which prayer was afterwards left out at the second review. By King Edward’s first book the minister was required to dip the child in the water thrice; first, the right side; secondly, the left; and, lastly, the face toward the foot. This triple immersion was a very ancient practice in the Christian church, and used in honour of the Holy Trinity; though some later writers say that it was done to repre¬ sent the death, burial, and resurrection of Christ, together with his three days’ continuance in the grave. But after¬ wards, when the Arians made an improper use of it, per¬ suading the people that it denoted a distinct substantiality of the three persons in the Trinity, the orthodox left it off and used only one single immersion. By the first common prayer of King Edward, after the child was baptized, the godfathers and godmothers were to lay their hands upon it, and the minister was to put on him the white vestment, commonly called the chrysome, and to say, “ Take this white vesture as a token of the innocency which, by God’s grace, in this holy sacrament of baptism, is given unto thee, and for a sign whereby thou art admonished, so long as thou livest, to give thy¬ self to innocence of living, that after this transitory life thou mayest be partaker of the life everlasting.” As soon as he had pronounced these words he was to anoint the infant on the head, saying, “ Almighty God, the fa¬ ther of our Lord Jesus Christ, who hath regenerated thee by water and the Holy Ghost, and hath given unto thee remission of all thy sins, may he vouchsafe to anoint thee with the unction of his Holy Spirit, and bring thee to the inheritance of everlasting life.” The custom of sprinkling children instead of dipping them in the font, which at first was allowed in case of the weakness or sickness of the infant, has so far prevailed that immersion is now quite excluded. What principal¬ ly tended to confirm the practice of affusion or sprink¬ ling was, that several of our Protestant divines flying into Germany and Switzerland during the bloody reign of Queen Mary, and returning home when Queen Elizabeth came to the crown, brought back with them a great zeal for the Protestant churches beyond sea where they had been sheltered and received; and having observed that at Geneva and other places baptism was administered by sprinkling, they thought they could not do the church of England a greater piece of service than by introducing a practice dictated by so great an authority as Calvin. This, together with the coldness of our northern climate, was yol. iy. 425 what contributed to banish entirely the practice of im- Baptism, mersing infants in the font. The different notions which have been entertained con¬ cerning the effects of baptism, it would be endless to enu¬ merate. The Remonstrants and Socinians reduce baptism to a mere sign of divine grace. The Romanists, on the contrary, exalt its power, holding, that thereby all sin is entirely taken away by it; that it absolutely confers jus¬ tification, and consequently grace ex opere operato. Some also speak of an indelible character impressed on the soul by it, called character dominicus, and character regius; but others hold this a mere chimera, maintaining that the spiritual character conferred in regeneration may easily be effaced by mortal sins. Dodwell contends that it is by baptism that the soul is made immortal, and that those who die without it cannot rise again; but he limits this effect to episcopal baptism alone. From the effects ordi¬ narily ascribed to baptism, even by ancient writers, it would seem that the ceremony is as much of heathen as Jewish origin, since Christians do not restrain the use of it, like the Jews, to the admission of new members into the church, but hold, with the heathens, that it contains a virtue for remitting and washing away sins. The Brah¬ mins are still said to baptize with this latter view at cer¬ tain seasons in the river Ganges, to the waters of which they ascribe a cleansing or sanctifying quality; and hence it is that people flock from all parts, even of Tartary, in expectation of being thus eased of their load of sins. But in this point many Christians seem to have gone be¬ yond the folly of the heathens. It was only the smaller sins of infirmity which these latter held to be expiable by washing; for crimes of a blacker dye, they allowed, no water could efface, no purgation discharge them. The Christian doctrine of a total remission of sins by baptism could not fail, therefore, to scandalize many amongst the heathen, and furnished the apostate Julian with an occa¬ sion for ridiculing Christianity itself: “ Whoever,” says he, “ is guilty of rapes, murders, sacrilege, or any abominable crime, let him be washed with water, and he will become pure and holy.” In the ancient church, baptism was frequently confer¬ red on Jews by violence ; but the church itself never seems to have allowed of force on this occasion. By a canon of the fourth council of Toledo, it is expressly forbidden to baptize any one against his or her will. That which looks most like force in this case is to be found in two orders of Justinian; one of which appoints the heathen, and the other the Samaritans, to be baptized, with their wives and children and servants, under pain of confiscation. By the ancient laws, baptism was not to be conferred on image- makers, stage-players, gladiators, aurigcc or public drivers, magicians, or even strolling beggars, until they quitted such professions. Slaves were not allowed the privilege of baptism without the testimony and consent of their mas¬ ters ; excepting the slaves of Jews, heathens, and here¬ tics, who were not only admitted to baptism, but, in conse¬ quence of the rite, had their freedom conferred on them. Baptism by Fire, spoken of by John the Baptist, has given rise to much conjecture. The generality of the fathers held that believers, before they enter paradise, must pass through a certain fire, which is to purify them from all pollutions remaining unexpiated. But some, with St Basil, understand it of the fire of hell; others, of that of tribu¬ lation and temptation; while a few, with St Chrysostom, will have it to denote an abundance of graces. Some suppose it to mean the descent of the Holy Ghost on the apostles, in the form of fiery tongues ; others maintain, that the word fire here is an interpolation, and that we are only to read the text, “ He that shall come after me will bap¬ tize you with the Holy Ghost.” 3 H 426 BAP BAP Baptism. The ancient Selucians and Hermians, understanding the passage literally, maintained that material fire was neces¬ sary in the administration of baptism. But we do not find how or to what part of the body they applied it, or whether they were satisfied with obliging the person bap¬ tized to pass through the fire. Valentinus rebaptized all who had received water-baptism, and conferred on them the baptism of fire.1 Heracleon, cited by Clemens Alex- andrinus, says that some applied a red-hot iron to the ears of the person baptized, as if to impress some mark upon him. . .. Baptism of the Dead, a custom which anciently prevail¬ ed among some people in Africa, of giving baptism to the dead. The third council of Carthage speak of it as a thing which ignorant Christians were fond of. Gregory Nazian- zen also takes notice of the same superstitious opinion pi e- vailing among some who delayed to be baptized. In his address to this kind of men, he asks, whether they stayed to be baptized after death. Philastrius also notices it as the general error of the Montanists or Cataphrygians, that they baptized men after death. The practice seems to have been grounded on a vain opinion, that when men had neglected to receive baptism in their life-time, some compensation might be made for this default by receiving it after death. i . . Baptism of thp dead was also a sort of vicarious bap¬ tism, formerly in use, when, in the case of a person dying without baptism, another was baptized in his stead., rhis, St Chrysostom tells us, was practised among the Marcionites with a great deal of ridiculous ceremony. \\ hen a catechu¬ men happened to die, they hid a living man under the bed of the deceased : then coming to the dead man, they asked him whether he would receive baptism ; and he making no reply, the other answered for him, and said he would be baptized in his stead ; and so they baptized the living foi the dead. Epiphanius assures us the like was also prac¬ tised amongst the Corinthians. This practice they pretend¬ ed to found on the Apostle’s authority, alleging that text of St Paul for it, “ If the dead rise not at all, what shall they do who are baptized for the dead ?” a text which has given occasion to a great variety of different systems and explications. Vossius enumerates no less than nine different opinions among learned divines concerning the sense of the phrase, being “ baptized for the dead. Hypothetical Baptism was that formerly administered in certain doubtful cases, with the formula, “ If thou art baptized, I do not rebaptize ; if thou art not, I baptize thee in the name of the Father,” &c. This sort of bap¬ tism, enjoined by some ancient constitutions of the Eng¬ lish church, has now fallen into disuse. Solemn Baptism was that conferred at stated seasons. Such, in the ancient church, were the paschal baptism, and that at Whitsuntide. This is sometimes also called general baptism. Lay Baptism we find to have been permitted both by the common prayer-book of King Edward and by that of Queen Elizabeth, when an infant is in immediate danger of death, and a lawful minister cannot be had- This was founded upon the mistaken notion of the impossibility of salvation without the sacrament of baptism; but after¬ wards, when they came to have clearer notions of the sa¬ craments, it was unanimously resolved, in a convocation held in the year 1575, that even private baptism, in a case of necessity, was only to be administered by a lawful minister. Baptism is also applied abusively to certain ceremo¬ nies used in giving names to things inanimate. The an¬ cients knew nothing of the custom of giving baptism to Baptismal inanimate things, as bells, ships, and the like, by a super- Vow stitious consecration of them. The first notice we have ■ . of this is in the capitulars of Charles the Great, where it v is mentioned with censure ; but afterwards it crept by de¬ grees into the Roman offices. Baronius carries its anti¬ quity no higher than the year 968, when the great bell of the church of Lateran was christened by Pope John III. At last it grew to such superstitious height as to form a ground of complaint in the Centum Gravamina of the German nation, drawn up in the public diet of the empire held at Nuremberg in the year 1581 ; where, after de¬ scribing the ceremony of baptizing a bell, with godfathers, who made responses as in baptism, and gave it a name, and clothed it with a new garment as Christians were used to be clothed withal, and all this to make it capable of driv¬ ing away tempests and devils, they conclude against it as not only a superstitious practice, but contrary to the Christian religion, and a mere seduction of the simple people. BAPTISMAL Vow or Covenant, a profession of obe¬ dience to the laws of Christ, which persons in the ancient church made before baptism. It was an indispensable part of the obligation on catechumens before they were admitted to the ceremony of regeneration. The vow was made by turning to the east, for what mystical reason is not well agreed on. Baptismal Presents, in use in Germany, were made by the sponsors to the infant, and consisted of money, plate, or even sometimes fiefs of lands, which by the laws of the country were to be kept for the child until he became of age; the parents having only the trust, not the right of disposing of them. BAPTISTE, or Jean Baptiste Monnoyer, a painter of flowers and fruit, was born at Lisle in 1635, and educated at Antwerp. It was his first intention to become a painter of history; but finding that his genius more strongly inclined him to the painting of flowers, he applied his talents to those subjects, and in that style became one of the greatest mas¬ ters. His pictures are not so exquisitely finished as those of Van Huysum, but his composition and colouring are in a bolder style. He was employed by William HI. to de¬ corate Kensington Palace. He died in 1699, leaving a son, Anthony, who followed his father s profession, and had great merit. BAPTISTS, in Ecclesiastical History, a denomination of Christians, distinguished from other Christians by their particular opinions respecting the mode and the subjects of baptism. Instead of administering the ordinance by sprinkling, they maintain that it ought to be administered only by immersion. Such, they insist, is the import of the word fiairnZ'U; so that a command to baptize is a command to immerse. And thus it was understood by those who first administered it. John the Baptist and the apostles of Christ administered it in Jordan and other rivers and places where there was much water. Both the adminis¬ trators and the subjects are described as going down into and coming up again out of the water; and the baptized are said to be buried in baptism, and to be raised again, which language could not, they say, be properly adopted on supposition of the ordinance being administered in any other manner than by immersion. Thus also, they affirm, it was in general administered in the primitive church ; thus it is now administered in the Russian and Greek church; and thus it is at this day directed to be admi¬ nistered in the church of England to all who are thought 1 Bis docuit tingi, transducto corpore fiamma. (Tertull. Carm. contr. Marc. lib. i.) BAP Baptists, capable of submitting to it in this manner. With regard to the subjects of baptism, the Baptists say that this or¬ dinance ought not to be administered to children or in¬ fants at all, nor to grown up persons in general; but to adults only of a certain character and description. Our Saviour s commission to his apostles, by which Christian baptism was instituted, is to go and teach all nations, bap¬ tizing them; that is, say they, not to baptize all they meet with, but first to instruct them, to teach all nations, or to preach the gospel to every creature, and whoever receives it, him to baptize in the name of the Father, and of the Son, and of the Holy Ghost. To such persons, and to such only, baptism appears to have been adminis¬ tered by the apostles and the immediate disciples of Christ. They are described as repenting of their sins, as believing in Christ, and as having gladly received the word. Peter acquaints those who were converted by his sermon, that without these qualifications he could not have admitted them to baptism; Philip holds the same language in his discourse with the Ethiopian eunuch; and Paul treats Lydia, the jailer, and others, in the same manner. Without these qualifications Christians in general think it wrong to admit persons to the Lord’s supper; and for the same reasons, without these qualifications, or at least a profession of them, the Baptists think it wrong to admit any to baptism. Wherefore they withhold it, not only from the impenitently vicious and profane, and from infi¬ dels, who have no faith, but also from infants and children, who have no knowledge, and are incapable of every action civil and religious. They further insist that all positive institutions depend entirely upon the will and declaration of the founder; wherefore, that reasoning by analogy from abrogated Jewish rites is to be rejected, and the express commands of Christ respecting the mode and subjects of baptism ought to be our only rule. The Baptists in England form one of the denominations of Protestant dissenters. They separate from the esta¬ blishment for the same reasons as their brethren of the other denominations do ; and an additional motive is de¬ rived from their particular tenets respecting baptism. The constitution of their churches, and their mode of worship, is congregational or independent; and in the exercise of it they are protected, in common with other dissenters, by the act of toleration. Before this act they were liable to pains and penalties as nonconformists, and often for their peculiar sentiments as Baptists. A proclamation was in fact issued out against them, and some of them were burnt in Smithfield in 1538. They bore a considerable share in the persecutions of the seventeenth and preced¬ ing centuries, and, as it should seem, in those of even an earlier date; for among the Lollards and the followers ofWickliffe there were several who disapproved of infant baptism, and there were many of this persuasion among the Protestants and reformers abroad. In Holland, Ger¬ many, and the North, they went by the names of Anabap¬ tists and Mennonites; and, in Piedmont and the south, they were found among the Albigenses and Waldenses. The Baptists subsist under two denominations; the Particular or Calvinistical, and the General or Arminian. The former is by far the most numerous. Some of both denominations allow of mixed communion, that is, with per¬ sons who have been sprinkled in their infancy, and there¬ fore unbaptized in the view of the Baptists. Others, again, disallow it; and a few of them observe the seventh day of the week as the Sabbath, apprehending the law that enjoined it not to have been repealed by Christ or his apostles. But a difference of opinion respecting these and other matters is not peculiar to the Baptists, being com¬ mon to all Christians, and to all bodies of men who think and judge for themselves. BAR 427 BAPTISTERY, in ecclesiastical language, the name of Baptistery a place in which the ceremony of baptism is performed. II In the ancient church it was one of the exhedrae or build- Bar-le- ings distinct from the church itself, and consisted of a porch or anti-room where the persons to be baptized made their confession of faith, and an inner apartment where the ceremony of baptism was performed. Thus it continued till the sixth century, when the baptisteries began to be taken into the church-porch, and afterwards into the church itself. The ancient baptisteries were commonly called (pwrufTrjPtct, photisteria, or places of illumination, be¬ cause they were the places of instruction preceding bap¬ tism ; and in these the catechumens seem to have been trained up, and instructed in the first rudiments of the Christian faith. Those baptisteries were anciently very capacious, be¬ cause the stated times of baptism returning but seldom, there were usually great multitudes to be baptized at the same time; and also because the manner of baptizing by immersion or dipping under water made it necessary to have a large font. In Venantius Fortunatus it is called aula baptismatis, the large hall of baptism ; which was in¬ deed so large, that we sometimes read of councils meet¬ ing and sitting therein. This hall, or chapel, was always kept shut during Lent, and the door sealed up with the bishop’s seal, not to be opened till Maunday-Thursday. The baptistery was always reputed a sacred place. In the Roman order baptisteries were built of a round figure, and distinguished with the image of St John the Baptist, while over the basin or font was a figure of a dove in gold or silver, to represent the Holy Ghost. The name baptistery is sometimes also given to a kind of chapel in a large church, which served for the same office. It is an observation of some learned men, that an¬ ciently there was but one baptistery in a city, namely, at the bishop’s church; and that afterwards they were set up in parish churches, with the special allowance, how¬ ever, of the bishop. BAR, in courts of justice, denotes an inclosure made with a partition of timber, where the counsel are placed to plead causes, and where prisoners are brought to answer to indictments, &c. It corresponds to what among the Ro¬ mans was denominated tribunal. The French call it barre d'audience. In England, lawyers who are called to the bar, or licensed to plead, are termed barristers, an appel¬ lation equivalent to licentiate in other countries. Bar, in Heraldry, an ordinary in form of the fess, but much less. See Herardry. Bar, in Music, a stroke drawn perpendicularly across the lines of a piece of music, including between each two a certain quantity or measure of time, which is various as the time of the music is either triple or common. The use of bars is not to be traced higher than 1574 ; the time when the English translation of Adrian le Roy’s book on the Tablature was published, and it was not until some time after that the use of bars became general. Barnard’s cathe¬ dral music, printed in 1641, is without bars ; but bars are to be found throughout in the Ayres and Dialogues of Henry Lawes, published in 1653 ; from which it may be conjec¬ tured that we owe this improvement to Lawes. Bar, in Hydrography, denotes a bank of sand or other matter, whereby the mouth of a river is in a manner choked up. The term is also used for a strong beam wherewith the entrance of a harbour is secured ; but this is more com¬ monly called boom. B AR-le-Duc, or Bar-sur-Ornain, atown of France, de¬ partment of Meuse, and capital of an arrondissement of the same name. It occupies the declivity and base of a hill, on the river Ornain, a tributary of the Marne, 125 miles E. of Paris. Lat. 48.46.8. N. Long. 5.9.47. E. It has a college, 428 BAR BAR Bar-sur- Aube. Baralipton. normal school, society of agriculture and arts, and public library. By the Ornain a considerable traffic is maintained in wood, wine, wool, &c. The manufactures of cotton stuffs, hats, hosiery, leather, and confections, are considerable. Pop. in 1851, 14,303, The arrondissement contains 8 can¬ tons and 128 communes ; pop. 86,358. B AR-sur-Aube, an arrondissement of the department of the Aube, in France, comprehending 4 cantons and 88 com¬ munes. Area, 410 square miles. Pop. in 1851, 44,347. 4 he chief place is the city of the same name, in a picturesque district, the wine of which is much esteemed. Pop. 4380. Long. 4. 44. E. Lat. 48. 