3 'C'~?> u. J ^ S . V . \4’ 2_ University of Oregon Bulletin New Series NOVEMBER, 1916 Vol. XIV No. 2 Elementary Primer of Electricity for Light and Power Customers Department of Industrial and Commercial Service University of Oregon H. B. MILLER, Director Published monthly by the University of Oregon and entered at the postoffice at Eugene, Oregon, as second-class matter. Return this book on or before the Latest Date stamped below. Theft, mutilation, and underlining of books are reasons for disciplinary action and may result in dismissal from the University. University of Illinois Library Developed and Undeveloped Water Powers of Oregon .0 J TOTAL UNDEVELOPED 3^7^540 tf»l r_/Y\ •>- Guide — No. 1, Rogue River; No. 2, Umpqua River; No. 3, Yaquina River; No. 4, Trash River ; No. 5, Columbia River ; No. 6, Willamette River ; No. 7, Deschutes River; No. 8, John Day River; No. 9, Willow Creek; No. 10, Umatilla River; No. 11, Grande Ronde River; No. 12, Snake River; No. 13, Imnaha River; No. 14, Pine Creek; No. 15, Powder River; No. 16, Alder River; No. 17, Malheur River; No. 18, Owyhee River. EXPLANATION The following remarks will serve to illustrate the interpretations of the map markings. It should be borne in mind that the figures relative to the horsepower of the various streams indicated on the above map are merely approximations and are not presented as absolute and scientific facts. On the Rogue River, in Southern Oregon, we find (reading inland from the mouth of the river) : P 21200, P 66000, P 33540, F D 3750. Thus between the mouth of the river and the first mark (1), we see that the undeveloped horsepower is 212000. That section of the river between the first and second marks is capable of a development of 66000 horsepower. By the flag (F) and the figures 3750, is meant that at this point is developed a horsepower of 3750. and undeveloped horsepower of each stream may be readily ascertained. The greatest developea power at this time is found in the Columbia and Willamette River basins, but, as will be seen from the map, the streams of the northeastern, north-central and southwestern sections are capable of vast development, central and southwestern sections are capable of vast development. WHITE RIVER FALLS IN LOWER DESCHUTES VALLEY ELEMENTARY PRIMER OF ELECTRICITY FOR LIGHT AND POWER CUSTOMERS WE LiOHAfiy OF THE NOV 1 - 1929 DIVERSITY OF ILLINOIS Published by DEPARTMENT OF INDUSTRIAL AND COMMERCIAL SERVICE UNIVERSITY OF OREGON H. B. MILLER, Dtrectok Salem, Oregon : State Printing Department 1916 Preface At a Commonwealth Conference held at the University on May 16 and 17, 1913, the following were appointed for the purpose of studying and investigating the hydro-electric interests of the State of Oregon: H. B. Miller, chairman, Director, School of Commerce, U. of O. Prof. Thos. A. H. Teeter, O. A. C. Prof. P. G. Young, U. of O. Dr. J. F. Watt, Hood River, Oregon. W. H. Graves, Oregon Society of Engineers, Portland. J. V. Tallman, Commercial Association of Pendleton. H. L. Boyce, Underwriters’ Equitable Rating Bureau, Lumbermen’s Building, Portland. Hon. John McCourt, Corbett Building, Portland. Wm. Hanley, Burns, Oregon. C. A. Park, Salem, Oregon. T. H. Burchard, 829 E. 11th St. N., Portland. Mrs. Clara Waldo, Macleay, Oregon. W. D. B. Dodson, Portland Chamber of Commerce, Secretary. This committee has made a complete survey of the development of hydro-electric powers throughout the world through the Departments of Commerce and State of the general government and have a large amount of material on hand for the publication of bulletins on the subject. This Hydro-Electric Commission has turned over all of this material to the School of Commerce of the State University with instructions to issue sucn bulletins as they may deem important. This bulletin is the first to be issued as the result of their investigations. It probably will be followed by another. The approximate undeveloped horsepower of the State of Oregon is 3,500,000. The developed is approximately 158,000. There is already developed some 30,000 horsepower more than the market demands. This development, however, is in large quantities and cannot be easily distributed for the purposes specified in this bulletin. The map included in the bulletin shows that there are various streams in almost all sections of the state with large undeveloped powers. Perhaps there is no section of the United States where there is such a splendid distribution of water powers as in the State of Oregon. Vast quanti- ties of minor powers are susceptible of being used for such purposes as this bulletin deals with in a small way. Whether it is capable of being developed on an economic basis must be determined by each locality. In most cases it is more economical to develop in larger quantities and distribute from a main station, but there are a great many localities where it is profitable to develop the very small powers rather than make a long transmission. One of the most remarkable developments 4 PRIMER OF ELECTRICITY o W.s. v. I4 a of this nature that I have discovered is at the Logan mine at Waldo, Josephine County, where the power is used not only in the operation of the placer mines in lifting the waste from the mines some fifty feet or more, for furnishing light for the mine, but it is also used for lighting the house and barn, operating the churn, washer, for cooking purposes and all household requirements. The Pacific coast is the richest part of the United States in waterpower, as more than half of the waterpower of the entire United States is west of the Rocky Mountains. This vast quantity, and well distributed water power is sure to develop in time the cleanest and most efficient conditions of industrial and social activities within the state. It is for the purpose of encouraging the development and use of this power that we have issued this bulletin. Digitized by the Internet Archive in 2017 with funding from University of Illinois Urbana-Champaign Alternates • \ https://archive.org/details/elementaryprimerOOuniv CHAPTER I Elementary Primer of Electricity for Light and Power Customers As this paper is intended for the non-technical reader, and as the use of electricity is becoming ever more nearly universal, it is perhaps not inappropriate to discuss first the unit of measurement of electrical energy and the reason for the basis of charge therefor, which knowledge should be as universal as the use of electrical energy itself. We will make this explanation simple by means of analogies with well under- stood units of measurement of other forms of energy: Volt, Ampere, Watt and Kilowatt Suppose that a man, in shoveling loose earth from the ground-level into a wagon five feet high, can shovel one cubic yard, or about 3,000 pounds, per hour. For the purpose of our analogies, we will call this rate of doing work one “manpower,” which, as you will see, is the ability to lift 3,000 pounds per hour or fifty pounds per minute to a height of five feet. If the man were to lift the material ten feet high he might first throw it onto a platform five feet high and then climb up there and throw it up the other five feet. It is evident in this case that he would handle only one-half as much earth per minute but would raise it to twice as great a height. His physical effort, or the true amount of work done would be just the same. This is expressed in “foot-pounds” of work, which is the product of weight lifted times height raised. Thus one “manpower” would be the ability to raise fifty pounds per minute to a height of five feet, or twenty-five pounds per minute to a height of ten feet; which again would be equivalent to lifting 250 pounds per minute one foot, or one pound per minute 250 feet in height, or any other combination of weight and height whose product would give 250 so-called “foot-pounds.” Now a “horsepower” (usually written h. p.) is just 132 times what I have here used as a “manpower,” or is the ability to do work at the rate of 132 times 250 foot-pounds, or 33,000 foot-pounds per minute, equivalent to 550 foot-pounds per second. It is not necessary that some weight be actually lifted in order to permit expressing the power required in horsepower. If an engine needs to pull on a car with a pull of 500 pounds to move it, and moves it with a speed of fifty-five feet per second, or 37.5 miles per hour, then the power required is 55x500, which is equal to 27,500 foot-pounds per second, or equal to 27,500,550, or 50 horsepower. If it requires a pull of thirty-three pounds on the crank of a cream separator to turn it, and the crank travels around the circle at the rate of 200 feet per minute, then the power will be 200x33, or 6,600 foot-pounds per min- ute, or 6,600 divided by 33,000, which is equal to one-fifth of one horsepower. If you pump 200 gallons of water per minute to a height of fifty feet, or 200x8.36 (one gallon weighs 8.36 pounds) equals 1,672 8 PRIMER OF ELECTRICITY pounds of water per minute to a height of fifty feet, you will need to apply useful power at the rate of 1,672x50 equals 83,600 foot-pounds per minute, which divided by 33,000 gives 2.53 1 horsepower. If you have a steam engine driving a pump and it takes an average steam pressure against the engine piston of 5,000 pounds to move it, and it moves at an average speed of 300 feet per minute, then the power exerted by the steam is 300x5,000 divided by 33,000, or 45.5 hosrepower. Now the principle of electrical power computation is quite as simple. The term “volt” is analogous to the height of five feet through which the man lifts the earth with his shovel in filling the wagon, or the pressure of water against which the pump must operate, while the term “ampere” is analogous to the amount of earth which he raises per minute, or the amount of water pumped, and the product of volts times amperes or “watts” is the power or rate of doing work. A “kilo- watt” (usually written k. w.) is 1,000 watts, and is able to accomplish the same mechanical work as 1.34, or just a trifle rpore than one and one-third horsepower; or, reversing this, a horsepower is only 0.746 kilowatts, or about three-quarters of a kilowatt. Thus, in the previous illustration the pump which required 2.53 useful horsepower to operate it would, if run by an electric