13. N. BAR-sur-Seine, an arrondissement of the department of the Aube, in France, comprehending 5 cantons and 85 com¬ munes. Area, 357 square miles. Pop. in 1851 53,447. The chief place of the same name has a population of 2656 persons, employed in manufactures and the wine trade. In the middle ages this was a place of considerable importance. Long. 4. 24. E. Lat. 48. 5. N. BARA, the name of a festival formerly celebrated with much magnificence at Messina, and representing the assump¬ tion of the Virgin. Though used as the general denomina¬ tion of this festival, bara signifies more particularly a vast machine 50 feet high, at the top of which a young girl of fourteen, representing the Virgin, stood upon the hand of an image of the Saviour. BARABA, a steppe or tract of land in Siberia, lying be¬ tween the rivers Irtisch and Obi, in the province of 1 obolsk. The soil is excellent for tillage, and part of it might also be laid out in meadows and pastures. It is interspersed with forests, and a great number of lakes which abound with a species of carp called by the people karawschen; and the country produces great numbers of elks, deer, foxes, ermines, and squirrels. Between the Irtisch and Obi are some rich copper mines, particularly on a mountain called Pictowa, from the picta or white firs that grow upon it. 1 he ore, besides being rich in copper, yields a considerable portion of silver; and this, again, affords as much gold as makes a sufficient return for the trouble and expense of extracting it. The native population of this country are called Barabinzians. BARA CO A, a seaport town in the N.E. of Cuba. Long. 74. 30. W. Lat. 20. 22. N. BARAHAT, a town of Northern Hindustan, situated among the Himalaya Mountains in the native state of Gurwhal. This town was almost destroyed by an earthquake in 1803 ; and from the houses having been built of large stones with slated roofs, the calamity was greatly aggravated. From its central position, it maintains a free communication with all parts of the hills, and those who make the pilgrimage to Gangautre generally halt here and lay in a stock of provisions for their journey. In the neighbourhood there is a curious trident, set up no doubt in honour of Siva, of whom, according to Hindu mythology, it is the proper equipment. The pedestal is of copper, the shaft of brass about 12 feet, and the forks about 6 feet in length. There is no tradition to show the origin of this curious relic of antiquity ; and al¬ though it bears a legible inscription which most probably contains the information, no one has yet succeeded in deci¬ phering the characters. The temple in which it was for¬ merly inclosed was destroyed by the earthquake of 1803. The town is in Lat. 30. 43. Long. 78. 29. (e. t.) BARALIPTON, in the Old Logic, a term denoting a syl¬ logism of the first indirect mode of the first figure. Hence a syllogism in baralipton is when the first two propositions are universal affirmatives, the third a particular affirmative, ^^nd the middle term the subject in the first proposition, and the predicate in the second. For example, Ba. Every evil ought to be feared; ra. Every violent passion is an evil; lip. Therefore something that ought to be feared is a violent passion. BARANGI, officers among the Greeks of the lower em- Barangi pire. Cujacius calls them in protectores, while others II give them the name of securigeri. It was their business to ^aratl^re- keep the keys of the city gates where the emperor resided. BA RAN Y A, a province in the Austrian kingdom of Hun¬ gary, extending over 1960 square miles. It lies at the S.E. angle formed by the Danube and the Drave, and compre¬ hends one city, 11 market-towns, and 341 villages, with about 260,000 inhabitants. The greater part of the land is fertile, but a portion of it is marshy and unhealthy. The chief pro¬ ducts are corn, wine, flax, tobacco, aud potash. I here are some valuable quarries of marble and millstones, and many mines of fossil coal. It is subdivided into six circles. The capital is Fiinfkirchen. BARANZANO, surnamed Redemptus, an eminent na¬ tural philosopher, born in Piedmont in 1590, was a Barna- bite monk. His principal works are Campus Philosophicus ; Uranoscopia ; Nova; Opiniones Physica. He was greatly esteemed by Lord Bacon, with whom he corresponded. He died at Montargis in 1622. BARATARIA, an island in the Gulf of Mexico, at the entrance of the bay of the same name. BARATHRUM (J3dpa9pov, also called dpvypa) in Anti¬ quity, a deep dark pit at Athens, lined with sharp spikes, into which malefactors were cast. The KedSas or KaidSas at Sparta was similar. BARATIERE, or Barettier, John Philip, an extra¬ ordinary instance of the early and rapid expansion of the mental faculties. This surprising genius was the son of Francis Baratiere, minister of the French church at Schwa- bach, near Nuremberg, where he was born on the 10th January 1721. The French was his mother tongue ; but in consequence of his father talking Latin to him, it became as familiar to him as his native idiom ; and at four years of age, without knowing the rules of grammar, he talked French, Latin, and High Dutch, without mixing or confounding the respective languages. About the middle of his fifth year he acquired Greek in like manner ; so that in fifteen months he perfectly understood all the Greek books in the Old and New Testament, which he readily translated into Latin. When he was five years and eight months old, he entered upon Hebrew, and in three years became so expert in the Hebrew text, .that from a Bible without points he could give the sense of the original in Latin or French, or translate extem¬ pore the Latin or French versions into Hebrew, almost word for word ; and he also acquired by heart all the Hebrew psalms. He composed at this time adictionary of rare anddiffi- cult Hebrew words, with critical and philological observations; and, about his tenth year, amused himself lor twelve months in reading the rabbinical writers. With these he intermixed the study of the Chaldaic, Syriac, and Arabic ; and acquired a taste for divinity and ecclesiastical antiquity, by studying the Greek fathers, and the councils of the first four ages of the church. In the midst of these occupations a pair of globes having come into his possession, he was able in eight or ten days’ time to resolve all the problems on them ; and in about three months (January 1735) devised his project for the dis¬ covery of the longitude, which he communicated to the Royal Society of London and the Royal Academy of Sciences at Berlin. In June 1731 he was matriculated in the university of Altorf; and at the close of the year 1 732 he was pre¬ sented by his father at the meeting of the reformed churches of the circle of Franconia, which, astonished at his wonder¬ ful talents, admitted him to assist in the deliberations ol the synod ; and in order to preserve the memory of so singular an event, it was ordered to be registered in their acts. In 1734 the margrave of Brandenburg-Anspach granted this young scholar the use of whatever books he wanted fiom the Anspach library, together with a pension of fifty flonns, which he enjoyed for three years. His father having received a call from the French church at Stettin in Pomerania, BAR Barbacan young Baratiere was, on the journey, admitted master of arts, || with universal applause, at the university of Halle. While Barbadoes. at Berlin he was honoured with several conversations with the king of Prussia, and received into the Royal Academy., Towards the close of his life he acquired a taste for the study of medals, inscriptions, and antiquities, which he relieved with metaphysical inquiries, and investigations in experi¬ mental philosophy. He wrote several essays and disserta¬ tions ; made astronomical remarks and laborious calcula¬ tions ; prepared materials for a history of the heresies of the Anti-trinitarians, and of the Thirty Years’ War in Germany ; and, lastly, wrote a treatise, which appeared in 1740, on the succession of the bishops of Rome. The final work he en¬ gaged in, and for which he had accumulated large materials, was Inquiries concerning Egyptian Antiquities. But the substance of this blazing meteor was now almost exhausted. He had always been weak and sickly, and he died on the 5th October 1740, aged 19 years, 8 months, and 16 days. He published eleven different pieces, and left twenty-nine manuscripts on various subjects, the contents of which may be seen in his biography by Formey, Utrecht, 1741. BARBACAN, or Barbican, a kind of watch-tower, or outer defence of a city or castle, used especially as a fence to the city or walls : also an aperture made in the wall of a fortress to fire through upon the enemy. It is also used to denote a fort at the entrance of a bridge or the outlet of a city, having a double wall with towers. History. BARBADOES, or Barbados, is one of the West India islands belonging to Britain, and the oldest of her settle¬ ments in that part of the world. The exact date of its discovery is unknown, but it was probably not later than the early part of the sixteenth century. The Portuguese are supposed to have been the first Europeans that visited this island, as it lay almost directly in their course to and from Brazil. They, however, had not regarded it as holding forth sufficient inducements for colonizing, as when first visited by the English in 1605 it was destitute of inhabitants, and covered with thick forests. The first English vessel that arrived there was the “ Olive Blossom,” the crew of which took possession of the island in the name of King James, by erecting a cross upon the spot wdiere Jamestown was afterwards built, and cutting upon the bark of a tree that stood near, “ James K. of E. and this island,” James king of England and this island. The favourable accounts which Sir William Courteen, a London merchant, afterwards re¬ ceived of the island from one of his ships that had touched there, induced him to attempt a settlement. He accordingly fitted out two large vessels under the protection of Lord Ley, afterwards Earl of Marlborough, who had obtained a grant of this island from James I. One only of these ships arrived at its destination on 17th February 1625, and landed 40 English, and 7 or 8 negroes, who laid the foundation of a town, which, in honour of their sovereign, they called Jamestown. The Earl of Carlisle, who had previously obtained from James I. a grant of all the Caribbean islands, disputed with Marlborough the possession of Barbadoes. This wras at length settled by Carlisle agreeing to pay to Marlborough and his heirs an annuity of L.300, on which the island was made over to him by patent, dated 2d June 1627. Cour¬ teen was displeased at this arrangement, and accordingly applied to the Earl of Pembroke, who, during the tempo¬ rary absence of Carlisle, obtained a grant of the island from Charles I. in 1628. On his return, however, Carlisle ob¬ tained the revocation of Pembroke’s patent, and his own re¬ instatement in the possession. The insecure nature of his tenure now induced the earl to offer his lands in Barbadoes for sale, stipulating that each settler should pay him 40 lb. of cotton annually. On this condition a company of nine Lon¬ don merchants obtained a grant of 10,000 acres. They ac¬ cordingly nominated as governor Charles Wolferstone, a na- BAR 429 tive of Bermuda, who, with 64 settlers, to each of whom Barbadoes. were allotted 100 acres, set out for Barbadoes, where they arrived in July 1628. The new colonists settled to the wind¬ ward of the former settlers, and founded Bridgetown. The Pembroke men refused to submit to the authority of Lord Carlisle, in consequence of which disputes arose between them, which at length had to be referred to the two earls. These appealed to the king, who issued a second patent, dated 7th April 1629, confirming Carlisle as proprietor of the island. During the civil war that raged in England, a great number of families attached to the royal cause took refuge in Barbadoes. About the year 1647, Lord Carlisle, son of the original patentee, entered into an agreement with Francis Lord Willoughby, in terms of which the latter was to receive all the profits arising from the colony for twenty-one years, upon condition of paying one-half to the earl. This agreement received the sanction of the king, and Lord Wil¬ loughby was appointed governor of Barbadoes, and the other Caribbee islands. He accordingly arrived in Barbadoes in May 1650, where his first step was to convene the legisla¬ ture, and to proclaim His Majesty’s right to the dominion of the island. Soon after this the parliament sent out a strong force against the colony, under the command of Sir George Ayscue, and prohibited all foreign vessels from trading w ith the English colonies. Several attempts were made to get possession of the island, but without success, until a part of the inhabitants declared for the commonwealth, on which Lord Willoughby was obliged to treat for peace. Upon the restoration of the king, Lord Willoughby was again appointed governor, but, from the number of claimants on the island, the planters were apprehensive that the validity of their rights might sooner or later be disputed, and accordingly applied to His Majesty to have the grant to the Earl of Carlisle declared void. Carlisle, wdio died about this time, had bequeathed his West India possessions to the Earl of Kinnoul. Be¬ sides Lord Willoughby’s claim for the moiety of the revenue during the remaining years of his lease, the creditors of the Earl of Carlisle now put in claims to a large amount, and the heirs of the Earl of Marlborough claimed the arrears of their annuity of L.300, which had never yet been paid. To sa¬ tisfy these claims, Mr Kendall, in name of the planters, of¬ fered to consent to a tax of 4^ per cent, on all the exported produce of the island. An immediate settlement of the claims of the Earl of Kinnoul and the heirs of the Earl of Marlborough was proposed, and the division equally be¬ tween Lord Willoughby and the earl’s creditors of the net revenue during the remaining years of his lordship’s lease, after which period, the remainder, after deducting as much as His Majesty should consider necessary for the support of the governor, was to be divided among the creditors. On the settlement of their claims, the whole revenue was to be at the disposal of the crown. The inhabitants of the island, how¬ ever, denied the authority of Mr Kendall to offer the 4^ per cent., and at first refused to agree to it, but were at length induced to comply. This tax, for a long period, pressed heavily upon the planters of Barbadoes, and it was only re¬ pealed in the reign of Her present Majesty (1838). A fruit¬ less attempt to get possession of this island was made in 1665 by the Dutch, under the command of Admiral De Ruyter. Bridgetown was nearly destroyed by fire in 1668, but was afterwards rebuilt in a more substantial manner. In 1669, the governor of Barbadoes was appointed governor-in-chief of all the Caribbee islands to the windward of Guadaloupe. An awful hurricane devastated the island in 1675. The following year a plot among the negroes to take possession of the island, was discovered in time to prevent much bloodshed. Two great fires in 1766 and 1767 nearly re¬ duced Bridgetown to ashes. A tremendous hurricane in October 1780 destroyed almost every building on the island, and killed many of the inhabitants. The loss of human life has been estimated at 4326 souls, and of property at 430 BARBADOES. Barbadoes. L.1,320,564. According to Poyer, however, 3000 persons perished, and the loss of property amounted to L. 1,018,928. Between that and the last great hurricane of 1831, there were several others, the severest of which was that of Octo¬ ber 1819, but these were less disastrous. The dreadful hur¬ ricane which desolated the island in August 1831 exceeded in violence any of the former. The number of persons who lost their lives is said to have amounted to upwards of 2000, and by some to upwards of 5000; and the loss of property to nearly L.1,602,800. There was an insurrection of the ne¬ groes in 1816, which involved a great sacrifice of life, and much destruction of property. Physical Barbadoes is the most eastern of the Caribbee islands, description lying 78 miles due E. of the island of St Vincent, between Lat. 13. 2. and 13. 19. N., and Long. 59. 26. and 59. 39. W. It presents almost the form of an irregular triangle; its greatest length in a direction N. by W. is nearly 21 miles, and its extreme breadth from E. to W. is 14^ miles. Its circumference, excluding the sinuosities of the bays, is 55 miles, and its area 106,470 acres, or about 166 square miles. In size, and in some measure in its outline, it bears a con¬ siderable resemblance to the Isle of Wight. It is almost encircled by coral reefs, which, in some parts, extend sea¬ ward for nearly three miles, and prove very dangerous to navigation. Notwithstanding its small extent, Barbadoes presents con¬ siderable variety of surface, as valley, hill, table-land, &c. A deep valley running almost due E. from Bridgetown di¬ vides the island into two parts, of which the northern is by much the larger. Near the centre of the latter Mount Hil- laby, the highest point of the island, rises to the height of 1147 feet. From the west coast the ground rises in distinct successive terraces, interrupted by ravines, to the central ridge ; from which, and principally from Mount Hillaby, hills of a conical form radiate in a north-eastern direction toward the sea-shore: these are rugged and worn by the heavy rains and torrents which pour down their sides. Geology. The north, west, and south parts of the island consist of rocks of coralline limestone, with beds of calcareous marl, containing numerous recent shells of various species : the east is composed of strata of siliceous sandstone, intermixed with ferruginous matter, calcareous sandstone passing into siliceous limestone, dilferent kinds of clay, selenite, earthy marls, frequently containing minute fragments of pumice, strata of volcanic ashes, seams of bitumen, and springs of petroleum. The rivers are all small, except during the rainy season, when they are much increased. There are several chaly¬ beate springs, the principal of which are the Spa and the Cheltenham, so called from the fancied resemblance of their waters to the celebrated mineral springs of that name in Europe. Ihese springs contain chiefly iron, carbonic acid, and fixed alkali, in different proportions. The “ Boiling Spring” is a small spot where carburetted hydrogen escapes; and when the shallow excavation is filled with water, it has the appearance of being in a boiling state, though its tem¬ perature is not in the least changed. On the application of a flame, it burns with a whitish light. Climate. Barbadoes is considered to be one of the healthiest islands of the West Indian archipelago. The climate, though warm, is very salubrious. In the forenoon, the mean temperature during the year is about^SO0, and in the afternoon 820Fahr.; the minimum being 75°, and the maximum 87°. Population Soon after its first settlement in 1625, the accounts of its great fertility attracted many immigrants from the mother country; and during the civil war in England, great num¬ bers took refuge there. The accounts of its progress, how¬ ever, are so contradictory, that they cannot be relied upon. In the report of the privy council in 1788, the population of the preceding year is stated to have been 16,127 whites, 2229 free coloured, and 64,405 negroes. According to the census of 1844, it contained 122,198 inhabitants, of Barbadoes. whom 56,004 were males, and 66,194 females. This census, however, had been very carelessly taken, and the governor stated in his despatch, that the population was not less than 130,000. Even according to the census, there were 734‘8 persons to each square mile, a denseness of popula¬ tion exceeding that of China. According to a census taken on the 25th of June 1851, the population (exclusive of the troops) was 135,939, of whom 62,272 were males, and 73,667 females ; 15,824 white, 30,059 coloured, and 90,056 black. This gives 817*4 inhabitants to each square mile; yet not¬ withstanding this, it is stated in the government report, that so long as the seasons continue favourable, there is abun¬ dance for all its present population, and that “ unless there should happen some material change for the worse in the returns of property here, the demand for labour will always rather exceed the quantity offering in the market than the contrary.” The island is divided into eleven parishes or districts, the area and population of which, according to the last-men¬ tioned census, were as follows :— Area. St Michael 9,580 Christ Church... 14,310 St Philip 15,040 St George 10,795 St John 8,600 St Thomas 8,500 St Peter 8,330 St Joseph 6,010 St Lucy 8,725 St James 7,800 St Andrew 8,780 106,470 rOPUliATlOlN IN Male. female. Total. 16,071 21,395 37,466 7,259 8,516 15,775 6,550 7,348 13,898 5,384 5,876 11,260 4,235 4,660 8,895 4,679 5,131 9,810 4,477 5,329 9,806 3,321 3,687 7,008 3,849 4,571 8,420 3,168 3,716 6,884 3,279 3,438 6,717 62,272 73,667 135,939 Bridgetown the capital, in the parish of St Michael, con¬ tained 20,026 inhabitants. The Church of England is the established form of re- Religion, ligion. The bishop has an income of L.4000; and in 1851 there were eleven rectors, who, besides a glebe and parsonage, and compensation in lieu of marriage and burial fees, had each a stipend of L.320; 18 curates at L.150; and two legislative chaplains. The dissenting bodies are not numerous, the Wesleyans and Moravians alone having mis¬ sions here. The former have 8 churches, 4 preaching sta¬ tions, with 3 missionaries, 14 local preachers, and about 2000 members ; and the latter have 4 stations and 5 missionaries. There is a small Roman Catholic chapel, with one priest, prin¬ cipally for the soldiers of the garrison, the other adherents probably not exceeding 35 or 40. The Jews have a very handsome synagogue, erected in 1833 ; the congregation, however, numbers only about 70. Attached to almost all the churches and chapels there are Education. Sunday-schools. Connected with the Established church are about 60 day-schools, almost all primary, in several of which the children are both clothed and fed. Harrison’s free school was established in 1733 for the education of 24 poor chil¬ dren. Thecentral school of Bridgetown M?as founded in 1819 for the maintenance and education of poor white children ; and in 1846 it had 80 boarders and 71 day-scholars. The private schools are very numerous. The island is indebted to the munificence of General Codrington for the grammar school and college which bear his name. The course of studies pursued there embraces the classics, logic, mathe¬ matics, physics, surgery, theology, &c. A small public library has been formed, which seems to Public be fully appreciated by the people; and the trustees ac- *nstl u 10n cordingly have been encouraged to make exertions for its enlargement. There are also a literary and several agri¬ cultural societies. A general hospital was opened in 1844, and is attended gratuitously by six medical practitioners of Commerce. f Covern- ment. BAR Barbara the first standing. There are also a leper and a lunatic asy¬ lum, an alms-house, and a number of charities for widows and orphans; and in Bridgetown a common jail, besides three houses of correction in the rural districts. The chief staple articles produced in Barbadoes for ex¬ port are sugar, arrow-root, aloes, and cotton. The following table gives the value of the imports and exports for the years 1849, 1850, and 1851 Imports. Exports. Tonnage. 1849, L.591,478 L.791,740 85,731 1850, 734,358 831,534 96,381 1851, 789,977 887,627 95,272 Carlisle Bay, the port or harbour of Barbadoes, forms an open roadstead, which is much exposed to the wind when blow¬ ing from the S. and S.W. It is spacious, and capable of containing upwards of 500 vessels of all sizes. It affords, however, no protection during gales; and at such times vessels at anchor generally prefer putting to sea, to running the risk of being driven ashore. The local government consists of a governor-in-chief, as¬ sisted by a council and a house of assembly. The council consists of twelve members, appointed by mandamus of the sovereign, generally upon the recommendation of the gover¬ nor, and holding office during the royal pleasure. The house of assembly is composed of 24 delegates, elected annually by the body of the people, two for each parish and two for the city of Bridgetown. The courts for the administration of civil justice are, the court of chancery, the court of com¬ mon pleas, the court of exchequer, the court of ordinary, the court of admiralty, the court of error, and the court of escheat. The criminal courts are the court of grand sessions and the court of admiralty sessions. F or dealing summarily, both in civil and criminal cases, police magistrates are ap¬ pointed. See Foyer’s History of Barbadoes ; Schomburgk’s His¬ tory of Barbadoes, 1848; Colonial Reports, &c. BARBARA, in the Old Logic, the first mode of the first figure of syllogisms. A syllogism in barbara is one of which all the propositions are universal affirmatives, the middle term being the subject of the first proposition, and the predicate in the second. Bar. All wicked men are miserable ; ba. All tyrants are wicked men ; ra. Therefore all tyrants are miserable. BARBARIAN, a name given by the ancient Greeks and Romans to all who were not of their own country, or were not initiated in their language, manners, and customs. In this sense the word signified with them a foreigner ; not, as among us, a rude or uncivilized person. BARBARISM, in a general sense, a rudeness of language or behaviour. Barbarism, in Grammar, an offence against the purity of style or language, or a form of speaking or writing con¬ trary to the true idiom of any particular language. BARBAROSSA, Arucii and Hayrabdin, two famous corsairs in the sixteenth century, sons of a potter in the Isle of Lesbos. Having taken to piracy, they carried on their depredations with such success, that they soon be¬ came possessed of twelve galleys besides smaller vessels. Of this fleet Aruch, the elder brother, called Barbarossa from the redness of his beard, was admiral, and Hayraddin the second in command. They called themselves the “friends of the sea,” and the “ enemies of all who sailed upon it and their names became terrible from the straits of the Dar¬ danelles to those of Gibraltar. They acquired territorial power in 1516, in consequence of an unwise application made to them by Eutemi, ruler of Algiers, for assistance against the Spaniards. Aruch, leaving his brother to com¬ mand the fleet, carried 5000 men to Algiers, where he was hailed as a deliverer; but having secretly murdered the prince he had come to aid, he caused himself to be proclaimed king. BAR 431 To this usurpation he added the conquest of Tremecen, when Barbary his exploits and piracies induced the Emperor Charles V. II to furnish the Marquis de Comares, governor of Oran, with Barbaul<1- troops to put him down ; and in the contest which ensued he was defeated and killed near Tremecen, a.d. 1518. His brother, Hayraddin, known also by the name of Barbarossa, assumed the sceptre at Algiers with the same abilities, and with better fortune ; for the Spaniards being too much em¬ ployed in Europe to give him any disturbance, he regulated the interior police of his kingdom with great prudence, carried on his naval operations with vigour, and extended his con¬ quests on the continent of Africa. He put his dominions under the protection of the Grand Signior, Suleiman the Magnificent, and obtained the command of the Turkish fleet. With so powerful a protector he acquired the kingdom of Tunis, in a manner similar to that by which his brother ob¬ tained Algiers. See Algiers. BARBARY, the general designation of that part of Northern Africa which is bounded on the E. by Egypt, W. by the Atlantic, S. by the Sahara, and N. by the Mediter¬ ranean ; comprising the states of Marocco, Algeria, Tunis, and Tripoli. See Africa, Algiers, Marocco, Tripoli, Tunis, &c. B ARBASTRO, a city of Spain, in the province of Hu- esca, on the River Vero, near its junction with the Cinca. It is fortified, and has a cathedral and seven other churches, with several hospitals. Pop. 6200, chiefly employed in tan¬ ning and currying leather. Long. 0. 20. W. Lat. 41. 54. N. BARBATELLI, Bernardino, otherwise called Po- chetti, a painter of fruit, animals, and flowers, was born at Florence in 1542. He was the disciple of Ridolfo Ghir- londaio at Florence. His touch was free, light, and delicate, and his colouring true. The historical subjects also which he designed from sacred or profane authors were much ad¬ mired. He died in 1612. BARBAULD, Anna Letitia, was born at Kibworth, in Leicestershire, on the 20th June 1743. She was the daughter of the Rev. John Aikin, LL.D., a minister of the Presbyterian denomination, who had a private seminary at Kibworth, and removed in 1758 to Warrington, in Lanca¬ shire, to superintend the public academy in that place. His daughter was remarkable for the abilities she displayed at a very, early age; and, beside the usual female accomplish¬ ments, she soon acquired a knowledge of the Latin and Greek tongues. She was distinguished in the literary so¬ ciety of Warrington for the variety of her attainments and the elegance of her taste, which were rendered still more attractive by her personal beauty, vivacity, and amiable dis¬ position. In 1774 she married the Rev. Rochemont Bar- bauld, who was descended of a French Protestant family, and had studied under her father. They opened a school at Palgrave, in Suffolk, which they carried on successfully during eleven years. Among the number of their pupils were Sir William Cell and Lord Denman. Mrs Barbauld’s Hymns in Prose, which are poetry in everything but metre, were composed for the instruction of her pupils; as were also the Early Lessons, one of the standard works for children, published in 1775. Her Devotional Pieces appeared during the same year. Besides various other literary productions, she engaged with her brother, Dr Aikin, in the popular work entitled Evenings at Home, which appeared in 1793. After a sojourn of two years on the continent with her husband to recruit their health, Mr Barbauld accepted an invitation to become the pastor of a dissenting congregation at Hamp¬ stead, where they resided from 1787 till 1802. They then took up their residence at Stoke-Newington, in consequence of Mr Barbauld’s having accepted a similar charge at New¬ ington Green. Mrs Barbauld lost her husband in 1808 ; and her brother, Dr Aikin, died in 1822. Her own death followed on the 9th March 1825. She left no children. Her collected works, with a memoir of her life by her niece, 432 Barbe II Barbe- zieux. BAR BAR Miss Lucy Aikin, were published soon after her death, in 2 vols. 8vo. BARBE, Barb, or Barde, is an old word, denoting the armour of the horses of the ancient knights and soldiers, who were accoutred at all points. It consisted of iron and leather, and defended the neck, breast, and shoulders of the horse. BARBER, one whose occupation it is to shave or trim beards. In former times the barber’s craft was dignified with the title of a profession, being conjoined with the art of surgery. In France the barber-surgeons were separated from the perruquiers, and incorporated as a distinct body in the reign of Louis XIV. In England the barbers and surgeons were not separated till the 18th of Geo. II. ihe func¬ tions of the barber-surgeon comprised the cure of wounds, simple surgical operations, and blood-letting, together with shaving, and the cutting and dressing of hair, technically termed trimming. The barber’s shop in those days was a favourite resort of idle persons ; and in addition to its attrac¬ tion as a focus of news, a lute, viol, or some such musical instrument, was always kept for the entertainment of wait¬ ing customers. The barber’s sign consisted of a striped pole, from which was suspended a basin, symbols the use of which is still preserved. The fillet round the pole indicated the ribbon for bandaging the arm in bleeding, and the basin the vessel to receive the blood. The setting of fractured limbs was confined to a distinct class of persons called bone- set levs, BARBERINI VASE. See Portland Vase. BARBERINO, Francesco da, called by some authors Francesco Tafani, one of the best poets of his age, was born at Barberino, in Tuscany, in the year 1264. His mo¬ ther was a native of Florence; and he settled in that city, where he followed the profession of the law, and became distinguished for the beauty of his poetry. The greater part of his works are lost; but that which is entitled Docu- menti d’Amove, a moral poem calculated to instruct those in their duty who have a regard for glory, virtue, and eter¬ nity, has had a better fate. It was published at Rome in quarto in 1640, by Frederic Ubaldini, who prefixed a life of the author; to which he added a glossary to explain the obsolete words it contains. Barberino died in 1348. Barberino, a town of Tuscany, in Italy, situated at the foot of the Apennines. Lat. 43. 33. N. Long. 11. 18. E. BARBERRY, Oxyacanthus, a spiny, shrubby plant, of the genus Berberis, which produces a berry, used in con¬ serves, &c. The bark, especially that of the root, affords a fine yellow dye. It is remarkable for the irritability of its stamens. BARBEYRAC, Jean, the son of Charles Barbeyrac a distinguished physician of Montpelier, was born at Beziers in Lower Languedoc, in 1674. He was successively pro¬ fessor of belles lettres at Berlin, of law and history at Lau¬ sanne, and of public law at Groningen. His death took place in 1729. He translated into French the two cele¬ brated works of Pufendorf, his Law of Nature and Nations, and his Duties of a Man and a Citizen ; to both of which he added excellent notes, and to the former an introductory preface. He translated also Grotius’s treatise De Jure Belli ac Pads, with large and excellent notes ; several of Tillotson’s Sermons ; Cumberland’s treatise on the Law of Nature ; and various other works. He compiled a supple¬ ment, in five vols. folio, to the collection of treatises named Grand Corps Diplomatique; and was the author of an original work entitled Traite de Jeu, 2 vols. 8vo. BARBEZIEUX, an arrondissement of the department of Charente, in France, extending over 400 square miles, and comprehending six cantons and eighty-seven communes, with 56,557 inhabitants. The town from which it takes its name is in a mountainous situation. Pop. in 1851, 3516. It Long. 0. 11. W. Lat. 45. Barbieri is famous for its truffled capons 29. N. BARBIERI, Giovanni Francesco (otherwise called Guercino, from his squinting), an eminent historical painter, was born at Cento, a village not far from Bologna, in 1590. At first he was a disciple of Benedetto Gennari; but he afterwards studied in the school of the Caracci, though he did not adopt the manner of that famous academy. He seemed to prefer the style of Caravaggio to that of Guido or Albano, imagining it impossible to imitate nature truly, without the assistance of strong lights and shadows; and on that principle the light was admitted into his atelier from above. His taste in design was natural, easy, and frequently grand. Towards the decline of his life he observed that the clearer and brighter style of Guido and Albano had attracted the admi¬ ration of all Europe; and he, accordingly, altered his manner, even against his own judgment. But he apologized for this conduct by declaring that formerly he had painted for fame and to please the judicious, but that now he painted to please the ignorant and enrich himself. He executed no fewer than 106 altar-pieces for churches, and 144 historical pictures, besides numerous works in fresco. His best per¬ formance is the history of Sta. Petronilla, which is considered one of the ornaments of St Peter’s at Rome. He died in 1666. Barbieri, Paolo Antonio, da Cento, painter of still life and animals, was the brother of Guercino, and born at Cento in 1596. He chose for his subjects fruits, flowers, insects, and animals, which he painted after nature with a lively tint of colour, great tenderness of pencil, and a strong cha¬ racter of truth and life. He died in 1640. BARBITOS (Bap/Un-os), an ancient stringed instrument of music, said to have been invented by Anacreon. It re¬ sembled the lyra, but greatly exceeded it in the number of its strings. Yet Anacreon himself indiscriminately uses the two names for this instrument in his first ode. Barbour. 'A /3ap/jtros Se ^opSais *Eporra yotvov fx1^- Xvprj 8e ’Eptaras avre^covet. BARBOUR, John, the contemporary and in some re¬ spects the rival of Chaucer, is the author of a poem which may justly be described as a national work c it relates the exploits of a very heroic monarch, whose memory is still cherished by his countrymen, and it displays so conspicuous a union of talent and patriotism, that, after the lapse of nearly five centuries, it has not ceased to attract an uncommon de¬ gree of attention. The orthography of this poet’s name is very unsettled; it is to be found under the different forms of Barber, Barbere, Barbar, Barbare,and Barbour. It evidently belongs to that very numerous class of names originally de¬ rived from trades or occupations; but as Barbour appears to have been the ancient orthography of the word denoting this particular trade, there is sufficient propriety in adhering to the form now so generally adopted, and writing the name Bar¬ bour instead of Barber. Those authors who aver that he was born at Aberdeen, and educated in the abbey of Aberbro- thick, seem to have substituted conjecture for evidence: no document which can enable us to ascertain the place of his birth or education has yet been discovered. His birth has been referred to the year 1316. When he describes the per¬ son of Randolph, says Lord Hailes, he seems to speak from personal observation; and as Randolph died in 1331 and Bar¬ bour in 1396, the poet, if we suppose him to have reached the a-e of 80, would have been 15 years old at the period of that illustrious warrior’s death.1 This however is but a vague calculation, resting on no solid basis for he neither professes to describe the person of Randolph from actual observation, * Hailes’s Annals of Scotland, vol. ii. p. 3. BARBOUR. Harbour, nor is his description so minute and graphic as to justify the inference that he must have acquired his knowledge in this manner. It has been suggested by Dr Jamie¬ son, that the strongest presumption of his having been born at so early a period, is to be found in the circum¬ stance of his being a dignitary of the church in the year 1357. If we suppose him to have been born in 1316, he may have obtained this preferment about the age of for¬ ty; and the same learned writer remarks that it must have required very powerful interest to obtain it at a much earlier period. We are not however sufficiently acquainted with the details of his personal history, to be enabled to estimate the probability of his rapid promo¬ tion ; but, according to the canon law, he could be regu¬ larly appointed an archdeacon at the age of twenty-five.1 We must therefore be content to leave’ conjectural dates as we found them, without attempting to decide whether he was born in 1316, 1326, or 1330; but more authentic notices of this venerable archdeacon have fortunately been preserved. On the 13th of August 1357, Edward III., on the application of the Scottish king, granted Barbour a safeconduct to visit the university of Oxford, accom panied by three students.2 This instrument expressly mentions that they are to repair thither for the purpose of study, and of performing scholastic exercises; and it has been stated by a distinguished ornament of the uni¬ versity that Barbour studied there during the years 1357 and 1365.3 But as the safeconduct describes him as archdeacon of Aberdeen, we cannot so easily admit that he comes under the common denomination of an academi¬ cal student, if by this term we understand a person sub¬ jected to college discipline, and following a prescribed course of study; nor is it unreasonable to conclude that the scholastic exercises were solely to be performed by the three scholars who accompanied him. That he com¬ pleted his studies in this celebrated university, is how¬ ever sufficiently probable, though it must apparently have been at an earlier period of life. We may venture to in¬ fer, that on the present occasion he repaired to Oxford, as many individuals still repair to it, for the purpose of conferring with learned clerks, and of consulting books which he had no opportunity of consulting at home; and such a document may therefore be regarded as an ho¬ nourable testimony of his love of learning. Nor is it the only document of this kind. There is another safecon¬ duct, dated on the 6th of November 1364, and authoriz¬ ing the archdeacon of Aberdeen to visit England with four horsemen, in order to study at Oxford or elsewhere, as he may judge expedient ;4 and a third, dated on the 30th of November 1368, authorizes him to travel through England with two servants and two horses, on his way towards France.for the same purpose of study.5 * * On the 13th of September 1357, the bishop of his diocese had nominated him one of the commissioners who were to meet at Edinburgh, to deliberate concerning the ransom 433 of the captive kingbut as he must then have received Barbour, his passport for Oxford, it is conjectured that this nomi- nation was only intended as a compliment, and that the actual duty was to devolve on a coadjutor, who is named in the same instrument. On the 16th of October 1365 Edward had granted him permission to travel through England, with six companions on horseback, towards St Denis and other sacred places J an expression which seems to indicate that the object of his expedition was of a religious nature. After an interval of several years, his name occurs in another authentic record; namely, in the list of the auditors of exchequer, appointed on the 18th of February 1373, or, according to our present computa¬ tion, 1374. Here he is described as archdeacon of Aber¬ deen, and “ clericus probacionis domus domini nostri Re¬ gis and in the same commission we find the name of Sir Hugh Eglintoun.8 About this period, he was engaged in the composition of the work which has transmitted his name to posterity; for it appears from his own statement that in the year 1375 his work was more than half-finished.9 Dr Henry has stated, but apparently without any competent autho¬ rity, that it was undertaken at the request of David II., the son and successor of the heroic monarch whose ac¬ tions the author commemorates; and that a considerable pension was granted to him as an encouragement to pro- secute this design.10 It is to be recollected that David died in 1371, several years before Barbour had written one half of his poem. The history of his pension was in¬ volved in much obscurity, which has at length been re¬ moved by the researches of Dr Jamieson. Hume of Gods- cioft had affirmed that his merit as the author of this poem was rewarded by a pension from the exchequer during his life, that he transferred this pension to the hospital of Aberdeen, and that it still continued to be paid in his own lifetime.11 The terms of this statement are evidently at variance with each other; but the fact of his having received a pension, or rather two different pen¬ sions, from the crown, rests on unquestionable authority; and this fact cannot but be regarded as creditable to the government of his country, nor must the extent of such liberality be estimated by so fallacious a standard as the present value of money. At a much later period, Hector Boyce enjoyed a revenue of forty marks, as principal of King’s College, Aberdeen. Barbour’s pensions consisted of ten pounds payable from the customs of Aberdeen, and twenty shillings payable from the rent of the lands and fisheries which that city held of the crown.12 The first was merely an annuity for his life, but the other was granted to him and his assignees, with an express permis¬ sion to dispose of it in mortmain ; and it appears from the records to have been granted by Robert II. as a reward for the composition of his historical poem.13 This sum he did not bequeath to the hospital, but to the dean and chapter of Aberdeen, under the condition that they 2 liymer, Fcedera, tom. vi. p. 31. Rotuli Scotia:, tom. i. p. 808. s Rotuli Scotice, tom. i. p. 926. 