motor without losses, require 0.746x2.53, or about 1.89 kilowatts. For nearly all ordinary purposes it is suffi- ciently accurate to say that one horsepower is three-fourths of one kilowatt, or that one kilowatt is one and one-third horsepower. HGURt-I FIG. 1 — ILLUSTRATES THE PRINCIPLE OF AN ELECTRIC “CIRCUIT” BY ANALOGY WITH THE FLOW OF WATER The Electric Circuit Figure 1 illustrates the principle of an electric “circuit” by analogy with the flow of water. At the left is a gasoline engine driving a cen- trifugal pump and raising water through a height of say 120 feet from the lower water surface to the upper one. The water is discharged into a long flume which we will say is one mile long and has a fall of five feet per mile. Many small water wheels are scattered along and take water from the flume, discharging it again into a lower flume which returns it to the pump and which also has a drop of five feet. The water wheels are used by small factories which pay the owner of the pumping plant for furnishing them with their water. The man who uses the water near the pumping station derives more power for the same amount of water than the man at the end of the flume because PRIMER OF ELECTRICITY 9 his useful fall is 120 feet, as compared with 110 feet at the end of the flume, and the power value of falling water is proportional to the product of fall and quantity, as previously explained. Each man pays for only the true amount of power used, however. Now the pump can pump only the amount of water which returns to it through the lower flume, or the amount used by the customers. If one customer stops his water wheel, the supply of water for the pump is soon reduced by this amount and only enough water is delivered to the pump and then to the upper flume to supply those who want it. The storage capacity of the upper flume provides water for a wheel when first started until the return water from this newly started wheel gets back to the pump and is pumped up into the upper flume and reaches the newly started wheel again. Pumping this added amount of water makes the engine consume more fuel and do more work. Thus, the pump, up to the limit of its capacity, auto- matically furnishes just enough water to supply the customers’ demand at any moment. The pump must be large enough to supply the greatest amount required by the customers at any one time. If all the customers use their water wheels at the same time, then the pump must equal the total capacity of all the wheels, but if some customers use power during one part of the day and others during other hours of the day, then the pump can be smaller and the flumes smaller. The complete round trip route of the water might be called its “circuit.” FIGURE-2 FIG. 2— SAME PRINCIPLE IN ELECTRIC “CIRCUIT” SHOWING “LINE DROP” Figure 2 shows the same principles in an electric circuit. At the left is shown a gasoline engine, steam engine or water wheel driving an electrical generator or dynamo creating a voltage of 120 volts in exactly the same manner as the pump lifts the water 120 feet. There is a loss in voltage, or “line drop,” of five volts in the upper wire in the mile and another drop in the return wire of five volts, making the net voltage at the end only 110 volts. When any customer turns on an electric light or a motor, the effect is instantly felt at the generator, which must immediately supply more “amperes” fpr this new load. In order to do so the engine must use more gasoline, steam or water, because the generator turns harder than before; this is all automatically regulated by the governor, as might be the case with the pump of Figure 1. 10 PRIMER OF ELECTRICITY Efficiency and Loss of Power Now we really cannot do work without some loss of effort or wasted energy. The man who was shoveling earth into the wagon probably lifted about ten pounds of earth in each shovelful which was useful work; but, unfortunately, he also had to lift the shovel which would weigh about five pounds. Thus he lifted fifteen pounds for every ten pounds of useful work. His “efficiency” or “ratio of useful work to total work” would then have been ten divided by fifteen, or about sixty-seven per cent. All machinery offers a frictional resistance to its own movement, and a pipe and pump offer frictional resistances to the water passing through them, which friction must be overcome in addition to the useful work. Thus, if the 200 gallon per minute pump mentioned in a previous example were of centrifugal type built with only ordinary care, you would need about five horsepower instead of 2.53 horsepower to operate it, as its efficiency would be only about fifty per cent. If you measure the electrical power furnished to a motor and the useful work accomplished by the motor, you find that the latter will be less than the former, as you will also find for all other machinery. Kilowatt-Hour Thus, power is the rate of doing work, but it has nothing to do with the length of time the work is in progress and hence with the amount of work accomplished. A man may shovel earth into a wagon for one hour and stop, or he may work an entire day. In either case his power was one “manpower”; in the former case the amount of work accom- plished might be called one “manpower-hour” and in the latter case one “manpower-day,” meaning the work of one man for a period of an hour or a day. I,f you run the five horsepower motor previously men- tioned and pump 200 gallons per minute until you have filled a tank holding 48,000 gallons, it would require 48,000 divided by 200, which is 240 minutes or four hours, to accomplish the purpose. The power used was five horsepower for four hours or four times five equals twenty “horsepower-hours” (usually written h. p. h.), or if measured in elec- trical terms would be three-fourths of that or fifteen kilowatt hours (usually written k. w. h.). You could accomplish the same purpose by using a ten-horsepower motor and a 400-gallon pump and pumping for only two hours. You would consume ten times two, or twenty, horsepower-hours, or fifteen kilowatt hours, as before, but your “horse- power” would be twice as great and you would have much more expensive equipment. If instead of employing one man for all day you were to employ two men for one-half day they would produce two “man- power” but only the same total amount of work, for tw r o times one-half equals one (one “manpower-day”). In other words, “power” repre- sents a rate of doing work, while power multiplied by the length of service indicates the actual total amount of work accomplished or “energy” expended. * PRIMER OF ELECTRICITY 11 Buying the Services of a Man, a Motor, or an Electric Light The principles and justice of the usually existing basis of rates for electrical service will be demonstrated by continuing the foregoing analogies: You can hire a farm hand by the year, by the month, by the day, by the hour, or perhaps even upon “piece-work” basis. If you hire him by the hour, or even by the day, you usually can keep him busy during all of the time for which you pay him. If you pay him by the month or year there will be rainy days, dull periods of the year, holidays, and perhaps a vacation during which you will not realize the full value of his time. In fact, you will be required to furnish him with board and lodging during these periods. If you were sure that you could get a man on a moment’s notice who would be satisfactory help, you would not hire by the month or year, but the individual differences in men and the uncertainty of the labor market often makes this impracticable. When you hire a man by the year you base your offer upon how much you expect to use him and how much extra you are willing to pay to be sure of having a man when you want him. He basis his acceptance upon what he thinks he probably could earn if he depended upon day labor for his income and he deducts a little to give a certainty the benefit of the doubt. Minimum Charge Now there is a minimum price per year for which a man would hold himself in readiness to serve you at any moment. That amount would vary with the labor market but would not be less than the cost of his meals, lodging, clothes, and a reasonable allowance for recrea- tion. You might offer to pay him at that rate throughout the year and an additional small amount per day or per hour for the time actually spent in working. Load Factor If you find that you use him only twenty-five per cent of the entire time, you might say that his “usefulness factor” is twenty-five per cent. Now, in electrical terms, we call this “load factor,” which means the amount of use to which a piece of apparatus is put in proportion to the use derived if it rah all the time. When you contract for electric light or power, the conditions are very similar. In the early days of electric service the “flat-rate” of charge was prevalent and is still used to some extent. Under this system the customer would pay definite and constant price per month or per year for each electric light of a certain size, or for each horse- power of motor equipment, whether he used it all of the time or not. This is the same as hiring a man by the month or the year. Under this system, some consumers would sleep in a lighted room and keep the lights burning throughout the day to “get their money’s worth”; others who used the lights only when they were needed would be required to pay for the waste of the “electricity hog,” as the price would be the same to all and must be large enough to pay a profit on the amount of use of the average customer. 12 PRIMER OF ELECTRICITY Fixed Charges and Operating Expenses This system has long since given way, for most classes of electric customers, to a more scientific basis of rates. When an electricity company runs service wires into your house, it contracts to be ready on an instant’s notice to supply you with lights or power, no matter how many other people are demanding service at the same instant. The company hires out to you for a year, or indefinitely. To be able to do so, it is compelled to invest not only the cost of poles, transformers and service wires, but also a sufficient portion of the cost of its generating station and the equipment to serve you must be charged up to your service. Upon this investment, interest and “depreciation” must be borne by the electricity company whether you use your equipment or not, just as the farm laborer in the last method of hiring out, etc., must have his meals, lodging, clothes, and other unavoidable expenses if he is to remain with you and can be ready to work at any moment you may need him. The farmer very often neglects this element of cost as unimportant. This cannot be done properly. You would be compelled to suffer these expenses if you had purchased your own gasoline engine and generator for running your lights and motors. If you borrow money to buy an engine and electric generator, you realize that you must pay interest upon the cost. If you do not need to borrow to buy the equipment this amount of interest is nevertheless properly chargeable to the cost of your electric energy since if you had not invested in the equipment you might have lent the money and had it earning interest elsewhere. Such equipment is also short lived not only because it wears out but also because it becomes “out-of-date”; after you have used your machinery for a few years something more modern is offered for sale, which is more economical or convenient in operation and you can afford to abandon your old equipment in favor of the new. Past experience indi- cates that such equipment seldom is used more than ten or twelve years. If a useful life of twelve years be assumed then about eight per cent, must be charged each year (100 divided by twelve equals about eight) to the cost of your power to cover this annual loss in the value of your plant and with seven per cent, added for interest you have obtained “fixed charges” of fifteen per cent, of the original investment. These expenses are called “fixed charges” because they are the same whether you use your plant or not. The cost of gasoline, oil, and repairs are “operating expenses.” Now, again, this situation is closely analogous to hiring a farm hand. If you must depend upon having his services at any moment then you must pay him for at least meals, lodging and clothes all the time. These are the fixed charges, and the wages by the day or hour for the time worked are the “service charges” or “operating expenses.” Sliding Scale Now, we will say that this farm hand is working on a one-year contract and is paid $25 per month plus board and lodging, or the equivalent of $40 per month, or $480 per year. This might be called a “flat rate” of pay. This $480 would amount to $1.60 per day, assuming PRIMER OF ELECTRICITY 13 300 working days per year. Now there are several equally legitimate ways in which this laborer’s services could be purchased. Suppose, for example, that he agrees to work for you by the day during one year whenever you need him, but will pay for his own room and board elsewhere. You agree to pay him $4.00 per day for the first thirty days’ work which he does for you during that year, $3.00 per day for the next thirty days’ work, $2.00 per day for the next thirty days, and $1.00 per day for all the remaining time; and you further agree that in no case will you pay him less than the amount of his board and lodging at $15 per month, equal to $180 per year, whether you use him that much or not. This might be called a “sliding rate” or “sliding scale” of pay. If he works the entire 300 working days of the year, his pay would be as follows: 30 days at $4 per day $120.00 30 days at $3 per day 90.00 30 days at $2 per day 60.00 210 days at $1 per day 210.00 300 days, total ..$480.00 Thus, if he loses no time during the year, he will earn the same amount as under the other or “flat rate” form of contract. There are features, however, in this “sliding rate” form of contract which make it mutually advantageous to both employer and employe. If the man is hired under the “flat rate” contract, there will presumably be days and seasons when he will have little or perhaps nothing to do. Under the “sliding scale” form of contract the employer would be glad td release him during these periods and thereby save one dollar per day; and the employe ordinarily would be glad of this release as he pre- sumably could secure employment during these periods at two dollars per day, or other “going wage” greater than one dollar. Thus they both might profit. Again, this situation is closely analogous to the purchase of electric service. In Portland, for example, the small residence consumer usually pays according to a “sliding scale” of nine cents per kwh. for the first ten kwh’s, seven cents for the next ten kwh’s, and four cents for all above these twenty kwh’s, the plan being comparable with the second plan of hiring a farm laborer. If the consumer paid for his electric service on a “flat rate” for each electric light in use, which is comparable with hiring the laborer by the month or year, he probably would use lights all the time whether needed or not. Experience teaches that this is the case. This waste of service must all be paid for by the consumers, and results in an economic loss to the entire consuming public. Under the method of charging for the amount of energy consumed, the economical consumer has a chance to save just as the employer of labor could save. This purpose would be accomplished, of course, without the sliding scale, by charging, say, six cents per kwh. for all energy consumed, whether much or little. This, however, would be unfair. An electric company cannot install your meter, read it once per month, mail you a monthly bill, make the collection, keep a record of your account, and keep its generating machine ready to serve you, 14 PRIMER OF ELECTRICITY any cheaper if you use one kwh. per month than they can if you use several hundred kwh’s per month. A drayman might haul one trunk from the depot to your residence for fifty cents; if he hauled two trunks for you he should not charge you as much for the second one, say only thirty-five cents; if he hauled three trunks, all on one trip, he should not charge over twenty-five cents perhaps for the third one. He only makes one trip in any event and hauling more trunks merely consumes more time in handling them at each end but no more time en route. This is also the case with the electric service company and justifies the “sliding scale.” It must collect also a minimum rate (in Portland, $1.00) no matter how little energy you use, just as the drayman would need to charge you for the time of a trip whether he brought you a spool of thread or a trunk. These principles will be further justified when you see the cost of generating your own electricity. COST OF GENERATING YOUR OWN ELECTRICITY One Kilowatt Unit Assume, for example, that you have your own generating plant con- sisting of a one kilowatt gasoline engine generating unit with storage battery sufficient for twenty-four twenty-watt lamps for five hours or a smaller number for a correspondingly greater time. This would cost you complete about $600. Interest and depreciation, or the so-called “fixed charges,” on this equipment would be at least fifteen per cent., or $90 per year, which is $7.50 per month, or twenty-five cents per day. This small engine will use about oner-fifth gallon of gasoline per kwh. running at full load, and about two-fifths running at one-third load, as it might some of the time; or with gasoline at fifteen cents per gallon the cost would vary from three cents to six cents per kwh. If only a residence were lighted and the service economically used, the consumption might not exceed one kwh. per day, which would be a “load factor” of about one divided by twenty-four, or about four per cent., in which case the cost of service would be: Fixed charges 25 cents Gasoline, etc., about 6 cents Total 31 cents Per kilowatt-hour 31 cents A large house well lighted and equipped with such utensils as ven- tilating fans, vacuum cleaner, electric iron, toaster, etc., might use perhaps two and five-tenths kwh. per day, or a load factor of about two and five-tenths divided by twenty-four, or ten per cent. The cost of service per day would then be: Fixed charges (interest and depreciation) 25 cents Gasoline and oil, 2.5 kwh. at 4c per kwh 10 cents Total per day 35 cents Per kilowatt-hour 14 cents PRIMER OF ELECTRICITY 15 There are many operations which can be done by a one-kilowatt motor and by so arranging the plan of work as to do no two of them at once, the generating equipment might be kept busy for a much greater portion of the day, thus resulting in a higher load factor. Thus for twelve kwh. daily consumption (or a fifty per cent, load factor) the cost of energy would be: Fixed charges 25 cents Gasoline and oil at 3%c per kwh 42 cents Total 67 cents Or about 5.6 cents per kwh. If this one-kw. unit were to operate continuously twenty-four hours per day at full capacity, thus generating twenty-four kwh., the cost of generating would be: Fixed charges 25 cents Gasoline and oil at 3c per kwh 72 cents Total 97 cents Cost per kwh. about 4 cents. Hours per Day of Full Use The upper curve in Figure 3 shows in a striking manner this immense variation in cost. At the left, are figures representing cost per kilowatt-hour and at the bottom “load factor,” or average proportion of the day that the generating equipment is in full service, as shown by the actual number of hours at the top. To use this diagram, first esti- mate the hours per day which you would expect to use the equipment at full capacity (or the “load factor”) and then find this figure along 16 PRIMER OF ELECTRICITY the upper or lower scale, then follow along vertically above or below this figure until you come to the curve, then turn to the left and follow along horizontally to the scale at the left where the cost per kilowatt- hour is given. Five-Kilowatt Unit Now a larger generating unit' costs less per kilowatt of capacity. Thus the cost of a five-kw. gasoline generating station with storage batteries would be about $1,400, or $280 per kw., and of a ten kw. station about $1,750, or $175 per kw., all of which estimates are necessarily only rough approximations due to differences in types of equipment and the continual fluctuations in market prices. All these estimates are based on the same sizes of storage battery, it being assumed that only the lights or small utensils be operated without starting the engine. Size in