7 liymer, tom. vi. p. 478. Rotuli Scotice, tom. i. p. 897- 1 Decretales Gregorii IX. lib. i. tit. vi. cap. vii. §. 2. 3 Warton’s Hist, of English Poetry, vol. ii. p. 154. Price’s edit. 4 Rotuli Scotice, tom. i. p. 886. 6 liymer, Fcedera, tom. vi. p. 39. 8 Accounts of the Great Chamberlains of Scotland, vol ii. p. 19. 9 And in the tyme of the compiling Off' this buk, this Robert wes king, And off his kynrik passit was Fy ve yer; and wes the yer off grace A thousand, thre hundyr, sevynty , And fyve, and off his eld sixty. (Barbour’s p. 274, Jamieson’s edit.-) j j -Henry s Hist, of Great Britain, vol. iv. p, 472. 1 i Hume’s Hist- of the Houses of Douglas and Angus, p. 31. Edinb. 1644, fol. la Acc.ounts 0ft;he Great Chamberlains of Scotland, vol. ii. p. 128. 153—With respect to these pensions, many subsequent entries occur. ibul. vol. iii. p. 269. Jamieson’s Memoir of the Life of Barbour, p. viii. vol. xv% 3 i 434 BARBOUR. Barbour, should say a yearly mass for the repose of his soul.1 His larger pension seems likewise to have been conferred by the same king; and although this circumstance has not been traced in any record, it was probably conferred for the same reason. Although the Bruce is the only work of Barbour that is known to be extant, it is not the only work of which he was the author. He appears to have written another book, doubtless in rhyme, comprising a genealogical his¬ tory of the kings of Scotland, and deducing their origin from the Trojan colony of Brutus.2 We may venture to conclude that his principal materials were drawn from very dubious sources; but although the historical value of this production may not have been very conspicuous, it would undoubtedly have been regarded as a curious relique of the literature of the middle ages. The exist¬ ence of such a work is fully established by various pas¬ sages in Winton’s chronicle. This Nynus had a sone alsua, Sere Dardane lord of Frygia. Fra quham Barbere sutely Has made a propyr Genealogy, Tyl Robert oure secownd kyng, That Scotland had in governyng.3 Of Bruttus lyneage quha wyll her, He Ink the tretis of Barbere, Mad in-tyl a Genealogy Rycht wele, and mare perfytly Than I can on ony wys Wytht all my wyt to yowe dewys.4 It is apparently the same book which the prior of Loch- leven repeatedly quotes under the title of the Brute ; and we agree with Dr Jamieson in thinking it highly probable that this book is quoted by Barbour himself in the subse¬ quent passage. Als Arthur, that throw chevalry Maid Bretane maistres and lady Off twelf kinrykis that he wan; And alsua, as a noble man, He wan throw bataill Fraunce all fre, And Lucius Yber wencusyt he, That then of Rome was emperor Bot yeit, for all his gret valour, Mordreyt his systir son him sle> And gud men als ma than inew, Throw tresoune and throw wikkitnes; The Broite beris thairoff wytnes.5 The archdeacon, as has already been hinted, died in 1396 ;6 and as he had enjoyed his preferment for at least thirty-nine years, he must evidently have reached an ad¬ vanced period of life. His character, if we may be allow¬ ed to form a conjecture from the general strain of his work, was of an amiable kind ; and his name has long been respected by his countrymen. The earliest edition of the Bruce which has hitherto been traced was published at Edinburgh in 1616; but, as Patrick Gordon, whose poem was licensed in 1613, describes it as “ the old printed book,”7 there is reason to believe that the first impression is of a much earlier date. Several other editions appear- Barbour, ed in the course of the seventeenth century; “ and there are many later editions of no value, published by different booksellers, to answer the demand of the common people for this book ; which, to the credit of their good sense, is very great.”8 A more elaborate edition was at length pub¬ lished by Mr Pinkerton, from a manuscript in the Advo¬ cates Library; but as the transcript was neither execut¬ ed by himself, nor under his immediate inspection, many gross inaccuracies were suffered to escape.9 After an interval of thirty years, another edition, the best that has yet appeared, was published by Dr Jamieson from a more careful collation of the same manuscript.10 This appears from the colophon to have been transcribed in 1489, by John Ramsay, who is supposed to be the same person that was afterwards prior of the Carthusian monastery at Perth. The transcript was executed at the request of Simon Lochmalony, vicar of Moonsie; and thus every individual more immediately concerned, the poet, the copyist, and his employer, belonged to the church. When we endeavour to appreciate the literary merit of Barbour, we must at the same time endeavour to transport ourselves to the remote and unrefined age in which he lived ; we must recollect the general barbarism of many preceding centuries, the difficulty of acquiring liberal knowledge, the rude and grotesque taste of almost all his contemporaries. When all these circumstances are duly considered, his poem will be found entitled to an ample share of our approbation. Fortunate in the choice of a subject, he has unfolded a series of remarkable events, and has diffused over a very long narrative that lively in¬ terest which an ordinary writer is incapable of exciting. Here we are not to expect the blandishments of modern poetry : the author stands conspicuous amid the ruins of time, and, like an undecayed Gothic tower, presents an aspect of majestic simplicity. The lively strain of his nar¬ rative, the air of sincerity which he always exhibits, his earnest participation in the success or sufferings of his favourite characters, as well as the splendid attributes of the characters themselves, cannot fail of arresting the at¬ tention of every reader familiarly acquainted with the lan¬ guage in which he writes. The age of the great King Robert was the age of Scottish chivalry, and the monarch himself presented the most perfect model of a valiant knight. Whatever inconsistencies may have appeared in his early conduct, the best portion of his life was undoubt¬ edly spent in the exercise of heroic valour or of political wisdom. Such a hero and such a crisis were a most fortunate selection; and although the intrinsic merit of the poet is very conspicuous, yet the attraction of the poem is partly to be ascribed to his judicious choice of a subject. Barbour was evidently skilled in such branches of know¬ ledge as were then cultivated, and his learning was so well regulated as to conduce to the real improvement of his mind: the liberality of his views, and the humanity of his 1 Accounts, vol. ii. p. 402. 2 With respect to the story of the Trojan origin of another nation, “ Ueber die Sage von der Trojanischen Abkunft der Franken,” some curious notices may be found in W. C. Grimm’s Adtdanischc Hddenlieder, Balladen, und Mdrchen, S. 431. Heidelberg, 1811, 8vo. 5 Winton’s Cronykil of Scotland, vol. i. p. 26. 4 Hid. vol. i. p. 54—Another early poet mentions Barbour as the author of different works. Master Barbour, quhilk was a worthi clerk, He said the Bruce amang his othir werk. (Henry’s Wallace, p. 353.) 8 Barbour’s Bruce, p. 20. 6 Chartulary of Ahadecn, f. 115. 7 Gordon’s Famovs Historie of the renouned and valiant Prince Robert, surnamed the Brvse, King of Scotland. l)ort, 1615, 4to. 8 Pinkerton’s List of the Scottish Poets, p. Ixxxiii. 9 The Bruce; or, the History of Robert I. King of Scotland : written in Scottish verse by John Barbour. The first genuine edition, published from a manuscript dated 1489 ; with notes and a glossary by J. Pinkerton. Lond. 1790, 3 vols. 8vo. 10 The Bruce and Wallace; published from two ancient manuscripts preserved in the Library of the Faculty of Advocates: with notes, biographical sketches, and a glossary. Edinb. 1820, 2 vols. 4to. BARBOUR. ^Barbour, sentiments, appear occasionally to have been unconfined by the narrow boundaries of his own age. He has drawn various illustrations from ancient history and from the stories of romance, but has rarely displayed his erudition by decking his verses with the names of ancient authors: the distichs of Cato,1 and the spurious productions of Dares Phrygius and Dictys Cretensis are the only pro¬ fane books to which he formally refers. He has borrowed more than one illustration from Statius, who was the fa¬ vourite classic of those times, and who likewise appears to have been the favourite of Barbour: the more chaste and elegant style of Virgil and Horace was not so well adapt¬ ed to the prevalent taste, as the strained thoughts and gorgeous diction of Statius and Claudian. The manner in which he has incidentally discussed the subject of astro¬ logy and necromancy, maybe specified as not a little cre¬ ditable to his good sense. It is well known that these branches of divination were assiduously cultivated during the ages of intellectual darkness. I he absurdity of astro¬ logy and necromancy he has not openly attempted to ex¬ pose ; for as the opinions of the many, however unfound¬ ed in reason, must not be too rashly stigmatized, this might have been too bold and decided a step. Of the possibility of predicting events he speaks with the caution of a philosopher ; but the following passage may be con¬ sidered as a sufficient indication of his deliberate senti¬ ments : And sen thai ar in sic wenyng, For owtyne certante off witting, Me think quha sayis he knawis thingis To cum, he makys’ gret gabingis.2 To form such an estimate, required a mind capable of re¬ sisting a strong torrent of prejudice; nor is it superfluous to remark, that in an age of much higher refinement, Dry- den suffered himself to be deluded by the prognostications of judicial astrology.3 It was not however to be expect¬ ed that Barbour should on every occasion evince a decid¬ ed superiority to the general spirit of the age to which he belonged. His terrible imprecation on the person who betrayed Sir Christopher Seton, “ In hell condampnyt mot he be ! ought not to have been uttered by a Christian priest. His detestation of the treacherous and cruel King Edward induced him to lend a credulous ear to the re¬ port of his consulting an infernal spirit. The misfortunes which attended Bruce at almost every step of his early progress, he attributes to his sacrilegious act of slaying Comyn at the high altar. He supposes that the women and children who assisted in supplying the brave defenders 435 of Berwick with arrows and stones, were protected from Barbour, injury by a miraculous interposition. Such instances of' superstition or uncharitable zeal are not to be viewed as marking the individual: gross superstition, with its usual concomitants, was the general spirit of the time ; and the deviations from the ordinary track are to be traced in examples of liberal feeling or enlightened judgment. His encomium on political freedom is distinguished by a manly and dignified strain of sentiment: A ! fredome is a noble thing ! Fredome mayss a man to haiff liking Fredome all solace to man giffis: He levys at ess that frely levys. A noble hart may haiff nane ess, Na ellys nocht that may him pless, Gyff fredome failyhe; for fre liking Is yharnyt our all othir thing. Na he that ay hass levyt fre, May nocht knaw weill the propyrte, The angyr, na the wrechyt dome That is cowplyt to foule thyrldome. Bot gyff he had assayit it, Than all perquer he suld it wyt, And suld think fredome mar to pryss Than all the gold in warld that is.-® from the satisfaction with which the poet seems to contemplate any example of the gentler virtues, we mav venture to draw a favourable inference respecting the na¬ tive benevolence of his disposition. The subsequent pas¬ sage cannot be passed without particular notice : the an¬ nals of heroes furnish but few instances of so pleasing a nature, whether it be that heroes seldom stoop to actions of mere benevolence,5 or that their historians do not think it of much importance to transmit such actions to poste¬ rity. The king has hard a woman cry ; He askyt quhat that wes in hy. “ It is the layndar, Schyr,” said ane, “ That her child-ill rycht now has tane, “ And mon leve now behind ws her; “ Tharfor scho makys yone iwill cher.” The king said, “ Certis it war pile “ That scho in that poynt left suld be ; “ For certis I trow thar is na man “ That be ne will rew a woman than.” Hiss ost all thar arestyt he, And gert a tent sone stentit be, And gert hyr gang in hastily. And othyr wemen to be hyr by, Quhill scho wes deliuer, he bad, And syne furth on his wayis raid : And how scho furth suld caryit be, Or euir he furth fur, ordanyt he. 1 And Catone sayis ws in his wryt, rpi • .. . „ That to fenyhe foly quhile is wyt. (Barbour’s JSruce, n. 13.1 s passage evidently refers to the collection of distichs which bears the name of Dionysius Cato whom Chnnrpr n «• w as Mr w-r,'m ™ts' t"at he ™ Insipiens esto quum tempus postulat aut res: This t-n . . Stultitiam simulare loco, prudentia summa est. (Catonis Disticha, lib. ii. 18.1 German French ^dTnSm U* eSf1timation durfin^ thf fliddle a^s.’ and Jt been translated into Greek, Anglo-Saxon, . “ ’ jHcn, and English. It comprehends a series of moral lessons, which are often conveyed with a r-nnsirWahla ness and compression. The author possesses so much purity of diction, that Joseph Scalieer s’unnoses be eannnt have fl ^ • h i subsequently to the reign of Commodus or Severus; and Hem Cannegieter, who was alike conversant with SoWy and the tKe^ol ^Tc f ^ Roma?. J“risP™deJce> to prove that this poePt must* least have preckel become as not competent for a husband to dismiss his wife, merely because he did not find her agreeable (Codex TheoAnsin-n' uk ••• P, ° smauZAK the Gr“k Ters,on5 °f PI“udes “d <*- 4 Barbour,’ p. 10. * Johnson’s Lives of English Poets, vol. ii. p. 109. 3 0< yx/i rigwt( Kaxavt lroiy.oi » ivi^yiruv. (Menandri Fragmenta, p. 158. edit. Meineke.) 436 Barbour. ' BAR the general merit of the two poets is equal. Chaucer has Barbour attempted a great variety of subjects, and, for the most || part, with eminent success. His measures are also varied; harbuda. and, if we compare his versification with that of preced- ing poets, or indeed with that of his immediate successors, it will be found entitled to high commendation. He re¬ formed the taste and improved the language of his native country. The merit of Barbour, though more circum¬ scribed, is yet so eminent as to entitle him to a very ho¬ nourable place in the history of British poetry. The style of this poet is distinguished by its terse¬ ness, and he often exhibits a happy brevity of expression. His work contains a greater proportion of French idioms than we discover in the writings of the preceding Scottish poets, though their positive number is far from being con¬ siderable. Fiction is not inseparably connected with verse. The historical merit of Barbour’s poem has been admit¬ ted by very competent judges; and, among others, Lord Hailes has repeatedly acknowledged the general fidelity of his narrative. King Robert died in 1329; and, as Bar¬ bour was employed in writing his poem within forty-six years from that period, he must have enjoyed many op¬ portunities of collecting information. He might himself have conversed with warriors who fought at Bannock¬ burn ; and on one occasion he quotes the authority of a valiant knight, Sir Allan Cathcart, who was personal¬ ly engaged in a particular exploit which he is about to relate. BAR This wes a full gret curtasy, That swilk a king, and sa mighty, Gert his men duell on this maner Bot for a pouir lauender.1 Barbour seems to have been acquainted with those nicer springs of human action which elude vulgar obser¬ vation ; he catches the shades of character with a delicate eye, and sometimes presents us with instances of nice dis¬ crimination. His work is not a mere narrative of events ; it contains specimens of that minute and distinct delinea¬ tion which marks the hand of a skilful artist. An illus¬ tration of this remark may perhaps be found in the fol¬ lowing incident. When Bruce has with his single arm defended a narrow pass against a party of two hundred Gallovidians, his soldiers are represented as flocking around him with the same eager curiosity as if they had never had another opportunity of seeing him. Syk wordis spak thai of the king, And for his hey wndertaking Farlyit, and yarnyt hym to se, That with hym ay wes wont to he.2 In the opinion of an exquisite critic, Barbour has adorn¬ ed the English language by a strain of versification, ex¬ pression, and poetical imagery, far superior to the age.3 And Dr Nott remarks that he “ had given his country¬ men a fine example of the simple energetic style, which resembled Chaucer’s best manner, and wanted little to make it the genuine language of poetry.”4 The best me¬ thod of estimating the merit of his versification, will be to compare it with that of some English poet who flou¬ rished about the same period; and, if placed in competi¬ tion with the versification of Chaucer, Gower, or Lydgate, the most celebrated English poets of that era, it must cer¬ tainly be admitted to appear with sufficient advantage. Although a general conclusion cannot safely be drawn from a particular instance, it may yet be worth while to compare the following quotations from Chaucer and Bar¬ bour : The byrdes that han lefft her songe, Whyle they han suffred colde full stronge In wethers grylle, and derke to syght, Ben in May, for the sunne bryght, So glad that they shewe in syngyng That in her herte is suche lyking, That they mote syngen and ben lyght: Than doth the nyghtyngale her myght To maken noyse and syngen blythe; Than is blysfull many a sythe The chelaundre and the popyngay; Than yonge folke entenden aye For to ben gay and amarous, The tyme is than so sauorious.5 This wes in ver, quhen wynter tid, With his blastis hidwyss to bid. Was our drywyn, and' byrdis smale, As turturis and the nychtyngale, Begouth rycht sariely to synge, And for to mak in thair singyng Swete notis, and sownys ser, And melodys plesand to her; And the treis begouth to ma Burgeans, and brycht blomys alsua, To wyn the helyng oft their hewid, That wykkyt wyntir had thaim rewid.6 Here the versification of Barbour is certainly not inferior to that of Chaucer; but we have no intention to aver that A knycht, that then wes in his rowt, Worthi and wycht, stalwart and stout, Curtaiss and fayr, and off gud fame, Schyr Alane off Catkert by name, Tauld me this taile, as I sail tell.7 Of the general merit of Barbour’s work, so favourable an estimate has been formed by Mr Pinkerton, that it may not be improper here to produce his testimony. “ Per¬ haps the editor may be accused of nationality, when he says, that, taking the total merits of this work together, he prefers it to the early exertions of even the Italian muse, to the melancholy sublimity of Dante, and the amo¬ rous quaintness of Petrarca, as much as M. Le Grand does a fabliau to a Provencal ditty. Here indeed the reader will find few of the graces of fine poetry, little of the At¬ tic dress of the muse; but here are life, and spirit, and ease, and plain sense, and pictures of real manners, and perpetual incident, and entertainment. The language is remarkably good for the time, and far superior in neat¬ ness and elegance even to that of Gawin Douglas, who wrote more than a century after. But when we consider that our author is not only the first poet, but the earliest historian of Scotland, who has entered into any detail, and from whom any view of the real state and manners of the country can be had; and that the hero whose life he paints so minutely, was a monarch equal to the greatest of modern times; let the historical and poetical merits of his work be weighed together, and then opposed to those of any other early poet of the present nations in Europe.”8 (D\1'). BARBUDA, one of the Caribbee islands, is 15 miles in length by about 8 in breadth, presenting a very flat sur¬ face, covered to a great extent with forests of small trees, in which excellent deer abound. Many varieties of very fine shell and other fish are found on the coast, which is 1 Barbour, p. 320. * Barbour, p. 118. 3 War ton’s History of English Poetry, vol. ii. p- 154. 4 Nott’s Dissertation on the State of English Poetry before the sixteenth Century (p. cxc.), prefixed to the Works of Surrey and Wyatt. Lond. 1815, 2 vols. 4to. t 4 Chaucer’s Romaunte of the Rose: Workes, f. cxxviii. edit. Lond. 1542, fol. Barbour, p. 80. 7 Barbour, p. 183. 8 Pinkerton’s Preface to Barlour, p. x. BAR B A R Barca also frequented by large flocks of water-fowl. The part of the island cultivated is fertile, but there is no sugar arce o a. raised, nor are there any plantations of importance. The ' climate is very salubrious. Pop. about 1000. Long. 61. 46. W. Lat. 17. 36. N. BARCA (the ancient Cyrenaica), a maritime district of Northern Africa, forming the eastern portion of Tripoli, and extending from the Gulf of Sert (the ancient Syrtes) to Egypt, between Lat. 30° and 33° N. and Long. 20° and 25 E. Its name is derived from Barce or Barca, an ancient city of Cyrenaica, and which probably was originallya Libyan settlement, but afterwards colonized by Greeks from Cyrene, about b.c. 560. This territory is traversed from east to west by a mountain chain varying in height from 400 or 500 to upwards of 1800 feet. A great part of Barca, particularly towards the coast, is very fertile, abounding with excellent pasturage, and producing large supplies of corn. The chief town is Bengazi. See Cyrenaica. BARCAROLLE (from the Italian barcarola, a barge¬ man), a popular song sung by the Venetian gondoliers. BARCELONA, one of the four provinces into which the ancient Spanish principality of Catalonia was divided in 1833. It is bounded N.E. by Gerona, N.W. by Lerida, S.W. by Tarragona, and S.E. by the Mediterranean. Area, about 220 square leagues. Pop. (1849) 533,695. See Catalonia. Barcelona, capital of the above province, and formerly the capital of Catalonia, is a strongly fortified city and sea¬ port on the shore of the Mediterranean, between the mouths of the rivers Besos and Llobregat. Lat. 41. 