Kilowatts FIG. 4 — APPROXIMATE COST OF SMALL GASOLINE ENGINE GENERATING PLANTS Figure 4 shows graphically the approximate cost per kilowatt of these small gasoline generating stations in sizes up to ten kilowatts. It is evident here how rapidly the cost per kilowatt decreases as the size of the station increases. The fixed charges for the larger engines will, therefore, be less per kwh., provided they are kept as busy in proportion to their capacities. Thus in Figure 3 are shown curves of the cost of electrical energy from a one-kilowatt, five-kilowatt and a ten-kilowatt gasoline engine generating set with small storage battery good for twenty-four twenty- watt lamps for five hours, for lighting and small uses when the generator is not running. PRIMER OF ELECTRICITY 17 The analysis of cost of energy for the five-kw. and ten-kw. generating units is as follows: For a five-kw. unit the fixed charges would be # fifteen per cent, of 1,400 divided by 365, or 57.5 cents per day. The analysis would then be: For five-kw. output per day (or one hour’s full use per day): Fixed cha'rges 57.5 cents Gasoline, etc., at (say) 5%c 27.5 cents 85.0 cents Cost per kwh 17.0 cents For twelve-kwh. output per day: Fixed charges 57.5 cents Gasoline, etc., at (say) 5c 60.0 cents 117.5 cents Cost per kwh 9.8 cents For sixty-kwh. output per day: Fixed charges 57.5 cents Gasoline, etc., at (say) 4c ....240.0 cents 297.5 cents Cost per kwh 4.95 cents For 120-kwh. output per day: Fixed charges 57.5 cents Gasoline, etc., at 3c 360.0 cents 417.5 cents Cost per kwh 3.5 cents Ten-Kilowatt Unit For a ten-kw. unit the fixed charges would be fifteen per cent, of $1,750 divided by 365, or seventy-two cents per day. The cost of generation would be: Output Fixed Charges Gasoline and Other Expenses Total per kwh. Cost 10 kwh. per day 72 cents at 5%c per kwh., .55 127c 12.7c 24 kwh. per day 72 cents .—.at 5 c per kwh., 1.20 192c 8.0c 120 kwh. per day 72 cents .....at 4 c per kwh., 4.80 552c , 4.6c 240 kwh. per day 72 cents .—at 3 c per kwh., 7.20 792c 3.3c Effect of Size of Generating Unit From Figure 3 you might be led to believe that it would pay to buy a plant larger than you actually need in order to reduce the cost of energy per kilowatt-hour. This would be a wrong conclusion. Suppose that you expect to use about twenty-four kwh. per day. If you could use this energy at a uniform rate throughout twenty-four hours each day, you could purchase the one-kilowatt generating unit, and it would operate with a load factor of 100 per cent. This is very unlikely, however, as almost no service is continuous for twenty-four hours per day. You would more than likely purchase the five-kilowatt unit which would need to run only four and eight-tenths hours per day if 18 PRIMER OF ELECTRICITY fully loaded but longer if not; the load factor would be twenty-four divided by (five times twenty-four), or twenty per cent. If you werd to generate the same amount of energy with the ten-kilowatt unit it would require only half as long or else it would operate only at one-half capacity; the load factor would be only ten per cent. Now, if you refer to the foregoing computations or to Figure 3 for the three prices of energy per kwh., you will find the cost of twenty-four kwh. per day to be: Per kwh. Total From a 1-kilowatt generating unit (100 per cent, load factor). ...4 cents $0.96 From a 5-kilowatt generating unit (20 per cent, load factor) 7.2 cents 1.73 From a 10-kilowatt generating unit (10 per cent, load factor). ...8 cents 1.92 FIG. 5 — ILLUSTRATES COST WITH REFERENCE TO ACTUAL OUPUT IN KWH. PER DAY INSTEAD OF LOAD FACTOR HORIZONTALLY To illustrate this point better the three curves of Figure 3 have all been redrawn in Figure 5 with actual output in kwh. per day instead of load factor horizontally. Above twenty-four kwh. you will find the costs above quoted. Now, this increase in cost for the larger units results from the fact of the higher fixed charges without any increase in output; whereas the curves shown in Figure 3 apply to the case where the output in each case is as much greater as the size of the unit. The conclusion is at once apparent that the cost of a given amount of electrical energy per kwh. will generally be least when produced by the smallest engine and generator which is capable of yielding the required output. Peak Load Your size of generating station, however, cannot always be chosen simply with reference to the most economical size for producing a certain number of kwh. per day; in addition to this requirement it must PRIMER OF ELECTRICITY 19 not be smaller than the largest load which it will be required to carry at any one time, which is called the “peak load.” Thus you may have a twelve-horsepower motor for threshing, and it may be used only a few days each year, yet your generating unit must be large enough to care for this peak load no matter how little it is used during the remainder of the year. Your load factor is thus decreased because of this one motor, and your average cost of energy greatly increased. In the case discussed above you would need the ten-kw. plant and your load factor would be only about ten per cent., making your cost of energy about eight cents per kwh. Surplus Power If, however, you could cooperate with your nearby neighbors by running wires to their farms and by moving the motor around to each farm to do their threshing one at a time, you would not need to increase the size of your generating plant above ten kw., and yet you would increase the number of kwh. used during the year and thereby increase your load factor and decrease the average cost of energy per kwh. In fact, the saving to you would be so great that you could afford to offer your neighbors a very cheap price for their service, pro- vided they would agree to use it only when you would not otherwise be using the full capacity of your generator; in other words, when you had a “surplus.” The case is again analogous to that of the farm hand who is hired by the year and is prevented from working for an occasional week of rainy weather. You find that your neighbor has some indoor work, such as corn-husking, for which he needs help. You can offer him the assistance of your man at a very low price for these periods, as anything which he earns for you then will be clear profit. The dream of the electrical household, where all the heat is fur- nished and a good many of the chores are done by the simple turning of a button, has been partly realized in Sweden. In that country the waterfalls are being harnessed on a large scale, and since distances are not so great as in America, power is being delivered in the homes of the people in all the larger cities and in some of the country dis- tricts. A factor in the practical use of power, wliich is running over the falls all the time while factories are operating chiefly in daylight, is a plan for heating water in insulated tanks on the tops of houses when the electricity is not otherwise used and can be had at a cheap rate. When the factories start up the heat in the tanks is cut off automatically, and a small amount of power is employed to create a circulation of warm water through the building. The method is so simple and so cheap that there is hope that it will some day be universal. As you can see readily, the economic and engineering problems involved in the selection of proper power equipment, if you intend to build a plant, are such as to make it nearly always advisable and economical to secure the advice of a disinterested specialist. Specialists representing machinery manufacturers often furnish such advice osten- 20 PRIMER OF ELECTRICITY sibly “for nothing,” but such advice usually, although not always} proves expensive in the end, as their interest is always in selling much equipment at the largest profit possible. Purchase of Electrical Energy from a Central Steam Station We will extend our analogy to the case of the large central steam generating stations, showing the similarity of the problems and the reason for the existing basis of rates with the apparent immense differ- ence between the prices paid by different classes of consumers, which leads often to the charge of discrimination. The steam stations are similar to the gasoline stations in that the total cost of production is a combination of the cost of fuel, labor, etc., known as “operating charges,” and “fixed charges.” Specific items of cost will, of course, differ but the principles involved are strictly comparable. *4.m. prr szo.voo /2 2 4 6 0/0/224 6 3 /O /2 L oc7C / factor ~ O. S~S7 /VOT £ — r/&o/r£s fo/t n//.L4fi£rT£: m j.L£y /9// /rj ter urban / 7 . O 7° S/-re&f 7rac//on 23.7 % 28. S % /’orrer 30 . B 'A FIG. 6 — LOAD CURVE OF SEATTLE ELECTRIC CO., JAN. 12, 1911 Typical Daily Load Curve Figure 6 is the “load curve” of the Seattle Electric Company of January 12, 1911, serving a general traction, lighting, and power system. The hours of the day from midnight to midnight are shown PRIMER OF ELECTRICITY 21 along the bottom of the diagram; the vertical height of the curve at any hour, as given by the figures at the left, indicates the total amount of power being used by the customers of this power system at that moment. As would be expected, the demand is very small from 3 a. m. to 5 a. m., but thereafter the “owl-car” service of the street railway lines gives place to a more frequent service as early laborers begin going to their work, and houses are lighted up for the preparation of breakfast for later risers; a small “peak” in the load curve extends from 7 a. m. to 9 a. m., during the heaviest morning street car traffic; and then the demand remains nearly constant until about 4 p. m., when rush hours again commence on the street cars, which, together with the lighting of homes for the evening meal-time, cause the high peak in the load curve at about 6 p. m. Now, this typical “load curve” is something which every user of electrical energy should understand, for this curve, cor- rectly interpreted, is of fundamental importance to the science of elec- trical rate-making, and hence, also to the scientific purchasing and using of electrical energy. Effect of Low Load Factor on Rates You were shown in a previous paragraph, illustrated by Figures 3 and 5, how enormously the cost of generating electrical energy is increased per kwh. when it is used for only a short time per day (or as we say, “when the Toad factor’ is small”). House lighting is a load of short daily duration and yet forms a large proportion of the total load of any city power system. In fact, it largely causes the high peak which in turn determines the size of the generating station. If, there- fore, a central station increases its lighting customers, it must increase its station capacity and distribution lines, and the lighting service is properly chargeable with the fixed charges of interest and depreciation against this extra size of power station and extra lines for only a short daily use. A simple residence lighting load has a load factor which, although it varies much, will generally be only about twenty per cent. Referring again to Figure 3 you will see that the cost of service is neces- sarily high for this low load factor, being about fifty per cent, greater than for a load factor of fifty per cent. Effect of Small Consumption on Cost of Service Again, residence lighting consumers are the smallest of all con- sumers; their accounts must be kept, meters must be read, bills com- puted, written out and mailed, and accounts collected, all of which operations require nearly, if not quite, as much time as for large consumers. This fact furnishes further justification for the principle of a minimum monthly rate for service, and for the principle of charging a higher rate to small consumers than to large ones. Effect of Cost of Distribution on Rates A further element of great importance is the cost of distribution. The investment in distribution lines of the central station company in the average city of, say, 100,000 people is about $100 to $150 per PRIMER OF ELECTRICITY kw. of peak generating capacity. This is a very considerable proportion of their total investment (in fact, it is about twice the cost of an entire steam generating plant) and in residence districts is much greater per customer and per kilowatt-hour sold than elsewhere, because of the smaller number of customers per mile of line. In addition to the fixed charges upon this large investment, which is the shortest lived portion of a company’s property, the distribution losses of each class of service must be charged against the respective classes of consumers. Now, these losses are large, especially in the case of residential service. The following diagram, Figure 7, illustrates the large losses which unavoidably accompany the distribution of electric energy. It is taken from the Transactions of the American Institute of Electrical Engineers,' Vol. XXXI, 1912, page 4 82, and shows the average annual efficiency of the Seattle Municipal Electric Station for the year 1911. You will note that the final amount of electrical energy which is paid for by the consumers is only about sixty-five per cent, of the amount of electrical energy generated at the hydro-electric station, and only about forty per cent of the energy represented by the falling water used by the water wheels. The average consumer, for this reason, must pay fixed charges upon a plant much larger than the size of his actual demand, and the ratio is greater for residence lighting than elsewhere. Off Peak Service FIG. 7 — ILLUSTRATES LARGE LOSSES WHICH UNAVOIDABLY ACCOM- PANY THE DISTRIBUTION OF ELECTRIC ENERGY Some classes of consumers, as for example most manufacturing motor loads, do not coincide with the evening peak and, therefore, can be served without increasing the size of power station otherwise neces- sary. The real cost of service to such consumers is the cost of fuel, and fixed charges on the proportion of service wires and meter charge- able to their individual service. Central stations often offer induce- ments of very low rates to manufacturers or other consumers who will PRIMER OF ELECTRICITY 23 change their hours of use so as to be idle during the peak load; this class of service is known as “off-peak” service. In some other cases the manufacturer has two meters and is charged a higher rate for the energy he uses during the peak load. HYDRO-ELECTRIC SERVICE Cost of Generation In previous pages you have been shown the economic principles involved in the cost of generation of electrical energy from fuel engines, and the economic principles of rate making for such service. It will be remembered that the cost of service involves the items of “fixed charges,” “maintenance and operation” and “fuel” (the last two previously grouped under “operating expenses.”) In the case of hydro-electric generation some fundamental differ-* ences should be recognized: 1. The lack of need of a fuel to that extent reduces the cost of generation. 2. The capital cost per kw. capacity, and for this reason the fixed charges vary more than for fuel plants because the natural conditions for the construc- tion of dams and other structures are seldom alike at two different power sites, in general, however, it may be said that hydro-electric generating stations cost considerably more to build than fuel stations of equal size, resulting in higher fixed charges. 3. Steam stations are usually located near the center of a city or near the center of distribution, whereas hydro-electric stations are usually at a considerable distance from a market, necessitating the large expense and losses of trans- mission and transformation to high voltage for this purpose. Whether or not the advantage of no fuel-cost outweighs the disad- vantage of extra fixed charges is a matter which can be determined only for each individual case. Near the coVl districts of the East a hydro-electric power site must be a good one in order to compete with the cost of steam generation for general distribution purposes. Low Load Factor and Off-Peak Service The relative importance of fixed charges in the hydro-electric sta- tion has a very great significance in the matter of relative rates for different classes of service. In discussing the cost of generation by gasoline engine power it was shown (see Figure 3) that, although the cost of fuel per kwh. increases somewhat for low load factors, yet the chief reason for the very high relative cost is the fact that the fixed charges must be charged against the production of a smaller amount of energy. Now in hydro-electric development this difference is still further magnified since the fixed charges are relatively more important. This fact has an important bearing upon the relative advantages of hydro-electric power for various classes of consumers, and the relative rates that can be offered. Thus, the disparity between the cost of service per kwh. for residence lighting and for those manufac- turing plants where the power is used almost twenty-four hours per day, has a tendency to be greater for hydro-electric than for steam-electric service. Likewise, off-peak service could not be offered from a steam plant at a price below the cost of fuel, labor, oil, and some extra 24 PRIMER OF ELECTRICITY expenses; whereas, in a hydro-electric station off-peak loads might in some cases be served for almost nothing except for the cost of lubri- cating oil and the charges on service connections. Much, however, depends upon storage facilities at the particular power site; thus, if no storage exists and water must flow over the dam and go to waste during hours of small load, then off-peak service could be supplied for a very low rate, whereas this rate could not be so low if the pond above the dam is large enough to permit saving the water for the peak load hours, when better prices could be obtained. POWER TARIFFS Several methods of charging for electric service are now in vogue, nearly all of them, however, resulting in a variation in price similar to that shown in the curves of Figure 3, the economic justification for which should now be clear. Sliding Scale The “Residence Lighting Schedule” of the Portland Railway, Light & Power Company, the largest electric service company in Oregon, is as follows: First six per cent, of the monthly maximum consumption at nine cents per kwh. (“Monthly maximum consumption” means one-third of the maximum amount of energy which the installed lights could use in one month if operated twenty-four hours per day for the entire 730 hours of the average length of month, the installed lights in no case to be taken as less than 700 watts.) Next six per cent, of monthly maximum consumption at seven cents per kwh. All in excess of the above twelve per cent, of the monthly maximum con- sumption at four cents per kwh. Minimum charge, $1.00 per month. A six-room house economically equipped would have about the following lights: Living room, two 40 watt Tungsten lamps 80 watts Dining room,* two 40 watt Tungsten lamps 80 watts Kitchen, one 40 watt Tungsten lamp 40 watts Three bedrooms, one each 40 watt Tungsten lamps - .120 watts Bathroom, porch, basement and hall, each one 25 watt Tungsten lamp.... 100 watts Total installed capacity , 420 watts As this equipment is less than the minimum residence installation, namely 700 watts, upon which bills are rendered, you must use 700 watts as the installed capacity. One-third of this capacity used con- tinuously 730 hours per month would consume 700 times 730 divided by three times 1,000 equals 170 kwh. Now six per cent of this, or ten kwh. is billed at nine cents per kwh.; the next six per cent, or the next ten kwh., is billed at seven cents per kwh.; and all above at four cents per kwh. Thus if a residence were to consume twenty-five kwh. per month the bill would read: 10 kwh. at 9 cents $0.90 10 kwh. at 7 cents.. 