22. N. Long. 2.9. E. It stands in a plain of great fertility, which is covered with villas and gardens. The Montjuich hills lie to the west, and on the other side the view is bounded by the sea. On the north-east the city is defended by the citadel, fortified on Vauban’s plan ; and on the south-east by the fortress of Montjuich, which occupies a commanding position. The ramparts embrace about three-fourths of the town, forming a terrace from which there is a magnificent view of the city and its environs. A fine promenade called La Rambla di¬ vides the city into two parts, the high and the low town. The buildings, chiefly of brick, are irregular, and usually from four to five stories in height, with numerous windows and balconies; and the fronts are occasionally decorated with fresco-painting. The streets are generally narrow, but some of the plazas or squares are handsome, especially that of the Palacio, which contains the governor’s palace, the exchange, and the custom-house. Among the more re¬ markable of the other public edifices, may be mentioned the cathedral, an ancient and majestic building in the later Gothic style ; the churches of Sta Maria del Mar, Stos Justo y Pastor, and San Miguel; the Casa de la Diputacion, or court of the chief justice, which contains the archives of Aragon, a most precious collection of historical documents ; the Casa Consistorial; the Palacio Real, or ancient palace of the kings of Aragon ; the Palacio de la Reina ; the palace of the marquises of Aitona; the theatre, and the prison. At the highest part of the city, in the Calle del Paradis, are some magnificent columns and other Roman remains, which, however, are almost hidden by the surrounding buildings. The public institutions of Barcelona are numerous and im¬ portant. I he university, originally founded in 1430, was suppressed in 1714 by Philip V., and transferred to Cervera; but it was restored in 1841, and is now in a flourishing con¬ dition. The education comprises languages, philosophy, jurisprudence, and medicine. There are two academies of literature and science, and several public libraries. The luseo-Salvador, besides a fine collection of objects in na¬ tural history, contains a valuable library with a considerable number of scientific MSS., and an archaeological collection comprising a rich cabinet of coins and medals ; forming al¬ together the most complete establishment of its kind in bpam. Besides this, there are two smaller museums, and 437 several colleges and educational seminaries. Among these Barcelona is an admirable institution, with a most extensive scheme of II education, comprehending arithmetic and mathematics Barclay- modern languages, navigation, experimental philosophy and chemistry, practical agriculture and botany, architecture, painting, sculpture, engraving, mechanics, and commerce’. This institution, which is liberally supported by the Board of Trade, affords gratuitous instruction to upwards of 2000 pupils. Among the other important institutions are the Casa de Caridad or house of industry, a foundling and deaf and dumb institution, and several hospitals for the sick. The Montes de Piedad, or pawnbroking establish¬ ments of Barcelona, are, in fact, mutual benefit societies. The Monte de Piedad de N. Sra. de la Esperanza has this peculiarity, that loans on deposits are made without interest to necessitous persons. In 1849 the number of persons that availed themselves of its benefits was 5686. Barcelona is the see of a bishop, the seat of the captain- general of Catalonia, and of an audiencia. It is an impor¬ tant military station, and possesses a naval arsenal, a cannon foundry, and barracks. In a commercial point of view it is the industrial centre of Catalonia. Its trade declined greatly after the emancipation of the Spanish American colonies, but afterwards revived ; and notwithstanding the disastrous consequences of the French invasion, it is still the chief com¬ mercial emporium of Spain. According to Mr Ford, it is the “ Manchester of Catalonia, which is the Lancashire of the Peninsula.” The exports consist chiefly of wrought silks, laces, ribbons, calicoes, hats, paper, soap, steel and iron¬ ware, fire-arms, &c. The chief imports are the produce of America, consisting of cotton, sugar, coffee, cinnamon, in¬ digo, bees’ wax, horns, hides, &c. The number ef vessels that entered its port in 1849 was 1896, with a tonnage of 140,369: of these 1372 were Spanish vessels. The har¬ bour is protected on the south by a mole, with a lighthouse and a battery at its extremity. The depth of water within the mole is from 18 to 20 feet; but a bar, which has fre¬ quently but ten feet of water, prevents the entrance of large ships. There are consuls here from all the principal states of Europe and America. Population by census of 1842, 121,815. Steamers ply regularly to Marseilles and Cadiz. The Spaniards ascribe the founding of Barcelona to the Carthaginians under Hamilcar Barca, after whom it was called Barcino. It was the theatre of hostilities, both during the Moorish sway in Spain, and in the wars subsequent to that period. During the War of the Succession it adhered to the house of Austria. The seizure of Montjuich, and the subsequent capture of Barcelona by the Earl of Peter¬ borough, formed one of the most brilliant achievements of that remarkable man. At the close of the war it was reluc¬ tantly reconciled to the dynasty of the Bourbons. At the commencement of Buonaparte’s attempt to seize on the government of Spain, the French troops obtained possession of the fortress; and thus, during the continuance of that war, the city was held in unwilling subjection to the enemies of the cause which its inhabitants most zealously espoused. Barceloneta, a large suburb to the S.E. of the city, con¬ tains 11,000 inhabitants. (Madoz, Diccionario de Espana.) Barcelona, New, a seaport town, capital of the pro¬ vince of the same name, in Venezuela, South America, founded in 1634. It stands on the left bank of the Ne¬ ver!, about three miles from the sea. The town is ill-built and unhealthy, but has a considerable trade in horses and cattle. Lat. 10. 6. 52. N. Long. 64. 47. W. BARCLAY, Alexander, an English poet, generally be¬ lieved to have been a native of Scotland, though most of his life was spent in England. He is said to have been partly edu¬ cated in the university of Oxford, and on one occasion makes an allusion to what he had observed at Cambridge. He spent some of his earlier days at Croydon in Surrey; and in 1508 he was a prebendary of the collegiate church of St Mary Ottery 438 BARCLAY. Barclay, in Devonshire. He afterwards became a Benedictine monk of the monastery of Ely, and at length assumed the habit of St Francis at Canterbury. Having survived the dissolution of the monasteries, he became successively vicar of Much-Badew in Essex, and, in 1546, of Wokey in Somersetshire ; and was finally presented by the dean and chapter of Canterbury to the rectory of All-Saints in Lombard-street. As he retained some of his preferments in the reign of Edward VI., it is presumed that he must have complied with the changes of the times. Having reached a very advanced age, he died in the year and was interred at Croydon. Barclay wrote at a period when the standard of Eng is poetry was extremely low; and, as excellence is always comparative, this circumstance may partly enable us to account for the high reputation which he enjoyed among his contemporaries. If not entitled to the name of a poet, he is at least a copious versifier. His most conspicuous performance is the Ship of Fooles, first printed by Pinson in the year 1509. The original design, and many of the details, were derived from Sebastian Brandt,1 a civilian of Strasburg, who in 1494 published a poem entitled Das Narren Schyff'2 which was so well adapted to the taste of the age that a Latin and a French version appeared in 1497, and another French version in 1498. Barclay pro¬ fesses to have translated “ oute of Laten, Frenche, and Doche but to the original cargo he has added many fools of English growth. Under the representation of a ship freighted with fools of various denominations, the poet ex¬ poses the prevalent vices and follies of the age; and al¬ though, as Warton remarks, the poem is destitute of plot, and the voyage of adventures,3 the general design was found to possess many attractions. Another publication of Barclay is the Mirrour of good Manners, translated from the poem of Mancini Be quatuor Virtutibus. His Eglogues chiefly excite curiosity as the earliest specimen of pasto¬ ral poetry in the English language, but their other atti ac¬ tions are not very powerful. They are of a more recent date than Henryson’s Robene and Makyne, and are cer¬ tainly very inferior in poetical merit. Among his prose works we find a version of Sallust s history of the war with Jugurtha: it was twice printed by Pinson, and is an early specimen of an English translation from the classics, (d.l) Barclay, William, M. D. was the brother of Sir Pa¬ trick Barclay of Tolly,4 and was likewise related to his learned namesake mentioned in the next article. This latter fact is ascertained by the hendecasyllables subjoin¬ ed to his notes on Tacitus, and bearing the subsequent inscription: “ Nobili et clarissimo viro Guil. Barclayo cog- nato meo, pro explicate Taciti Agricola, Joannes Barclayus Guil. F. scripsi.” The writer of these verses, we may remark, must then have been only seventeen years of age. Barclay prosecuted his studies in the university of Louvain under Justus Lipsius, a great master of Roman literature; and to him this distinguished professor has Barclay, addressed two of his printed letters.5 He describes him- self as A. M. and M. D.; but where he took those de¬ grees we are not informed. Having been appointed a professor in the university of Paris, he there taught hu¬ manity for several years, and acquired a considerable share of reputation by his talents and learning. He afterwards visited his native country, where he appears to have fol¬ lowed the medical profession ; but it may be inferred from Dempster’s brief notice, that, in consequence of his adhe¬ rence to popery, his situation was rendered uncomfort¬ able by the clergy, and having returned to France, he re¬ sumed his former occupation at Nantes in Bretagne.6 The same literary historian mentions, that, at the period of his writing, Barclay was residing in Scotland, and, according to his information, was pursuing the practice of physic. The following is a list of all the publications of Dr Bar¬ clay with which we are acquainted. 1. Guilielmi Barclayi Oratio pro Eloquentia. Ad v. cl. Ludovicum Servinum, Sacri Consistorii Regii Consilia- rium, et in amplissimo Senatu Parisiensi Regis Advoca- tum. Paris. 1598, 8vo. 2. C. Cornelii Taciti Opera quae exstant, ad exemplar quod J. Lipsius quintum recensuit. Seorsim excusi com- mentarii ejusdem Lipsii meliores plenioresque cum curis secundis, et auctariolo non ante adjecto. Guil. Barclayus Praemetia quaedam ex Vita Agricolae libavit. Adjecti sunt indices aliquanto ditiores. Paris. 1599, 8vo. Me¬ nage, in his Remarques sur la, Vie de Pierre Ayrault, p. 230, has ascribed these Prcemetia to the civilian, and the same error has been committed by other writers. 3. Nepenthes, or the Vertves of Tabacco. By William Barclay, Mr of Art, and Doctor of Physicke. Edinb. 1614, 8vo.—This tract is dedicated to the author’s nephew, Patrick the son and heir of Sir Patrick Barclay of Tolly; and the dedication is preceded by “ A merie Epistle of the Author to the Printer,” who is no other than “ good Master Hart.” To this worthy friend he makes the fol¬ lowing communication : “ If I find fauour in this essay, I shal send you shortly, Godwilling, a scholasticall subiect, and a curious litle worke, fit onely for those which aspire to the top of Pindus. The one wil bring to your shop the common sort of people, the other the most learned. At the end of the tract he has inserted six little poems, the first of which is addressed to Alexander Craig. 4. Guil. Barclayi, Amceniorum Artium, et Medicmae Doctoris, Judicium de Certamine G. Eglisemmii cum G. Buchanano, pro Dignitate Paraphraseos Psalmi ciiii. Non violandi Manes. Adjecta sunt, Eglisemmii ipsum Judicium, ut editum fuit Londini, typis Eduardi Aldsei, an. Dom. 1619; et, in gratiam studiosae juventutis, ejusdem Psalmi elegans paraphrasis Thomae Rhaedi. Lond. 1620, 8vo.—- Dr Eglisham, like a fair as well as a bold critic, exhibited his own verses in competition with those of Buchanan, 1 Sebastian Brandt, doctor of laws, was born at Strasburg about the year 1458. He studied in the university of Base , aiJ ^ having publicly taught there, as well as in his native city, he became syndic of Strasburg, where he died in the year lo 0. ( aml VUa: Germanorum Jurecomultorum et Politicorum, p. 5. edit. 1'rancof. ad Moen. 1706, fol.) He is extolled by his contemporary ri re- mius as “ utriusque juris professor insignis, et tam in divinis Scripturis, quam aliis ssecularis literaturae disciphnis egregiedoc us, po- eticam non mediocriter callens, ingenio subtilis, eloquio disertus, consilio ac actione pnecipuus.” (De Scriptoribus Ecclesiasticis, . ecu. a. edit. Paris. 1512, 4to.) Plis writings embrace a considerable variety of subjects. We have a copy of one or his protessiona wor's, entitled 7'itulorum omnium Juris tam Civilis quam Canonici Expositiones. Lugdum, 1608, 8vo. 2 See Dr Ebert’s Allgemeines bibliographisches Lexikon, Band i. S. 230. 3 Warton’s Hist, of English Poetry, vol. iii. p. 74. . . . .. -\ 4 Dr Barclay has himself mentioned the place of his birth. “ Nam Collonia (sic castrum vocatur in quo primum terrain g ) sita est in littore quod ‘ tam vasto atque aperto mari pulsatur.’ Quo loco, ut obiter dicam, non pauca sunt vestigia veterum e orljpL cum Anglis praesertim. Est in eodem littore, in territorio gentis Barclayame, portus quidam, qui nostra lingua Aula- leauen appe tur.” (Prcemetia, p. 561.) s Lipsii Epist. select, cent. iii. ep. xxxiii. Epist. cent, ad Germanos et Gallos, ep. Ivi. , „ . , , _ 6 “ Inde in Scotiam profectus aliquantisper substitit, donee ministri illi Sathanae magna eum molestia aifacientes so um coegerunt, qui in Galliis iterum docere bonas artes sustinuit Nanneti in Britannia Minore.” (Dempster. Hist, cc esias . en is c torum, p. 120.) i BARCLAY. 42Q Barclay, and had no reason to congratulate himself on the issue. He was likewise assailed by another learned physician, Arthur Johnston, who, in two sarcastic and elegant poems, treated his case as one of decided insanity. 5. Guil. Barclaii, M. D. Poemata. Delitice Poetarum Scotorum, tom. i. p. 137.—These poems only occupy four pages and a half. fa Barclay, William, LL. D. a distinguished civilian, was born in Aberdeenshire in the year 1541. He spent the early part of his life, and much of his fortune, at the court of Mary queen of Scots, from whose favour he had reason to expect preferment. In 1573 he went over to France, and at Bourges commenced student of the civil law under the famous Cujacius. He continued some years in that seminary, where he took his doctor’s degree; and was soon after appointed professor of the civil law in the university of Pontamousson, recently founded by the duke of Lorraine. That prince afterwards made him counsel¬ lor of state and master of requests. In the year 1581 Barclay married Anne de Malleville, a French lady, by whom he had a son, who became a celebrated author, and of whom the reader will find an account in the next arti¬ cle. This youth the Jesuits would gladly have received into their society; but his father refused his consent, and for that reason these disciples of Jesus soon contrived to ruin him with the duke his patron. Barclay now embark¬ ed for Britain, where King James offered him a consider¬ able preferment, provided he would become a member of the church of England ; but not chusing to comply with this condition, he returned to France in 1604, and, soon after his arrival, was appointed first professor of the civil law in the university of Angers, where he died the year following, and was buried in the Franciscan church. Barclay was a man of superior talents, and still main¬ tains a conspicuous place among civilians.1 In his politi¬ cal opinions he was directly opposed to his illustrious countryman Buchanan, and was a strenuous defender of the rights of kings : his own speculations on the principles of government are best known to some readers from an incidental confutation by Locke, in his Treatises on Go¬ vernment. A list of his publications shall close this very brief notice. L De Regno et Regali Potestate, adversus Buchana- num, Brutum, Boucherium, et reliquos Monarchomachos, libri sex. Paris. 1600, 4to.—This volume contains, or ought to contain, a portrait of the author, which however has in many instances been transferred to the portfolio of some collector. 2. In Titulum Pandectarum de Rebus creditis et Jure- jurando Commentarii. Paris. 1605, 8vo.—This commen¬ tary is reprinted in Otto's Thesaurus Juris Romani, tom. iii. 3. De Potestate Papae; an et quatenus in Reges et Principes seculares jus et imperium habeat: Liber post¬ humus. Mussiponti, 1610, 8vo.—This work may likewise be found in Goldasti Monarchia, tom. iii. p. 621. It was translated into French ; and an English version is printed with the treatise of Sheldon, Of the Lawfulness of the Oath of Allegiance. Lond. 1611, 4to. Barclay’s two treatises, De Regno and De Potestate Papce, have repeatedly been printed in the same volume. Hanoviae, 1612, 8vo. Ha- Barclay noviae, 1617, 8vo. * ..fa Barclay, John, son of the eminent civilian mentioned in the last article, was born at Pontamousson on the 28th of January 1582. He was there educated in the College of the Jesuits, and excited in his instructors so favourable an opinion of his capacity, that they made an attempt to entice him into their order; an attempt which was indig¬ nantly resisted by his father. At the age of nineteen, he evinced his literary ambition by publishing annotations on the Thebais of Statius. In 1603, when his father resign¬ ed his professorship in disgust, the young and aspiring scholar accompanied him to London; and at the begin¬ ning of the following year he presented his Kalendce Ja- nuaricE as a poetical offering to King James, to whom he soon afterwards dedicated the first part of his work en¬ titled Euphormionis Lusini Satyricon. Both the father and the son were willing to accept of employment, and no doubt they both expected preferment. But, as Lord Hailes has remarked, “ William Barclay was conscien¬ tiously attached to the church of Rome, and his son pro¬ fessed the religion of his forefathers. In those days a pension bestowed upon a Scottish Papist would have been numbered among the national grievances ; and the vulgar would not have distinguished between favour shown to genius or learning, and partiality for the opinions of the person favoured. ”2 In the year 1604 they both returned to France, and Dr Barclay was again placed in a situation suited to his talents and learning, having been appointed first professor of the civil law in the university of Angers. His taste for external magnificence appears to have been somewhat prominent: when he went to read his lecture, he was dressed in a superb gown, with a massy chain of gold about his neck, and was followed by his son and two valets.3 4 The younger Barclay, whose hopes of advancement had begun to revive, returned to England in 1605; but after a further residence of twelve months, he still found him¬ self unsuccessful in his pursuit. His father died towards the close of the same year; and he afterwards removed to Paris, where he married Louise, the daughter of Mi¬ chael Debonnaire, “ Tresorier des Vieilles Bandes.” He speedily fixed his abode in London, and there his wife bore him a son and two daughters, William, Anne, and Louise. M. de Peiresc, who was himself a man of learning, and was very extensively connected with the learned, found him in this metropolis in the year 1606, and their acquaintance was succeeded by an intimate friendship. During this year he published the second part of his Satyricon, which he dedicated to the earl of Salisbury; and likewise a brief narrative of the gunpowder plot, bearing the title of Series patefacti divinitus Parri- cidii, in ter maximum Regem Regnumque Britannice cogi- tati et instructi. In 1610 he published an apology for his Satyricon, which had excited so much resentment that he found it necessary to attempt some palliatives and expla¬ nations. A tract was published at Paris in 1620, under the title of Censura Euphormionis;4 and this was an¬ swered in a Censura Censures Euphormionis, written by Pierre Musnier, canon of Vezelay. 1 See Dr Browne’s Remarks on the Study of the Civil Lara, p. 25. Edinb. 1828, 8vo. Hailes’s Sketch of the Life of John Barclay, p. 2. 4to edit. 3 Menage, Remarques sur la Vie de Pierre Ayrault, p. 230. 