70 5 kwh. at 4 cents 20 Total monthly bill $1.80 PRIMER OF ELECTRICITY 25 If this total had amounted to less than $1.00 the minimum bill of $1.00 would have been charged nevertheless. Tariffs throughout the remainder of the state are generally higher than the above. This is to be expected as the “manufacture” of elec- trical energy, like all manufacturing, can be done at a smaller cost when done on a large scale, and moreover the cost of distribution becomes less as the density of population becomes greater. Fixed Charge Plus an Energy Charge Instead of the large variation of the foregoing lighting schedule from nine cents to four cents per kwh. the same general purpose can be attained by means of a “service charge” or “fixed charge” plus a charge for energy, which latter then varies through a narrower range, or in some cases not at all. This method is simpler theoretically as the “fixed charges” are meant to cover the fixed charges on the capital invested by the power company, as discussed for the case of the gas engine, and the “energy charge” is for the cost of generation. This form of contract is illustrated by the “Wholesale Power Sched- ule” of the Portland Railway, Light & Power Company, as follows: A monthly service charge of $1.25 per kw. of maximum demand, plus energy charges as follows: First 1,000 kwh. of monthly consumption 2.00 cents per kwh. Next 2,000 kwh. of monthly consumption 1.50 cents per kwh. Next 4,000 kwh. of monthly consumption 1.25 cents per kwh. Next 8,000 kwh. of monthly consumption 1.00 cents per kwh. Next 16,000 kwh. of monthly consumption 80 cents per kwh. Next 32,000 kwh. of monthly consumption 70 cents per kwh. Next 64,000 kwh. of monthly consumption 60 cents per kwh. Next 127,000 kwh. of monthly consumption... 50 cents per kwh. Minimum charge in no case less than $150 per month. To apply the above rate suppose that a manufacturer has a motor installation and a “maximum demand” of 200 h. p. or 150 kw., and that his consumption for March as shown by his meter is 30,000 kwh., which corresponds approximately to the consumption for a ten-hour working day at an average consumption during these ten hours of about three- fourths of the motor capacity. The load factor would then be seventy- five per cent, for the actual operating hours but only seventy-five times ten divided by twenty-four or 31.2 per cent for the entire day. His bill would be computed as follows: Fixed charges, 150 kw. at $1.25 $187.50 1.000 kwh. at 2 cents 20.00 2.000 kwh. at 1.5 cents 30.00 4.000 kwh. at 1.25 cents 50.00 8.000 kwh. at 1.00 cents 80.00 15.000 kwh. at .80 cents 120.00 $487.50 The average price would thus be $487.50 divided by 30,000, or 1.625 or 1 % cents per kwh. 26 PRIMER OF ELECTRICITY If this same manufacturer should operate two full shifts of ten hours each per day he would consume twice as much energy or 60,000 kwh. per month, but his maximum demand would be unchanged. His bill would then be computed as follows: Fixed charges, 150 kw. at $1.25..... $187.50 1.000 kwh. at 2 cents 20.00 2.000 kwh. at 1.5 cents 30.00 4.000 kwh. at 1.25 cents 50.00 8.000 kwh. at 1.00 cents 80.00 16.000 kwh. at .80 cents. 128.00 29.000 kwh. at .70 203.00 60,000 $698.50 The average price would then be $698.50 divided by 60,000, or 1.164 cents per kwh. This reduction in price again illustrates the economy of getting all the use possible out of a given investment so that the fixed charges will be divided up among a greater number of units of production. RELIABILITY AND READING OF A METER Regulation of the Public Service Commission It is not necessary here to describe the method by which a meter measures electrical energy. Their necessary accuracy is prescribed by the duly constituted authority of the Public Service Commission of the State of Oregon, which has issued the following rules:* Rule 2. Testing Facilities. a. Each utility shall provide such laboratory, meter-testing shop, and other facilities as may be necessary to make the tests required by these rules. All tests made by any utility under these rules shall be carried out in a manner and at such places as may be approved by the Commission, and the apparatus and equipment used for these tests shall be at all times available for the inspection or use of any member or authorized representative of the Commission. Rule 3. Records of Tests and Meters. a. A complete record of all tests of quality, service, or meter accuracy as made under these rules, shall be kept by each utility accessible to the public during business hours at the principal office in the town or city where the service is furnished, or at such other place as the Commission may designate. The record so kept shall contain complete information concerning each test, including the date and hour when the test was made, the name of the inspector conducting: the test, the number of any meter tested and its capacity, the point at which pressure, voltage or other tests were made when not made at the regular testing laboratory of the utility, the results of the tests, and such other data as may hereinafter in these rules be specially required, or as the Commission may from time to time require, or as the utility making the test may deem desirable. ^Public Service Commission of Oregon, File No. U-F-61, effective July 1, 1914. b. Whenever any service meter is tested, the original test record shall be preserved, indicating the information necessary for the identifying of the meter, the reason for making the test, the reading of the meter before being disturbed, and the accuracy of measurement, together with all data taken at the time of the test, in sufficiently complete form to permit the convenient checking of the methods employed and the calculations. c. A record shall also be kept, numerically arranged, indicating approximately when each meter was purchased, its size, its identification, its various places of installation and removal, and the dates and general results of all tests. Rule 4. Meter Testing. a. Every meter hereafter installed for measuring gas, electric current, heat or water to any customer shall be tested and if necessary repaired and adjusted by the utility installing it before being placed in use, or. in the case of electricity meters, within thirty days thereafter, as provided by Rule 21 ; and every meter PRIMER OF ELECTRICITY 27 tested (except water meters installed underground) shall have firmly attached thereto a tag or label, or be stencilled, giving the date of test, which tag, label or stenciled mark shall not be defaced or removed until a subsequent test shall have been made. Rule 5. Meter Testing on Request of Customer. a. Bach utility shall, at any time when requested by a customer, test the accuracy of the meter in use by him free of charge, provided such meter has not been tested by the utility or by the Commission within the period of one year immediately preceding the request. b. Any customer may at any time make application to the Commission for a test of his meter and shall deposit with the Commission a fee for said test, fixed as hereinafter in these rules provided. Such fee shall be returned to the custo- mer by the Commission, and the amount thereof paid by the utility to the Commisison, if the meter is found to be fast in excess of the following limits, viz. : Electricity meters, four per cent. Rule 6. Adjustments of Bills for Meter Error. a. If on test of any meter, for any cause, either on removal from or while in service, it shall be found fast beyond the limits specified in Rule 5b, the utility shall refund to the customer such percentage of the amount of the bills of the customer for the period of three months just previous to such test of the meter as the meter shall have been shown to be in error at the time of said test. If the meter is found not to register or to register less than fifty per cent, of the actual consumption, an average bill may be rendered to the customer by the utility, subject to the aproval of the Commission. Rule 7. Meter Readings and Bill Forms. a. Every meter shall indicate clearly the cubic feet, kilowatt hours, gallons, or other units of service for which charge is made to the customer. In cases where the dial reading on a meter must be multiplied by a constant to obtain the units consumed, the proper constant to be applied shall be clearly and plainly marked on the meter. b. Bills rendered customers by utilities shall show the readings of the meters at the beginning and end of the period of time for which rendered, the number and kinds of units of service supplied, and the price per unit, and on all bills computed on demand or connected load basis, the amount of connected load, maximum demand, or other factors used in computing the bill, shall be clearly stated, and all bills shall be made out in such a way that the amount may be readily re-computed from the information appearing plainly upon the face of the bill. c. On written request by a customer, the utility shall cause the meter reader at the time the customer’s meter is read, to leave on such meter or with the customer a card showing the date and time such reading was made, and the reading of the meter, expressed in kilowatt hours, or other unit of service upon which the charge is made, or the position of the hands on the meter dials. Rule 8. Deposits and Meter Rentals. a. Any utility may require from any customer or prospective customer a deposit on account of current bills (1) in the case of customers whose bills are payable in advance, not to exceed an estimated thirty days’ bill ; ( 2 ) in the case of customers whose bills are not payable in advance, not to exceed the estimated sixty days’ bill of such customer. Interest thereon, at the rate of six per cent, per annum, payable annually or upon the return of the deposit, shall be paid by the utility to each customer making such deposit, for the time such deposit was held by the utility and the customer was served, unless such period of time be less than three months. b. No utility may require from any customer or prospective customer a deposit to pay any part of the cost of installation, except under rules and regulations approved by the Commission and set out in the published schedules of the utility. c. No rental shall be charged by any utility for any meter installed by it, which is used by the utility as the basis for the rendering of bills. Rule 9. Interruptions of Service. a. Each utility shall keep a record of all interruptions of service upon its entire system or major divisions thereof, including therein a statement as to the time, duration and cause of such interruptions. Such record shall be open at all times to public inspection and the Commission may at any time require from the utility a copy thereof. Rule 10. Complaints. Each utility shall make full and prompt investigation of all complaints made to it by its customers, either directly or through the Commission, and it shall keep a record of all complaints which shall show the name and address of 28 PRIMER OF ELECTRICITY complainant, the date and character of the complaint, and the adjustment or disposition made thereof. The information contained in such record shall be furnished to the Commission upon its request. Rule 11. Information to Customers. a. Every utility shall specifically inform its customers as to the conditions under which efficient service may be secured from its system, and render its customers reasonable assistance in securing lamps or other appliances best adapted to the service furnished. Rule 20. Meter Testing Equipment. a. Every electric utility furnishing metered service shall own suitable working standards for the testing of electricity meters ; and either maintain these stand- ards correct within one-half of one per cent., or apply the proper correction to all tests. Secondary standards of some approved type shall be owned and main- tained by each utility having more than 250 electricity meters in service. Rule 21. Installation Tests. a. Each watt hour meter shall be checked for correct connection, mechanical conditions, suitable location and, if necessary, shall be adjusted to be correct within one per cent, at approximately three-quarters and one-tenth of the rated capacity of the meter, by comparison of the meter in its permanent position in place of service with approved suitable standards at the time of installation or within thirty days thereafter. Rule 22. Periodic Tests. a. Each watt hour meter shall be tested according to the following schedule, and shall be adjusted whenever it is found to be in error more than one per cent., the tests both before and after adjustment being made at approximately three-quarters and one-tenth of the rated capacity of the meter. The tests shall be made by comparing he meter, while connected in its permanent position, on the premises of the customer with approved suitable standards, making at least two test runs at each load, of at least thirty seconds each, which agree within one per cent. b. Single phase induction type meters having current capacities not exceeding fifty amperes, shall be tested at least once every three years, and as much oftener as the results obtained shall warrant. c. Single phase induction type meters having current capacities exceeding fifty amperes, all polyphase meters having voltage ratings not exceeding 550 volts and current capacities not exceeding fifty amperes and all commutator meters having voltage ratings not exceeding 550 volts and current capacities not exceeding fifty amperes shall be tested at least once every twelve months. d. All other watt hour meters shall be tested at least once every six months. Rule 23. Fees for Meter Tests. a. The amount of fee to be collected for meter tests made in accordance with the provisions bf paragraph “b” of Rule 5 shall be as follows: For each single phase or continuous current electricity meter having a voltage rating of not exceeding 250 volts and a current capacity not exceeding twenty-five amperes without having instrument transformers. ...$2.00 For other electricity meters having a capacity not exceeding 100 amperes 4.00 For all other electricity meters 8.00 Rule 24. Defective Meters. a. No electricity meter shall be placed in service or allowed to remain in service which registers upon no load or which has an incorrect register constant, test constant, gear ratio, or dial train. Rule 25. Voltage Variation. a. Every electric utility shall adopt a standard voltage for the entire constant potential system in every city served by it having a population of 1,500 or more, or, with the approval of the Commission, may divide its distributing system in such a city into districts and adopt a standard voltage for each such district. Notice of the adoption of such standard voltage shall be given by the utility to the Commission. Except as may be caused by the operation of ’ apparatus by the customer, in violation of the utility’s rules, or by the action of the elements or causes beyond the utility’s control, every electric utility shall maintain the voltage constant in every such city so that the same shali not vary for periods exceeding five minutes more than the following amounts : 1. Lighting Circuits: Between sunset and 11 p. m. more than three per cent, above and five per cent, below the standard voltage for such locality. 2. Lighting Circuits: Between 11 p. m. and the following sunset, more than five per cent, above and ten per cent, below such standard voltage. 3. Other Circuits : More than ten per cent, above or below such standard voltage. (This rule may be waived by the customer by special agreement, separate from his service contract or application, particularly referring to this rule.) PRIMER OF ELECTRICITY 29 Rule 26. Voltage Surveys. a. Every electric utility shall provide itself with one or more portable indicating voltmeters, and each electric utility serving more than 250 customers shall have one or more portable graphic recording voltmeters. Such instruments shall be of a type and capacity suitable to the voltage supplied. Bach electric utility shall make a sufficient number of voltage surveys to indicate the service furnished from each feeder, and, when ordered by the Commission, from any designated transformer, to satisfy the Commission of its compliance with the voltage requirements. Utilities having graphic recording voltmeters shall keep at least one of these voltmeters in continuous service at the plant, office, or some customer’s premises ; and shall indicate on the graphic records the causes of extreme variations in voltage. All voltage records are to be kept open for public inspection. It is shown by Rule 22 that a test every three years an error of not more than one per cent, is specified. Rule 5 indicates that a custo- mer may secure a more frequent test by the Commission, to be paid for either by the company or customer at a rate shown in Rule 23 if the meter is more than four per cent, fast or slow, respectively. Although the customer may not understand so well the measure- ment of electrical energy, yet with the safeguards imposed by law, he need not fear fraud from this source to any greater extent and prob- ably much less than he fears short weights in his other purchases. Reading a Meter It is, however, desirable that a consumer of electrical energy under- stand the reading of a meter. To this end, several views of meter dials are given in Figure 8 and the method of reading discussed. INSTRUCTIONS FOR READING DIALS A kilowatt-hour is equal to 1,000 watt-hours. To correctly read the sum indicated on the dial of an integrating kilowatt- hour meter the following instructions should be carefully followed : The figures (tenths, Is, 10s, 100s, 1000s) over each dial circle refer to the divisions of the circle over which they stand. Therefore, each division on the dial circle to the extreme right indicates .1, .2. .3. .4 or .6 of a kilowatt-hour, while a complete revolution of the hand or pointer would be 1.0 or 1 kilowatt-hour, and will have moved the pointer on the second dial circle one division (1 kilowatt-hour). Thus in reading diagram No. 1, the first dial circle (that on the extreme right) indicates .1, one-tenth, the next (Is) indicates 1, the next (10s) indicates 1, the next (100s) indicates 1, and the remaining dial circle (1000s) also indicates 1, making the total reading or indication 1111.1 kilowatt-hours. A hand or pointer to be read as having completed the division must be con- firmed by the dial before it (to the right). It has not completed the division on which it may appear to rest, unless the hand before it has reached or passed 0, or, in other words, completed a revolution. Therefore, it is always advisable to read dials from right to left. In reading diagram No. 2, the first dial circle (to the extreme right) indicates .9, nine-tenths. The second hand apparently rests on 0, but since the first rests only on .9 and has not yet completed its revolution, the second dial circle also indicates 9. This 9. placed before the .9 already obtained, gives 9.9. This is also true of the third dial circle. The second dial circle hand at 9 has not yet completed its revolution, so the third has not completed its division ; therefore, another 9 is obtained, making 99.9. The same is true of dial circle 4, thereby making the total reading 999.9 kilowatt-hours. When the hand on the first dial circle (extreme right) completes its revolution or reaches 0, then the reading will be 1000 kilowatt hours. The hands are sometimes slightly misplaced. In diagram No. 8 the first dial circle (the extreme right) reads 0, no tenths. The hand of the second dial is misplaced. As the first rigesters 0. the second should rest exactly on a division ; therefore it should have reached 8. The three remaining dials are correct and make a total of 9928 kilowatt-hours. In diagram No. 9 the second dial hand is misplaced, for since the first indicates .1 (one-tenth) the second should have just passed a division. As it is near to 8 it should have just passed that figure. The ramaining three dial circles are approximately correct. The total indication is 9918.1 kilowatt-hours. 