4 “ On croit, pour le marquer icy en passant, que Se'ton, Ecossois, est i’auteur de ce petit livre.” (Menage, p. 233.) The writer apparently alludes to Dr Seaton, a learned civilian, whom Tomasini enumerates among the eminent scholars of the age. (Parnassus Eu- ganeus, sive de Scriptoribus ac Litcratis hujus JEvi Claris, p. 8. Patavii, 1647, 4to.) Balzac celebrated him in his Latin verses ; Scioppius addressed the second epistle of his Paradoxa Literaria “ Guilhelmo Setonio Scoto Jurisconsultoand his name is mentioned with much respect by various other writers of the same period. He is highly extolled in Sir Thomas Urquhart’s Discovery of a most exqui¬ site Je-wcl, p. 177. Lond. 1652, 8vo. 440 ■Barclay. B A K C L A Y. During the same year, 1610, he published an able work of his father, Be Potestate Papce, to which he prefixed a preface of nine pages, concluding with a clear intimation of his purpose to defend his father’s memory against any unseemly attack. “ Quod si aliquis hoc opus re e ere instituet, velim ne oratoria fraude tantum levia qusedam carpat, in quibus nec ipse author multum subsidn po- suerit; sed ipsam vim rationum excutiat, diluendi aut as- serendi vitia accuset. Si quis aliter faxit, sciat Guihelmi Barclaii cineres loqui posse.” It was not tic o^jec o this treatise to controvert the spiritual supremacy of the pope, which the author was ready to admit m Us most orthodox sense; but while he acknowledged his power and jurisdiction in things spiritual, he strenuously con¬ tended against his usurped power over sovereign princes in things temporal. The work, which is written with learning and ability, excited no small degree of at ten. ion , and it was soon attacked by Cardinal Bellarmin, one of the most formidable defenders of the doctrines of the church, and of the pretensions of its visible head. 1 he son was anxious to evince that the ashes of his revered father were yet capable of speaking. He had not neglected to study the law under so excellent a preceptor; and as ie was by no means diffident of his own abilities, he did not shrink from a contest with so redoubtable an antagonist. He accordingly published a large volume bearing the title of Joannis Barclaii Pietas; sive publiccB pro Regibus ac Principibus, ac private pro Guilielmo Barclaio Parente Vindicice, adversus Roberti S. R. E. Cardinahs Bdlarmim Tractatum de Potestate Summi Pontificis in Rebus lem- poralibus. Parisiis, 1612, 4to. To this work the cardinal did not himself reply, hut an answer was speedily published under the name of Andrece Eudcemon-Johannis hpistola monitoria ad Joannem Barclaium de Libro ab eo pro Paire suo contra Robertum Bellarminum S. R. E. Cardinalem scripto. Col. Agrip. 1613, 8vo. In 1614 Barclay published at London his Icon Ammo- rum, which forms the fourth part of his Satyricon. This work is written with talent and vivacity, and may still be perused with pleasure. It is, as Lord Hailes has correct¬ ly stated, a delineation of the genius and manners of the European nations, with remarks, moral and philosophical, on the various tempers of men. For the land of his fore¬ fathers the author has not failed to testify a sufficient de¬ gree of affection. He duly extols the antiquity of the royal line, “ inclyto sceptro supra fidem et aetatem regno- rum caeterorum.” Nor is the literary character of the people left without its share of commendation. “ Ammi illis in quaecunque studia inclinant, mirifico successu in- clyti, ut nullis major patientia castrorum, vel audacia pug- nae, et Musae nunquam delicatius habeant quam cum in- ciderunt in Scotos.”1 Some of his sketches of the national character are happy and graphic. After a residence of ten years in England, Barclay found himself without any sufficient inducement to prolong his stay. To some extent or other, he had experienced the bounty of the earl of Salisbury ; and although it does not appear that he obtained any regular provision from the king, we may perhaps suppose that he at least received occasional gratuities; but his resources continued to be scanty, and his situation precarious. Towards the close of the year 1615 he proceeded to Paris, where he had the pleasure of meeting his friend M. de Peiresc, and the ho¬ nour of being introduced by him to the keeper of the Barclay, seals, Guillaume du Vair. Having been invited to Rome by Pope Paul V., he there fixed his residence in the be¬ ginning of the ensuing year, and by the publication of his next work he endeavoured to prove himself a worthy de¬ nizen of this pious city. The work to which we allude is entitled Joannis Barclaii Parcenesis ad Sectaries, libri ii. Romse, 1617, 8vo. “ It is probable,” says Lord Hailes, “ that by this exhortation to the sectaries, he meant to give evidence of his own orthodoxy, and to atone for the liberties, almost heretical, which he had taken, as well with the papal court, as with its most faithful adherents. But that court, which had Cardinal Bellarmin for its champion, required not the feeble and suspicious aid of the author of Euphormion.—Although Barclay found much civility at Rome, yet it does not appear that he ob¬ tained any emolument. Incumbered with a wife and fa¬ mily, and having a spirit above his fortune, he was left at full leisure to pursue his literary studies. It was at that time that he composed his Latin romance called Argenis. He employed his vacant hours in the cultivating of a flower-garden. Rossi (or Erythrseus) relates, in the tuigid Italian "style, that Barclay cared not for those bulbous roots which produce flowers of a sweet scent; and that he cultivated such as produced flowers void of smell, but having variety of colours. Hence we may conclude that he was amongst the first of those who were infected with that strange disease, a passion for tulips, which soon after overspread Europe, and is still remembered under the name of the Tufipo-mania. Barclay had it to that excess, that he placed two mastiffs as centinels on his garden; and, rather than abandon his favourite flowers, chose to continue his residence in an ill-aired and unwholesome ha¬ bitation.” The preceding account of his success at Rome is not reconcilable with that of Erythrseus, who avers that from Cardinal Barberini he obtained riches as well as ci¬ vility ;2 3 but as these benefits are said to have been con¬ ferred after the cardinals elevation to the papal chair, the narrative is liable to some degree of suspicion. Ihe election of Urban VIII. did not take place till the year 1623, and Barclay was then beyond the reach of prefer¬ ment. It is not however probable that a writer of high reputation, who had been invited by the pope, and was caressed by cardinals, was left without some substantial mark of favour. Bellarmin, whom he had formeily under¬ taken to refute, was so far from cherishing any resent¬ ment, that he honoured him with various marks of kindness. Barclay died at Rome on the twelfth of August 1621, in the fortieth year of his age. The disease which prov¬ ed fatal to him was the stone; a disease for which, in his Satyricon, he had pronounced the plant called golden rod to be a specific remedy. His remains were interied in the church of S. Onufrio ; and at the church of S. Lorenzo, on the road to Tivoli, his widow erected for him a monu¬ ment, with his bust in marble ; but on learning that Car¬ dinal Francesco Barberini had there erected a similar mo¬ nument in honour of his preceptor, she indignantly caus¬ ed the bust to be removed. The inscription on Barclay s monument was soon erased ; but by whom, or for what rea¬ son, is not very clearly ascertained. There is however no improbability in the reason assigned by Freherus, who imputes this act to the vindictive feelings of the Jesuits, an order of men very frequently subjected to his satire. 1 Joannis Barclaii Icon Animorum, p. 92. Lond. 1614, 8vo. . TTTtt • ;n; „Hlitati et comraodo 2 u Q,ui deinde, ad Deo proximum, in terris, dignitatis locum evectus, Urbani VIII. nomine, non mod c , norarii jntimi fuit; nam et divitias et opes ac gratiam contulit, tiliumque ejus majorem natu et pingui sacerdotio locup e™1' cubicularii titulo cohonestavit.” (Erytlmei PinacotUeca, tom. iii. p. 79.) See likewise Imperialis Muscrwni P l cautiore 3 I'reheri The,at rum Vtrorum Eruditiona clarontm, tom. ii. p. 151")—“ Inscriptionem ac statuam, say patres consilio sublatam ac deletam voluerunt.” (Imperialis Muswum Historicum, p. 171. Venet. lb4U, o-j B A R C L A Y. Barclay. At the time of his death, the romance of Argenis was printing under the superintendence of Peiresc,1 and was soon afterwards given to the public. Paris. 1621, 8vo. Besides a son and two daughters born in England, Barclay had a son who was born at Rome. His elder son is re¬ presented by Erythraeus as having obtained a rich benefice from Urban VIII. With one of his sons Menage was ac¬ quainted at Paris in the year 1652; and, in his opinion, “ ce n’estoit pas un grand personnage.” Like his father, he was a writer of Latin verses, and at this period he there printed an elegy. We are not aware that the descendants of Barclay are at present to be traced either in France or Italy. This ingenious writer, who was thus arrested in the middle of his literary career, left an unpublished history of the conquest of Jerusalem by the Franks, and some fragments of a general history of Europe. Erythrseus informs us that he had himself transcribed a manuscript tract of his, relating to the defection of M. Ant. de Do- minis, archbishop of Spalato ; and that from his knowledge of the national character, as well as of the disposition of the king, the author foretold that he could not long re¬ main in England. The ambition of Barclay was greater than his fortune; nor did his propensity to satirize one class of individuals prevent him from offering abject flatteries to another. But at that period few men of letters knew how to blend self-respect with a proper deference to their superiors in the artificial scale of society. His personal character, with an ample allowance for his vanity as an author, ap¬ pears to have been respectable. “ Some very indecent descriptions in Euphormion,” as Lord Hailes has remark¬ ed, “ lead us to form an unfavourable conjecture as to the manners of Barclay. There is however no proof that he was a loose man; and indeed it is probable that he wrote loosely because Petronius, whom he had chosen for his model in satire, affected that style. Barclay en¬ tered into the married state at a very early period of life ; and he appears to have continued the fond husband of his Aloysia.... There is a presumption, at least, that he who was a good son and a good husband, was also a virtuous man in other respects; and if there had been any remarkable blemish in the morals of Barclay, some of his numerous and virulent adversaries would have pointed it out.” He ap¬ pears to have been subjected to considerable annoyance in consequence of the jealousy of his wife; but in many cases jealousy is a wayward passion, and proceeds from the mere excess of affection, as well as from the know¬ ledge or suspicion of specific and painful facts. Barclay was evidently a man of genius, and with a vigorous imagination he united a competent share of learning. His literary efforts were sufficiently varied; quitting the regions of poetry and romance, he ventured to discuss subjects of jurisprudence and theology. His Latin poems exhibit marks of fancy and ingenuity, nor is his skill as a versifier less conspicuous.2 The Satyricon is formed on the model of Petronius, and includes occa¬ sional verses interspersed with the prose. The talent dis¬ played in this work would alone have been sufficient to secure him a high reputation among the writers of the age; but the fame of all his other productions has in a great measure been eclipsed by that of his Argenis, which, after tne lapse of two centuries, still finds readers and ad¬ mirers. “ Argenis, says Lord Hailes, “ is generally sup¬ posed to be a history under feigned names, and not a ro¬ mance. Barclay himself contributed to establish this opi¬ nion, by introducing some real characters into the work. But that was merely to compliment certain dignitaries of the church, whose good offices he courted, or whose power he dreaded. The key prefixed to Argenis has perpe¬ tuated the error. There are no doubt many incidents in it that allude to the state of France during the civil wars in the seventeenth century; but it requires a strong ima¬ gination indeed to discover Queen Elizabeth in Hyanisbe, or Henry III. of France in Meleander. On the whole, Argenis appears to be a poetical fable, replete with mo¬ ral and political reflections.” This is a sober and cor¬ rect account of the work ; but Cowper has expressed his approbation in more glowing terms. “ The work I mean is Barclay’s Argenis; and, if ever you allow yourself to read for mere amusement, I can recommend it to you (provided you have not already perused it) as the most amusing romance that ever was written. It is the only one indeed of an old date that I ever had the patience to go through with. It is interesting in a high degree, richer in incident than can be imagined, full of surprizes, which the reader never forestalls, and yet free from all entanglement and confusion. The stile too appears to me to be such as would not dishonour Tacitus himself.” In another letter he expresses himself thus:—£< I have also read Barclay’s Argenis, a Latin romance, and the best ro¬ mance that was ever written.”3 This romance was a spe¬ cial favourite with Cardinal Richelieu, and also with Leib¬ nitz, a much greater man than the cardinal. Cowper appears to have been struck with the point and vivacity of his style, which indeed are sufficiently distin¬ guishable; but for the purity of his Latin diction Barclay is not entitled to equal commendation. Being probably impelled by the rapid current of his fancy, he adopts a va¬ riety of words and idioms which well express his meaning, but which nevertheless do not belong to the best ages of Latinity. The distich of Grotius, engraved under Bar¬ clay s portrait, seems therefore to contain a compliment which must not be too literally interpreted : Gente Caledonius, Gallus natalibus, hie est liomam Romano qui docet ore loqui. Joseph Scaliger, whose literary judgments were fre- quently severe, and not unfrequently capricious, mentions Barclay’s Satyricon in terms of great disparagement; but whether his censure is chiefly directed against the Lati¬ nity or against the general strain of the work, is not alto¬ gether certain.4 This book, whatever may be its demerits, has passed through many editions, and has been translat¬ ed into the French and German languages.5 It has like¬ wise had the advantage of being illustrated with notes. Lugd. Bat. 1674, 8vo. The fourth part, the Icon Animo- rum, has repeatedly been printed in a separate form. One edition bears this inscription: “ Joannis Barclaii Icon Animorum, celeberrimi viri Augusti Buchneri notis, ad- jecto rerum indice, illustrata.” Dresdse, 1680, 8vo. The book soon appeared in an English dress: “ The Mirror of Minds, or Barclay s Icon Animorum ; Englished by Tho. May, Esq. Lond. 1633, 12mo. Of this translation there is anothei edition in the same form; but the only copy 441 Barclay. 2 Gassendi Vita Nicolai Claudii Fabricii de Peiresc, p. 176. Paris. 1641, 4to. PoetarZ^oTut^LmTTnc 161^ ^ ■ cT' ^ 12“°—His P°ems “*y likewise be found in the Delitice Hr,m, m f cotorum, tom. i. p. 7b. bed quid Joanne Barclaio Scoto, etiam m hoc genere Musarum, exactius numemsiiw m.™ deque subhmius ?” (Borrichii Dissertates academicce de Poetis, p. 149. Francof. 1683, 4to.) ’ numerosius> et vo1- i- P- 243> 247. 4t0 edit. r. • . Guanti Euphormionem Barclaei faciam, ex eo cognoscere potes, quod vix sex folia eius Were notuerim ” Spnlirron* 1s ^7' LuSd' Bat- 16.27, 8vo.) See Colomesii Opuscula, p. 157, and Menage’s Remarques sur la Vie de Pierre Ayrault p. 233. ■yQ-^'raP Ue Universelle, tom. iii. p. 360. Ebert’s Allgemeines bibliographisches Lexikon, Band i. S. 137. 5 ^ 3 K 442 Barclay. BARCLAY. to which we have access contains a mutilated title, and we therefore cannot discover the date. Two French ^ver¬ sions had appeared in the course of one year. e Pourtrait des Esprits de Jean Barclai, ^is en Fra - cois.” Paris, 1625, 12mo. “ Le Tableau des Esprits de ^1. Jean Barclay: par lequel on cognoist les humeurs des Nations, leurs advantages et defaux, les inebriations hommes, tant a cause de leurs propres naturels que des conditions de leurs charges. Nouvellement traduict de Latin en Francois.” Paris, 1625, 8vo. The dedication of the duodecimo is subscribed Nantevil de Boham, a he has taken such liberties with the original, his work can scarcely claim the name of a translation. ^ ^ German translation of a very recent date. Johan Barklai’s Gemalde der menschlichen Cliaraktere nach er- schiedenheit der Alter, Zeiten, Lander, Indmduen und Stiinde: aus dem Latemischen ubersetzt, und merkungen und geschichtlichen Nachweisungen beg^ von Anton Weddige, Pastor zu Lippborg. Munste^ 1821, 8vo. A continuation of the Satyncon had been publish¬ ed bv Claude Morisot, under the title of Ahtophih Vtn- tatis Lachrymal; and Lord Hailes describes it as a master- PieThe0editions and versions of the Argenis are much more numerous. An edition with notes appeared under the title of “ Joannis Barclaii Argenis, nunc primum illus- trata” Lugd. Bat. et Roter. 1664, 8vo. This was fol¬ lowed in 1669 by a uniform edition of the continuation. “ Archombrotus et Theopompus, sive Argemdis secunda et tertia pars, ubi de Institutione Prmcipis. ^ notff’ which are not held in much estimation, were written b Busrnot, a Benedictine who taught rhetoric m the abbey of Tiron. Lord Hailes mentions a French translation published at Paris, 1622, 8vo; and another with the sub- sequent title now lies before us : “ L Argenis de Jean Barclay: traduction nouvelle, ennclue de figures. Bans, 1625, 8vo. There are other two French versions of a more recent date, one by the Abbe Josse, a canon of Chartres, 1732, 3 tom. 12mo; and another by M. Savin, Pans, 1776 2 tom. 8vo. Barclay’s romance soon appeared in Spanish; and a copy of this rare version belongs to the Astorga collection in the Advocates Library: ‘ Argenis, por Don Joseph Pellicer de Salas y Tobar. A Don Anto¬ nio de Negro, Noble de la Seremssima Repubhca de Ge- noua.” Madrid, 1626, 4to. Don Joseph has somewhat unfairly excluded Barclay’s name from the title-page. An English version was speedily published by Sir Robert Le Grys and Thomas May, Esq. Lond, 1628,4to. And another was executed by Kingsmill Long, Esq. Lond. 1636, to. After a long interval appeared “ The Phoenix, or, the His¬ tory of Polyarchus and Argenis. By a Lady.” London, 1 iU, 4 vols. 12mo. The preface of this publication states that “ the editor has made use of both the former translations occasionally, and, whenever a doubt arose, had recourse to the original.” Lord Hailes has judiciously enough suggest¬ ed that “ the lady would have done as well had she made use of the original, and only consulted the translations when any doubt arose.” The Argenis was at an early period translated into German: “ Joan. Barclai Argenis, verdeutscht durch Martin Opitzen.” Amsterdam, 164A, 12mo. In this country, the version of Opitz is extremely rare ; and the only copy that has fallen under our inspec¬ tion belongs to the writer of the present notice. Another German translation was published by J. Ch. L. Haken. Berlin, 1794, 2 Bde. 8vo. An Italian version was exe¬ cuted by Francesco Pona; and this celebrated romance has even been translated into the Polish, Swedish, and Islandic languages. Among the northern manuscripts in the Advocates Library there is a Saga af Argemde, translated in the year 1694 by a schoolmaster named Ei- narson.1 Iv Barclay, Robert, one of the most eminent members of the Society of Friends, was born at Gordonstown, in Moray¬ shire, in 1648. He was educated under an uncle at Paris, where every effort was used without success to draw him over to the Popish religion. In 1669 he joined the Quakers, and distinguished himself by his zeal and abilities in defence of their doctrines. In 1676 he published, in Latin, at Amster¬ dam, his Apology for the Quakers, which is the most cele¬ brated of his works, and esteemed the standard of the doctrine of the Quakers. The Theses Theological, which were thefoun- dation of this work, and addressed to the clergy generally, were published before the Apology, and printed in Latin, French, German, Dutch, and English. The dedication of his Apology to King Charles II., is very remarkable for the uncommon frankness and simplicity with which it is written. Amongst many other extraordinary passages, we meet with the following: “ There is no king in the world who can so experimentally testify of God’s providence and good¬ ness ; neither is there any who rules so many free people, so many true Christians ; which thing renders thy govern¬ ment more honourable, thyself more considerable, than the accession of many nations filled with slavish and supersti¬ tious souls. Thou hast tasted of prosperity and adversity ; thou knowest what it is to be banished thy native country, to be over-ruled as well as to rule and sit upon the throne ; and being oppressed, thou hast reason to know how hateful the oppressor is both to God and man: if, after all those warnings and advertisements, thou dost not turn unto the Lord with all thy heart, but forget Him who remembered thee in thy distress, and give thyself up to follow lust and vanity, surely great will be thy condemnation.’ He tra¬ velled with the famous William Penn through the greater part of England, Holland, and Germany, and was every¬ where received with the highest respect: for though both his conversation and behaviour were suitable to his prin¬ ciples, there was so much liveliness and spirit in his dis¬ course, and such serenity and cheerfulness in his deport¬ ment, that he made himself agreeable to all sorts of people. When he returned to his native country, he spent the re¬ mainder of his life in a quiet and retired manner. He died at his own house at Ury, on the 3d of October 1690, in the 42d year of his age. Barclay, John, M.D., a distinguished anatomist, was born in Perthshire in 1760, and died at Edinburgh in 1826. After the usual routine of parochial education, he completed his academical course at the United College of St Andrews. He subsequently studied divinity there, and was licensed as a preacher by the presbytery of Dunkeld. Flaving re¬ paired to Edinburgh in 1789, as tutor to the family of Sir James Campbell of Aberuchill, he began to give his atten¬ tion to the study of medicine, and particularly to anatomy, both human and comparative. He became assistant tojFe late Mr John Bell, and took the degree of M.D. in 1196, after having defended an inaugural dissertation, De Anima, seu Principio Vitali, a subject which occupied his maturer powers toward the close of his life. Immediately after his graduation, he repaired to London, and studied for some time under the late Dr Marshall of Thavies Inn, at that time a very distinguished teacher of anatomy in the metro¬ polis. Soon after his return to Edinburgh, he commenced his lectures on anatomy in November 1797; and by his . This translator of Barclay „aS “ Joh. Emarl, schola: ef ” designate.” (Halfdani Einari Sciagraph™ Historic* Literancz Islands, p. 66. Havnue, 1777, ) writer of verse as well as prose. BAR Bar-coche- punctual attention to his engagements, and assiduous devo- bas tion to the instruction of his pupils, he speedily attracted a N ^ respectable audience, which continued gradually to increase v ar ’ j in numbers until the period of his retirement, a short time “~v before his death. Of Dr Barclay’s professional writings, the earliest, we believe, was the article Physiology, which he furnished for the third edition of this work. In 1803, six years after he commenced his career as a teacher, Dr Barclay attempted a reform in the language of anatomy, with a view to render it more accurate and pre¬ cise ; a task for which his acquirements as a classical scholar rendered him peculiarly fit. Although the Nomenclature which he published upon that occasion has not been ge¬ nerally adopted, we believe that the profession, with one voice, acknowledges the importance of the object which he had in view, and the talent and learning with which it was executed. In 1808, he published his Treatise on the Muscular Mo¬ tions of the Human Body, and in 1812 his Description of the Arteries of the Human Body; a work displaying much acute observation and laborious research, and which may perhaps be considered the most practically useful of all his writings. His last publication, completed only a few years before his death, was An Inquiry into the Opinions, An¬ cient and Modern, concerning Life and Organization; a work replete with learning and sound original criticism. His introductory lectures, published after his death, contain a valuable abridgment of the history of anatomy. As a testimony of gratitude to the Royal College of Sur¬ geons of Edinburgh, Dr Barclay bequeathed to that learned and public-spirited body his anatomical collection, now known as the Barclayan Museum, which contains many va¬ luable specimens in comparative anatomy, and some of the finest vascular preparations which are anywhere to be found. B AR-C O CHEB AS, or B ar-cochab, a celebrated Jewish impostor, in the second century, whose real name was Simeon. See Jews and Palestine. BARD, a word denoting a poet by profession. An¬ ciently bards were necessary persons at every festival and at every solemnity. Their songs, which, by recording the achievements of kings and heroes, animated the soul of the hearer, were the entertainment of every warlike nation. We have Hesiod’s authority, that in his time bards were as com¬ mon as potters or joiners, and as prone to envy :— Bard, potter, joiner, beggar, ’tis decreed, Bach with his kind shall never be agreed. Cicero tells us that anciently at Roman festivals the virtues and exploits of their great men were celebrated in song. The same custom prevailed in Peru and Mexico, as we learn from Garcilaso and other authors. But in no part of the world did the profession of bard appear with such lustre as in Gaul, in Britain, and in Ireland. Wherever the Celtae or Gauls are mentioned by ancient writers, we seldom fail to hear of their druids and their bards, the institution of which two orders was the capital distinction of their manners and policy. The druids were their philosophers and priests, the bards their poets and recorders of heroic actions ; and both these orders of men seem to have subsisted among them as chief members of the state from time immemorial. The Celtae possessed, from very remote ages, a regular system of discipline and manners, which appears to have had a deep and lasting influence. Ammianus Marcellinus expressly de¬ clares, that there flourished amongst them the study of the most laudable arts, introduced by the bards, whose office it was to sing in heroic verse the gallant actions of illustrious men ; and by the druids, who lived together in colleges or societies after the Pythagorean manner, philosophizing upon the highest subjects, and maintaining the immortality of the soul. Though Julius Caesar, in his account of Gaul, does not expressly mention the bards, yet it is plain that under BAR 443 the title of druids he comprehends that whole college or Bardas order, of which the bards, who, it is probable, were the dis- II ciples of the druids, undoubtedly made a part. According ^ardili- to his account, the druidical institution first took its rise in Britain, and passed from thence into Gaul; so that they who aspired to be thorough masters of that learning were wont to resort to Britain. He adds, too, that such as were to be initiated among the druids were obliged to commit to me¬ mory a great number of verses, insomuch that some em¬ ployed twenty years in this course of education ; and that they did not think it lawful to record these poems in writing, but handed them down by tradition from race to race. So strong was the attachment of the Celtic nations to their poetry and their bards, that amidst all the changes of their government and manners, even long after the order of the druids had been extinct, and the national religion altered, the bards continued to flourish, not as a set of strolling song¬ sters, like the Greek dotSot or rhapsodists in Homer’s time, but as an order of men highly respected in the state? and supported by a public establishment. According to the testimonies of Strabo and Diodorus, they existed before the age of Augustus Caesar ; and we find them flourishing under that sovereign, and exercising the same functions as of old, in Ireland and in the north of Scotland, almost down to our own times. It is well known that, in both these countries, every regulus or chief had his own bard, who was considered an officer of rank and consequence in his little court. The bards, as well as the druids, were exempted from taxes and military services, even in times of the greatest danger ; and when they attended their patrons in the field to record and celebrate their great actions, they had a guard assigned them for their protection. At all festivals and pub¬ lic assemblies they were seated near the person of the king or chieftain, and sometimes even above the greatest no¬ bility and chief officers of the court. Nor was the profes¬ sion of the bards less lucrative than it was honourable. For, besides the valuable presents which they occasionally re¬ ceived from their patrons when they gave them uncommon pleasure by their performances, they had estates in land al¬ lotted for their support. Nay, so great was the veneration which the princes of these times entertained for the per¬ sons of their poets, and so highly were they charmed and delighted with their tuneful strains, that they sometimes par¬ doned even their capital crimes for a song. BARDAS, the brother of the Empress Theodora, and uncle of the famous Photius. He is said to have had no good quality besides that of loving the sciences and polite litera¬ ture, which he established in the eastern empire ; for other¬ wise he was treacherous, cruel, and ambitious. In the year 856 he assassinated Theoctistus, general of the Emperor Michael’s forces, and obtained his post. At length he caused the disgrace of the Empress Theodora; and when St Ig¬ natius, patriarch of Constantinople, reproached him for his vices, he had the prelate deposed, in 858, in order to make room for Photius. Bardas was assassinated by Basilius the Macedonian in 866. BARDESANES, a Syrian of Edessa, in Mesopotamia, born about a.d. 154. After his conversion to Christianity he became eminent for his zeal against heretics, and wrote many books against them. He at first embraced the errors of Valentinus, but afterwards laboured to refute them. His followers, who were called Bardesanists, went further than their master, and denied the incarnation of Christ, and the resurrection. His dialogues against Marcion, and his trea¬ tise On Fate, are much commended. (Euseb. iv. 30 ; Je¬ rome, c. xxxix.) BARDILI, Christoph Gottfried, a German meta¬ physician, distinguished by his opposition to the system of Kant, was born at Blaubeuren in Wurtemburg, in 1761, and died at Stuttgard in 1808. Of his numerous works the prin¬ cipal is his Elements of Logic (Grundriss der ersten Logik, 444 BAR Bardsey &c.) Stuttgard 1800; in which he has developed his own II peculiar views. Baretti. BARDSEY, a small island on the Welsh coast, at the ' ^ v ^ northern extremity of Cardigan Bay. It is 2% miles long by 1 in breadth, with an area of about 370 acres, of which one- third is hilly. The island produces barley and oats. Pop. 90. Its only harbour is on the S.E. side, and admits vessels of 40 tons. The lighthouse has a fixed light 129 feet above high water, in Lat. 52. 45. N. Long. 4. 47. W. BARiXjiES, a small town situated between two moun¬ tain chains in the department of Hautes Pyrenees in France, celebrated for its warm sulphurous springs. Their tempera¬ ture varies from 24° to 36° Reaumur. Upwards of a thousand visitors annually repair to the baths, most of them military men, the benefit of the waters being granted to the army at the expense of government. Their chief value is in cuta¬ neous diseases. BAREILLY, a large and populous city of Hindustan, and the capital of a district of the same name, is situated on the left bank of the Jooah, a tributary of the Ramgunga. It is a place of some importance with respect both to com¬ merce and manufactures, and, according to the census taken in 1848, has a population of 92,208. The cantonment for the troops is at the south side of the town, and forms the head¬ quarters for the military division of Rohilcund. Elevation of Bareilly above the sea, 470 feet. Distance from Delhi 152 miles, from Calcutta 788. Lat. 28. 22. Long. 79. 28. The district of Bareilly is bounded on the N. by Ku- maon; on the E. by Oude and Shahjehanpore ; on the S. by Budaon, and on the W. by the native state of Rampore and the British district of Moradabad. Its principal rivers are the Gogra, the Western Ramgunga, the Gurrah, and the Goula. The area is 2937 square miles. There are only two cities in the district, viz. Bareilly and Pilleebheet; Aoulah, formerly a larger place than Bareilly, being now in ruins. According to official return, the population amounts to 1,143,657, of which number 883,795 are Hindus, and 259,862 Mahometans and others not Hindu. In summer, notwithstanding the high latitude of Bareilly, the heat is intense ; but in winter, water sometimes freezes in the tents. After the devastation of Rohilcund in 1774 by Surajah Dowlah the vizier of Oude, aided by the British troops, the country became a complete waste. Subsequent disturbances called for the renewed interference of the British, and in 1796 the Rohillas were again defeated by the troops under the command of Sir Robert Abercrombie. These events resulted in the transfer of the district of Bareilly to the vizier, by whom in 1802 it was ceded to the East India Company, in commutation of the annual payment agreed to be made to the British government for the maintenance of a subsidiary military force. The city of Bareilly was in 1816 the seat of a serious outbreak against the British government, which for a time threatened disastrous consequences. It originated in dis¬ content created by certain fiscal arrangements, but was speedily converted by Mahometan fanaticism into a reli¬ gious quarrel. It was however happily suppressed; but not without a conflict between the government troops and the insurgents, which was followed by the dispersion of the latter. (e. t.) BARETTI, Giuseppe, a native of Turin, was born in 1716. He came to London in 1751, where he became known by the publication of his Italian Library, and ob¬ tained the appointment of secretary to the Royal Academy, which he retained till his death in 1786. He was the au¬ thor of an excellent Italian and English grammar, and a valuable dictionary of the same languages; and he after¬ wards compiled a Spanish and English dictionary. He had the misfortune, in a brawl in the streets of London, to stab a man, who died of the wound. He was tried for his life; ^nd defended himself with great ability. He proved that BAR the homicide had been committed in self-defence from an Barfleur unprovoked attack; and was acquitted by the jury. On II this trial Dr Johnson, Garrick, and Burke, gave favourable ®ark* testimony to his character, and spoke of him as intimately known to them. BARFLEUR, an ancient town of Normandy, in France, now in the department of Manche, 15 miles E. of Cher¬ bourg. It was ruined and had its harbour filled up by the English in 1346. Cape Barfleur has a lighthouse 271 feet above the sea, in Long. 1. 16. W. Lat. 49. 40. N. BARGE {bargie, Dutch, from barga, low Latin), a boat of state or pleasure, sometimes furnished with elegant canopies and cushions, equipped with a band of rowers, and decorated with flags and streamers. There are likewise barges of a smaller kind for the use of admirals and captains of ships of war. These are of a lighter frame, and may be easily hoisted into and out of the ships to which they be¬ long. See Boat. BARI, Terra di, a province of the kingdom of Naples, bounded on the N. by the Adriatic, E. and S.E. by the pro¬ vince of Otranto, S.W. by Basilicata, and W. by Capita- nata. It has an area of 1782 geographical square miles, and is divided into 3 districts and 53 communes. Pop. in 1845, 491,331. Except in the S. and S.W., where branches of the Apennines occur, the surface is generally level. The only considerable river is the Ofanto ; this province, however, is the best cultivated in the kingdom, producing abundance of grain, flax, tobacco, cotton, wine, oil, almonds, &c. Swine, asses, goats, and sheep with a very fine wool, are numerous ; and the salt and nitre works form important branches of industry. Bari, the ancient Barium, capital of the above province, is situated on a tongue of land projecting into the Adriatic, in Lat. 41. 7. 41. N. Long. 16. 52. 16. E. The town is strongly fortified, but the houses are generally mean, and the streets narrow and filthy. It is the seat of an arch¬ bishopric, and has a cathedral, several parish churches, an old priory founded in 1087, a college for the education ot nobles, a lyceum, a diocesan seminary, a theatre, arsenal, and several hospitals. The manufactures comprise cotton goods, cloth, hats, soap, glass, &c.; and the liquor called “ acqua stomachica” is prepared here. The roads afford good anchorage, with a depth of from 16 to 18 fathoms, but the port is accessible to small vessels only. Pop. 20,000. BARILLA, the commercial name of an impure carbonate of soda, which is produced by the incineration of several marine and other plants inhabiting the shores of Spain and the Levant, especially those of the genus Salsola, which for this purpose are extensively cultivated in the huerta of Murcia, and other places on the eastern shores of Spain. Barilla is largely used in the manufacture of glass and soap, and in bleaching. Kelp is an inferior alkali prepared from certain kinds of sea-weed in a similar manner. The manu¬ facture of barilla was introduced into Europe by the Sara¬ cens, who called it kali; whence, by the addition of the Arabic prefix al, came the term alkali. Since the intro¬ duction of artificial soda (soude factice), the importation of barilla has greatly declined. (M‘Culloch’s Com. Diet?) BARK, the exterior part or skin of trees. Several kinds of barks are met with in commerce, some being used ex¬ clusively and largely in the arts, others only in medicine, and a third class as spices. The chief barks met with in com¬ merce are oak bark, mimosa or wattle bark; larch, willow, and alder barks, all chiefly, if not entirely, used in the pro¬ cess of tanning ; quercitron bark, used in the production of a yellow dye ; cork bark, for the manufacture of corks for bottles, &c.; Peruvian or cinchona bark, cascarilla, and some other barks used in medicine. From the Peruvian bark is prepared the valuable medicine sulphate of quinine, so effi¬ cacious in the cure of agues, &c. The other barks occur¬ ring in commerce are classed under the head of spices, being BAR Bark the cinnamon and cassia barks. With the exception of cin- II namon and cassia, barks now pay no import duty. The Bar ow^ quantity of bark for tanners’ or dyers’ use imported in 1852 was 403,930 cwt. Of mimosa or wattle bark, both in its crude state and in the form of extract, we possess no cer¬ tain information, the custom-house not having published separate and distinct accounts of the imports of each since 1832. In that year, however, the imports of this bark amounted to 28,410 cwt., and have been increasing since that period. Of quercitron bark, the average consumpt amounts to somewhere about 23,000 or 24,000 cwt. an¬ nually. In 1852 the quantity of cinchona bark imported amounted to 18,206 cwt., of which 10,092 were re-exported. The quantity of cork bark imported in 1850 amounted to 60,696 cwt. The quantity of cassia bark imported in 1852 amounted to 496,833 lb. It pays an import duty of Id. per lb. The quantity of cinnamon imported into this country in 1852 amounted to 541,888 lb. Cinnamon pays a duty of 2d. per lb. In 1853 the distinctive colonial and foreign duties were equalized. Bark, in Navigation, a general name given to small ships ; it is, however, peculiarly appropriated by seamen to those which carry three masts without a mizentopsail. Our northern mariners who are trained in the coal-trade apply this distinction to a broad-sterned ship which carries no or¬ namental figure on the stern or prow. BARKER, Robert, the inventor of the modern pano¬ rama, and a painter by profession, was born at Kells, in Ire¬ land, in 1740. The first picture of this kind was a view of Edinburgh, which was first exhibited by Mr Barker in that city in 1788. Barker died at London in 1806, having re¬ alized a considerable fortune by his invention. BARKER’S MILL. See Hydrodynamics. B ARKING, a market-town of England, county of Essex, 7 miles E.N.E. of London, on the river Roding, not far from the Thames. It was celebrated for its nunnery, one of the oldest and richest in England, founded about 670, the abbess of which was a baroness ex officio. The church of St Margaret is an ancient edifice of considerable beauty, with some curious monuments. It has also an ancient mar¬ ket-house and an embattled gateway. Pop. in 1851, 4930, principally engaged in fishing and the cultivation of vege¬ tables for the London market. BARL7EUS, or Baerle, Gaspar, professor of philo¬ sophy at Amsterdam, and one of the best Latin poets of the seventeenth century, was born in 1584. There was scarcely any event of importance while he lived that was not cele¬ brated by him, when reasons of state opposed no obstacle to it. He was a great defender of Arminius, and showed his abilities in history by his relation of what passed in Brazil during the government of Count Maurice of Nassau, published in 1647. He died in 1648. BARLETTA, a fortified seaport town of Naples, pro¬ vince of Terra di Bari, 33 miles N.W. of Bari. Lat. 41. 19. 26. N. Long. 16. 18. 10. E. The town is well built and handsome, the houses large, and the streets wide and well paved. It has a fine Gothic cathedral with a lofty spire, a number of churches and convents, an orphan asylum, col¬ lege, theatre, and a colossal statue of the Emperor Heraclius. The harbour is formed by a mole on which a lighthouse is erected, and it is commanded by the citadel. It is only capable of admitting small vessels, but has a considerable trade in grain, wine, oil, fruit, salt, &c. Pop. 20,000. BARLEY. See Agriculture and Brewing. Barley-Corn is used to denote a measure, containing in length the third part of an inch. The French carpenters also use barley-corn, grain d’orge, as equivalent to a line, or the twelfth part of an inch. BARLOW,Francis,an English painter,born in Lincoln¬ shire about 1626. On his coming to London he was placed with a portrait painter ; but his genius led him chiefly to the BAR 445 drawing of birds, fishes, &c. There are six books of animals Harlow. from his drawings ; and he painted some ceilings with birds ^ > for noblemen and gentlemen in the country. His etchings are numerous, but his best work is his illustrations of TEsop. He died in 1702. There is something pleasing in the com¬ position and manner of this painter, though neither is ex¬ cellent. His drawing is indifferent, nor does he characterize any animal justly. His birds in general are better than his beasts. Barlow, Joel, an American literary and political cha¬ racter of considerable note, was born in the year 1756, in the village of Reading, in Connecticut, the youngest often children. His father died when he was yet a boy ; and he was sent to the college of Newhaven, in his native state, in 1774. In the course of the prescribed exercises of compo¬ sition he discovered a taste for poetry, and two productions crept into public view, one entitled The Prospect of Peace ; the other An Elegy on the Death of Mr Hosmer, member of the American congress. It appears that Mr Barlow was destined for the clerical profession ; and that his friends so¬ licited and obtained for him the appointment of chaplain to a militia company of Massachusetts, the functions of which he performed till the peace. At the conclusion of peace between the United States and Great Britain, he abandoned the ecclesiastical life, and settled at the village of Hartford, where, two years after¬ wards, he published the poem entitled The Vision of Co¬ lumbus. After quitting the service of the church, he appears for some time to have practised law ; but in 1788 he abandoned that profession likewise, and came to Europe as the agent of the Scioto Land Company, a fraudulent association, of whose real character and designs he was ignorant. Having during this period become deeply interested by the events of the French revolution, he published, in the years 1791 and 1792, several political pieces of a republican character, and in 1793, from motives of curiosity, accom¬ panied the four commissioners of the National Convention who were sent to Mont Blanc to organize that department. Objects of a commercial nature at length drew him to Hamburg, and afterwards to the coast of Africa, where he received the commission of consul-general of the United States, with instructions to enter into and conclude treaties with the Barbary powers for the purpose of procuring the ransom of the American citizens who were detained as slaves in those countries. The execution of this commis¬ sion was prompt and successful ; and, after residing for some time in Paris, to which he returned from Barbary, he, in 1805, proceeded to America, and purchased a neat habi¬ tation in the territory of Columbia, the seat of the general government, to which he gave the name of Kalorama, Here he formed an acquaintance with certain influential members of Congress, to whom he greatly recommended himself by the publication of a short sketch of a plan of national education, and an address to the citizens of Wash¬ ington upon occasion of one of the anniversaries of Ameri¬ can independence. He now also published the superb quarto edition of his national poem, to which he finally gave the name of The Columbiad. Having returned to the Unite- States, in 1811 he received the appointment of minister- plenipotentiary to the court of France. This nomination met with powerful opposition in the senate, and passed only by a small majority. The great object of his mission was to obtain compensa¬ tion for the American property confiscated in virtue of the Berlin and Milan decrees. This arrangement was to be regulated in a manner the least onerous to the French trea¬ sury. American ships and cargoes were, at the same time, to be freed from unjust detention, and a new commercial treaty was to be formed on principles of national justice and reciprocity. 4 446 Barlow I! Barmen. BAR In pursuit of this object he followed the Emperor Napo¬ leon to Wilna in the memorable winter of 1812 ; but this diplomatic journey was without advantage, and the failure was the more mortifying, as it was undertaken without t ie advice or instructions of the American government. r Barlow was returning to Paris, when he was seized with a violent inflammatory disease, of which he died on the 2bth of December, in the fifty-eighth year of his age ; and was interred at Zarnowitch, an obscure village near Cracow. Barlow, Thomas, was born at Orton in Westmoreland, in 1607. He was appointed fellow of Queens College, Ox¬ ford, in 1633, and two years after chosen reader of meta¬ physics to the university. He was keeper of the Bod cian library, and in 1657 was chosen provost of Queen s College. After the restoration of Charles II. he was nominated one of the commissioners for restoring the members unjustly expelled in 1648. He wrote at that time The Case of lo- leration in Matters of Religion, to Mr R. Boyle. In 16 he was made bishop of Lincoln. After the popish p ot he published several tracts against the Roman Catholic religion, in which he showed an uncommon extent of learning, and skill in polemical divinity. Nevertheless^ when the Duke of York was proclaimed king, with expressions of affection tor His Majesty he veered towards popery ; but after the Ce- volution he as readily voted that the king had abdicated Ins kingdom, and zealously excluded from their benefices such of the clergy as refused the oaths. He died at Buekden, in Huntingdonshire, on the 8th of October 1691, in the 8oti year of his age. „ , , , Barlow, William, bishop of Chichester, descended^ of an ancient family in M ales, was born in the county of Essex. In his youth he favoured the Reformation, and tra¬ velled into Germany to be instructed by Luther and other preachers of the new doctrine. He was one of those who, in the transition state of religious opinion in England, veered as the wind blew from the court. In early youth a Protes¬ tant, when lured by the possession of rich priories, he was a Papist. In consequence of the readiness with which he resigned these, he was a favourite with Henry VIIL, who, in 1547, made him bishop of Bath and Wells. On the ac¬ cession of Edward VI., he found it convenient to return to his first faith. When Mary succeeded to the crown, he was not prepared for another turn, and was consequently depi ived of his bishopric, and imprisoned in the Fleet, where he con¬ tinued for some time. At length he found means to escape, and joined the English Protestants in Germany. M hen Queen Elizabeth ascended the throne, he was raised to the see of Chichester, and soon after made first prebendary of the collegiate church of Westminster. He died in 1568, and was buried in the cathedral of Chichester. His five daughters were all married to bishops. He wrote a book upon Cosmography, and several other works. Barlow, William, an eminent mathematician and divine, the son of the bishop of Chichester, was born in Pembroke- shire, whilst his father was bishop of St David’s. In 1560 he was entered a commoner of Baliol College, Oxford; and in 1564 took a degree in arts, after which he left the uni¬ versity and went to sea, but in what capacity is uncertain. While at sea he acquired considerable knowledge in the art of navigation. About the year 1573 he entered into orders, and became prebendary of Winchester, and rector of Eas¬ ton, near that city, and in 1614 he was appointed archdeacon of Salisbury. He was the first English writer on the nature and properties of the magnet, on which he published several treatises. Barlow died in the year 1625, and was buried in the church at Easton. BARM, or Yeast. See Baking and Brewing. BARMEN, a town of Rhenish Prussia, in the government of Dusseldorf, and circle of Elberfeld. It is a long straggling town, stretching along the northern valley of the Wupper, and is formed of the town of Gemarke and several villages. Barnard- Castle. BAR Its manufactures are very extensive, and similar to those Barmouth of the contiguous town of Elberfeld; which see. Pop. in 1849, 35,984. BARMOUTH, a small market-town in the county of Merioneth, North Wales. It is the only port in that divi¬ sion of the Welsh coast, and is much frequented in the sum¬ mer as a bathing-place. The picturesque scenery in the neighbourhood largely contributes to its attractions. BARNABAS, St, one of the earliest apostles of Chris¬ tianity, was born in Cyprus, and descended of the tribe of Levi. His proper name was Joses or Joseph, to which, after his conversion to Christianity, the apostles added that of Rarnabas, signifying either “ the son of prophecy” or “ the son of consolation.” He was educated at Jerusalem under Gamaliel. The time of his conversion is uncertain ; but he is generally supposed to have been one of the seventy dis¬ ciples chosen by our Saviour himself. At Antioch Paul and Barnabas, in consequence of differ¬ ing about the propriety of taking with them Mark as their minister on their second evangelizing journey, separated. The subsequent travels and acts of Barnabas are not related in the Acts of the Apostles. Some say that he went into Italy and founded a church at Milan. It is generally believed that he suffered martyrdom at Salamis, where some Jews from Syria set upon him as he was disputing in the syna¬ gogue, and stoned him to death. He was buried in a cave near that city by his kinsman Mark, whom he had taken along with him. The remains of his body aie said to have been discovered in the reign of the Emperor Zeno, together with a copy of St Matthew’s Gospel, written with his own hand, and lying on his breast. Jhe festival of St Barna¬ bas is celebrated on the 11th of June. Barnabas, Epistle of, an apocryphal work ascribed to Barnabas, and frequently cited by Clement of Alexandria and by Origen. It was first published in Greek, from a copy of Father Hugo Menard, a Benedictine monk. An ancient version of it, nearly a thousand years old, was found in a manuscript of the abbey of Corbey. Vossius published it in the year 1646, together with the epistles of St Ignatius; and it has been several times reprinted. Barnabas, Gospel of, an apocryphal work ascribed to Barnabas, wherein the history of Jesus Christ is related in a manner very different from the account given us by the tour evangelists. The Mahometans possess this gospel in Ara¬ bic, and it corresponds very well with those traditions wdnch Mahomet followed in his Koran. It was probably a for¬ gery of some nominal Christians, and afterwards altered and interpolated by the Mahometans, the better to serve their purpose. It has been translated into Italian, Spanish, and English. BARNABITES, a religious order founded in the six¬ teenth century by three Italian gentlemen who had been advised by a famous preacher of those days to read care¬ fully the epistles of St Paul. Hence they were called Clerks of St Paul, and also Barnabites, because they per¬ formed their first exercise in a church of St Barnabas at Milan. Their habit was black, and their office to instruct, catechize, and serve in mission. BARNACLE. See Bernicle. BARNACLES, in Farriery, an instrument, composed of two branches joined at one end with a hinge, to put a horse’s nose when he will not stand quietly to be s 10 , bled or dressed. BARNARD-CASTLE, a market-town in the parish of Gainford and Darlington Ward, county of Durham, 247 miles from London, on the banks of the Tees. 1 he corn- market, which is one of the largest in the north of England, is held on Wednesday. The town consists chiefly of one long and spacious street, the chief ornament of which is a handsome octagonal market-cross. Its principal manufac¬ tures are carpets and thread. Pop. in 1851, 4357. I his BAR BAR 447 Barnaul Barn¬ staple. town derives its name from a castle founded about the year 1180 by Barnard Baliol, an ancestor of the competitor with Bruce for the Scottish crown. The remains of the castle extend over a space of more than six acres. BARNAUL, a mining town of Siberia, situated on a river of the same name, near its junction with the Obi. It is the capital of an extensive mining district, and the seat of a board of administration. Large quantities of gold, silver, copper, and iron ores are smelted here. Pop. about 10,000. BARNES, Joshua, an eminent English scholar, was born about the middle of the seventeenth century. In 1695 he was chosen queen’s professor of Greek, a language which he wrote and spoke with the utmost facility. His first pub¬ lication was a whimsical tract entitled Gerania, or a new discovery of the little sort of people called Pygmies. He also wrote a Life of Edward III., in which he introduces his hero making long and elaborate speeches, besides se¬ veral other books, particularly Sacred Poems ; the Life of Oliver Cromivell the Tyrant; some dramatic pieces; a poetical paraphrase on the history of Esther, in Greek verse, with a Latin translation, &c. He also published editions of Euripides, Anacreon, and Homer’s Uliad and Odyssey, with notes and a Latin translation. He wrote with even greater facility in Greek than in English, and yet he is gene¬ rally allowed not to have understood the niceties of that language. He died in 1712, in the 58th year of his age. BARNET, or Chipping Barnet, a market-town in the hundred of Caisho, and county of Hertford, 11 miles from London, on the great northern road. Near it, in 1471, was fought the decisive battle between the houses of York and Lancaster, in which the great Earl of Warwick fell. The market, held on Monday, is large ; as it has great cattle fairs. Pop. of parish in 1851, 2380. BARNEVELDT, Jan d’Olden, a celebrated Dutch statesman, and one of the founders of the civil liberty of Holland, was born at Amersfoort in 1547. His patriotic zeal having led him to limit the authority of Maurice Prince of Orange, the second stadtholder of Holland, the partisans of that prince falsely accused him of a design to deliver his country into the hands of the Spanish monarch. On this absurd charge he was tried by 26 commissaries deputed from the Seven Provinces, condemned, and beheaded at the Hague in 1619. His sons, William and Rene, with the view of avenging their father’s death, formed a conspiracy against the stadtholder, which was discovered. William fled, but Rene was taken and condemned to die ; which fatal circum¬ stance has immortalized the memory of his mother, of whom the following anecdote is recorded. She solicited a pardon for Rene; upon which Maurice expressed his surprise that she should do that for her son which she had neglected for her husband. To this remark she replied with indignation, “ I would not ask a pardon for my husband, because he was innocent; I solicit it for my son because he is guilty.” BARNSLEY, or Black Barnsley, a town in the parish of Silkstone, of the wapentake of Staincross, in the West Riding of Yorkshire, 171 miles from London. It formerly had considerable manufactures in iron, but it has of late years become the seat of extensive factories of linen and other cloth. The trade has been greatly increased in conse¬ quence of the extension of canal navigation, which connects the town with Wakefield, and the other canals and navigable rivers which unite at that place. There is a large market every Wednesday for cattle and corn. Pop. in 1851, 13,43 (. BARNSTAPLE, a market, seaport, and borough town of England, county of Devon, 34 miles N.W. of Exeter. It is a handsome and well-built town, standing on the river Taw, 6 miles from its mouth. This stream, which is only navigable for small craft, is here crossed by an ancient stone Barnstaple bridge of 16 arches. The town was incorporated in the li reign of Henry I., and is governed by a mayor, 6 aldermen, Baroc- Their projects were, indeed, highly chimerical, but they had the merit at least of setting the example of investi¬ gating the properties of matter by actual experiment. They likewise formed associations among individuals for the more effectual prosecution of such researches. Hence the origin of that obscure sect known by the fanciful title of Rosicrucians, who sprung up in Germany, and in¬ sensibly spread their influence over the Continent. Those principles were afterwards transplanted into the matured 51 BAROMETER. 449 Barometer, soil of Italy, where philosophy, succeeding to the cultiva- than water, being about the double of the true estimate • TWnnWpr tion of letters, wore a more attractive garb. Baptista an error probably arising from some imperfection of the Porta, a Neapolitan nobleman, who flourished about the valve that confined the air within the ball. n— latter part of the sixteenth century, was particularly dis- After he had, by such researches, acquired celebrity in languished by his zeal in promoting such pursuits. Hav- the scientific world, Galileo accepted an invitation, with a ing spent many years in travelling over Europe to gain very handsome appointment, from Cosmo de’ Medici • and informatmn respecting natural objects, he invited a few devoting himself intensely to astronomical observations individuals of a congenial taste to assemble at stated times aided by the telescope, which, from an obscure hint he in his house, and assist him in making new experiments, had recently constructed, yet occasionally unbendino-’ his Ihese meetings, however, gave umbrage to the watchful mind with elegant recreation, he spent almost the whole jealousy of the clergy, and they were soon suppressed by of the evening of his life at the villa of Arcetri, near a mandate from the court of Rome. But the example Florence, in a style of comfort and even splendour. But was imitated in other parts of Italy, where the papal au- while occupied with those delightful pursuits, exploring thonty enjoyed less respect; and academies for the pro- the planetary phases, and discovering new worlds, he was motion of natural science were successfully instituted un- for a moment recalled to his early studies by an incident der the patronage of different prmces, especially those of destined to form an epoch in the history of physical 1 In rr h°”Sef.0.t M?dlcl- science. Some artisans, in the service of the grand duke, Incidental rf this ferment of inquiry, Galileo arose, a man fitted having been employed to construct a lifting or sucking failure of a alike by the gifts of nature and the lights of education to pump for a very deep well, found, with equal surprise and sucking be the founder of experimental science. His elegant vexation, that, in spite of all the pains they had taken inPumP- fitting the piston and valves, the water could by no effort be made to rise higher in the barrel than eighteen palms, or thirty-two feet. In this dilemma they applied to Gali¬ leo for an explication of the cause of a failure then so un¬ expected and perplexing. But the philosopher was not yet prepared to encounter such a discordant fact. The Aristotelian tenet of the impossibility of the existence of a void, was, at this period, universally received as an un¬ questionable truth. It had become a favourite axiom of Galileo. genius was invigorated by the study of the Greek geome¬ try ; and he conceived the happy and prolific idea^of em¬ ploying that refined instrument to explore facts and com¬ bine the results. Archimedes, indeed, among the ancients, had anticipated this road of discovery, having most suc¬ cessfully applied the powers of geometrical analysis to the investigation of some parts of mechanics and hydro¬ statics. But his was a solitary instance, unheeded by succeeding ages. The ingenuity of Galileo prepared a complete revolution in science. By means of a few sim- the schoolmen, deceiving themselves, as Leibnitz^'did pie but striking experiments performed on the lagoons of afterwards in proposing his principle of sufficient reason, Venice, he established the laws of motion, which he now transferred from the surface of our globe, to direct the revolutions of the heavenly bodies. The publication of his Dialogues, which unfold the right process of induction, and are not less distinguished by fineness of conception by the glimmer of a metaphorical expression, the fuga vacui, or nature s horror of a void. To create a vacuum, they gravely maintained, would require the hand of Om¬ nipotence, transcending the utmost power of men or even c -j — ——i—-* devils. But Galileo, though borne along by the current than beauty of diction, forms a new era in the annals of of opinion, saw the necessity of at least modifying the philosophy. He was the first who attempted to ascertain general principle. Without questioning nature’s abhor-Timid and the weight of air by actual experiment; and considering rence of a vacuum, he supposed the influence of this hor-imperfect the nicety of the operation, and the rudeness of the in- ror to be confined within certain limits, not exceeding the exPlication pressure of a column of water eighteen palms in height.ofGaliIeo* This was evidently evading, rather than meeting, the difficulty proposed for his solution. Yet, in the last of his Dialogues, he actually mentions an experiment to ascer¬ tain this power, or virtu, as he calls it, of a vacuum. A piston with a valve, exactly fitted into a smooth hollow cylinder, was rammed quite to the end, and this carefully clinf* nr* • on nlaninrr tl->^ • l_ j. v . • struments constructed at that period, he made a very tolerable approach to the truth. It had been known for many ages that air is capable of being highly condensed ; and Ctesebius of Alexandria had invented an engine, which, by the force of the sudden expansion of this com¬ pressed fluid, hurled missile weapons. This was after¬ wards improved into the wind or air-gun, which seems to i .— ^ iu Luc enu, anu mis careiUJli nave been not uncommon in Europe as early as the fif- shut up; then placing the cylinder in an upright but in- teenth century, though soon afterwards generally super- verted position, successive weights were appended to the seded in practice by the introduction of fire-arms. Gali- rod, till it was drawn from the close end, and pulled down, leo, being led by a different path from that pursued at It may seem strange that the Tuscan philosopher, after present, set himself to examine the weight which air ac- advancing so far, should have stopt on the verge of a great quires by condensation. Having fitted a large copper ball with a valve, he injected air into its cavity by means of a syringe, and then suspended it to a balance. The addi¬ tional increase of weight being thus found, he opened the valve under an inverted glass receiver full of water, and measured, by the displacement of this liquid, the surplus quantity of air which had been injected into the copper vessel.1 He thence concluded that air is 400 times lighter discovery. He had already weighed the air, and k was only another small step thence to infer the effect of its in¬ cumbent mass. But the atmosphere was still believed to reach to the moon, and the pressure of columns of such enormous altitude seemed to mock all calculation, and overwhelm the imagination.2 Yet, on reconsidering the subject, Galileo began to suspect the solidity of the ex¬ plication which he had given; but it was now too late for 1 From this remarkable experiment it is easy to perceive that Galileo was really the inventor of our pneumatic apparatus, thoue-h ms title has been so long overlooked by chemists. “ 2 I his narrative, which marks so well the slow and timid steps whereby men, even of the highest intellectual endowments usually advance in the search after truth, is drawn from the writings of Galileo himself. The carelessness of some authors in mis-stating acts, and imputing unworthy motives to those patriarchs of science who could not open their eyes all at once to the bright eflulo-ence Ot (lay, deserves severe renrphpnsion. Wp mnv rpmnrlr in nnccinrr thfit". AT. Rinh. wItn vanl-c? 4-U^. v £• 1 1 r r> vv, vsov* Wi. vwwaaa aav,v cy co tiu ill UUCP 10 me Drifflll Cfl Ulcrpnce . J, y’ rieserves severe reprehension. We may remark, in passing, that M. Biot, who ranks among the first mathematicians and e, has not scrupled, in an elaborate compilation on physics, to allege that Galileo merely joked with the artisans ason of the failure of their ruimn • that he h*wl an idea of the true evnli^otw.n Knf ^ 1 • „ i philosophers in France, nas not scrupieci, in an elaborate compilation on pnysics, to allege that Galileo merely joked with the artisans suff aS-t ,lm ■ rcas