30 PRIMER OF ELECTRICITY In diagram No. 10 the second dial circle hand is slightly misplaced by being behind its correct position, but not enough to mislead in reading. The total indication is 9928.3 kilowatt-hours. By carefully following these directions little difficulty will be experienced in reading the dials, even when the hands or pointers become slightly misplaced. Some meters do not have the last dial which is shown in the above diagram and, therefore, do not record “tenths” of a kilowatt-hour; also some do not have the first dial. In fact, the last dial is of little use, as one seldom needs to measure as accurately as 0.1 kwh.; and the first dial is of no use except on meters for large consumers. Meter dials are often designated other than shown in Figure 8 by indicating the number of kwh. for a complete revolution instead of for a single space on the dial. Thus the dials shown in Figure 8 could be marked either of the following ways: As in Figure 8: 1000s, 100s, 10s, Is, tenths. As often numbered: 10000, 1000, 100, 10, 1. If the first and last dials be omitted, as now customary for a resi- dence meter, and if the second system of marking be adopted, the dials will be marked 1000 — 100 — 10, meaning that one complete revo- lution of the last dial gives ten kwh. or one space is one kwh.; one complete revolution of the middle dial is 100 kwh., etc. CHAPTER II Electricity in the Home This chapter is offered to the public to acquaint it in a disinterested manner with the advantages and disadvantages of the many uses to which electrical energy has been applied in the home. At the outset it may be stated that electrical energy is always technically adaptable to any operation which requires light, heat or motion, all being forms of energy into which electrical energy is con- vertible and into which it must be converted before its value is realized. It does not follow, however, that it can always be economically applied to all such uses in competition with other means of securing the desired light, heat, or motion. Electric Lighting Not many years ago electric lights were considered a luxury to be indulged in only by the wealthy or well-to-do. Since that time, improvement of electrical generating machinery and other influences, have so reduced the cost of electric service that electric lights are rapidly approaching, in our cities, a state of universal application com- parable with that of city water. Not the least important influence in thus reducing the cost of production, is the reaction from the increased production itself; all manufacturing can be done cheaper per unit of output when done on a large scale than on a small one, and this is especially true in the “manufacture” of electrical energy. Furthermore, the increased use has resulted in more consumers per mile of wire and consequently in a decreased cost of distribution. The cost of electric lighting has not, however, reached the low cost of kerosene lamp, unless under very favorable conditions where a cheaper cost has sometimes been claimed for it. But despite this fact, the kerosene lamp and most other sources of light are doomed to ultimate extermination by the new invader. The cause is not far to seek. Considerations of convenience and health outweigh purely economic reasons. In other words, electric lights are a luxury the advantages of which so greatly transcend the increased cost as to put them practically into the class of a present day necessity. It would be as futile to argue otherwise as it would have been futile twenty-five years ago to have argued for the use of the pine knot or the tallow dip of our grandparents in preference to the kerosene lamp because of cheapness. The advantages of the electric light may be briefly stated thus: No waste gases in the room. Ease of lighting and extinguishing, even from a distance. Reduced fire danger. No renewals of wall-paper from smoky lamps. No danger of explosion. No lamps for the housewife to clean and fill daily, with the resulting kerosene smell permeating the house, and often the food. Not blown out by a gust of wind. No danger of asphyxiation from escaping gas. 32 PRIMER OF ELECTRICITY One of the greatest advantages is the ease of lighting and extin- guishing, and the chief source of this convenience is the use of the wall switch, with its further development, the “three way” switch. By the use of the former beside the door you may turn on the light when entering a room frequently visited but not continuously occupied and turn it off when leaving, with resulting economy in use of energy, and without any inconvenience whatsoever, no matter how frequent the visits. Without the wall switch many lights would be burned contin- uously to avoid the irritating task of locating a lamp in midair and in a dark room. This convenience, therefore, also reduces the consumption of energy. With only ordinary economy in use, the average monthly consump- tion of electric lights alone for a five or six-room family residence need not exceed an average of twenty kwh. per month, the cost of which would be nine cents per kwh. for the first ten kwh., seven cents for the next ten kwh., or $1.60 per month at Portland rates for service, which, however, are below the rates offered in most parts of the state. Energy consumption will everywhere be given so that a correction for local rates can be made easily by the reader. Heat Values of Common Fuels An understanding of the value and limitations of electrical energy for heating and cooking requires a knowledge of the comparative heat values of common fuels. The unit of measurement of heating ability is called the “British Thermal Unit” and is written “B. T. U.” One B. T. U. is the amount of heat required to increase the temperature of one pound of water one degree (Fahrenheit). The following table shows the heating value in B. T. U’s of unit amounts of each common fuel or source of heat energy and much other valuable data regarding the cost of these fuels at Portland prices. The heating value of fuels, especially of coal and wood, vary greatly so that all of these figures except for electrical energy are subject to variation for different grades of fuel. They represent merely average approximate values: TABLE I PRIMER OF ELECTRICITY I =■ 5 § a ^ fcJD^ej o ^ © ft “lo 00 LT5 rri 5 © « « 5 « 00 o N §ftp hO ° ftS§ o** 0 . O i-l c© ° O t- t- Lft S « s “ o W H . £ £ h ■* a a ft ,3 £ o £ rH® P H PQ G a? 3 ; *3 ii M o o >» 2 ° fcJD +-> rH || 'S 'S O © 1~> +-> a m w C o o S a, ■M H ^ 1 n |>? §o-2 ® O ^ h .2 © §,t> ,3 o 5 © — G © 2 .° 2 £ x m w o o o U O O 34 PRIMER OF ELECTRICITY Thus from the last line in this table electrical energy for heating purposes would cost from five to forty-two times as much as other fuels at approximate Portland prices, assuming that each fuel is used without any waste. The cheapest fuel is crude oil and the next fir wood, being respectively one-forty-second and one-twenty-ninth as expensive as electrical energy, while denatured alcohol costs nearly as much as electrical energy and gas one-fifth as much. It is interesting to note that wood is not much cheaper than bituminous coal and costs forty-five per cent more than crude oil. ELECTRIC HEATING OF BUILDINGS Relative Efficiencies The figures in the table represent, of course, the total heat produc- ing abilities of the several fuels, assuming none to be wasted. In reality a fuel cannot be burned in a stove or furnace without waste. In a stove some escapes as smoke, which is merely unburned fuel, and some escapes up the chimney as invisible heated gas; in a hot water, hot air, or steam furnace, some heat also escapes from the pipes con- ducting the heat to the rooms so that more fuel is commonly required to heat a house by furnace than by stove. Thus the coal furnace of a steam or hot water boiler averages less than fifty per cent, efficiency, while gas is said to yield about ninety per cent, efficiency. In heating electrically by direct radiation from resistance heaters no losses what- ever are suffered. Heating by fuel, therefore, has not quite the enor- mous economy over electric heating that it. would appear to have from the above table.. Experiments at Seattle The municipal generating plant of the City of Seattle has conducted tests to determine the energy consumption for heating Seattle resi- dences. Due to the similarity of climatic conditions, these tests indicate what might be expected in Portland and the Willamette Valley. The data follows: TABLE II 225 37th Ave. N., Seattle Installed Load, 32 kw. Date Consumption March 18, 1914 000 kwh. April 30, 1914 1,928 kwh. May 28, 1914 968 kwh. June 29, 1914 : 534 kwh. July 30, 1914 79 kwh. August 31, 1914 260 kwh. September 29, 1914 3,015 kwh. October 28, 1914 2,950 kwh. November 30, 1914. 6.357 kwh. December 30, 1914 9,551 kwh. January 29, 1915 8,068 kwh. February 27, 1915 5,728 kwh. March 19, 1915 3.412 kwh. 1505 36th Ave., Seattle Installed Load, 32 kw. Date Consumption November 7, 1914 000 kwh. December 7, 1914 5,820 kwh. January 6, 1915 9,720 kwh. February 5, 1915 5,200 kwh. March 5, 1915 5,040 kwh. April 5, 1915 3,180 kwh. May 5, 1915 280 kwh. June 4, 1915 : 260 kwh. July 6, 1915* 0 kwh. August 4, 1915* 0 kwh. September 3, 1915* 0 kwh. October 5, 1915 500 kwh. November 5- 1915f 3,000 kwh. Total, one year 42,850 kwh. Total, one year 33,000 kwh. 640 feet of radiation in each installation. * Away during summer, t Estimate. PRIMER OF ELECTRICITY 35 The houses referred to are two-story, eight-room residences and were heated previously by a hot water system using coal furnace. Electric heaters were installed in series with the furnace, with a cut-off between the furnace and the electric heaters. There is no record of the cubical contents of the residences or the number of square feet of window area or wall area. Each installation has an installed capacity of 32 kw., which, during the entire year (8,760 hours) could consume, if run continuously at full load, thirty-two times 8,760, or 280,320 kwh. The load factor in the first example was thus 42,850 divided by 280,320 equals 15.3 per cent. In the second example, if July, August and September be assumed equal to the same months in the first example, then the annual consumption would become 36,354 kwh., and the load factor thirteen per cent. In both cases the installed load is one kw. for twenty square feet of radiation (hot water). To have produced the same amount of heat in a furnace by means of bituminous coal, assuming forty-five per cent efficiency of the coal furnace, and 100 per cent for the electrical furnace, would have required the following amounts of coal: FIRST EXAMPLE SECOND EXAMPLE 42,850 x 3,413 =13.3 tons. 11.3 tons. 0.45 x 12,200 x 2,000 which at $9.00 per ton would have cost respectively $120 and $102 per year, or only 0.28 cents per kwh. of electric energy consumed. It is legitimate, however, to add to the cost of coal the following items which do not enter into the cost of electric service: Kindling per year $ 2.00 Hauling ashes 5.00 Damage to house and furnishings from coal and ash dust 20.00 Repairs and cleaning of furnace and chimney 10.00 Attending labor and inconvenience, nine months at $5.00 45.00 $82.00 This added to the cost of coal, $120 and $102, gives total costs of $202 and $184 respectively. To have cost the same for electric heating the prices of electric service could not have exceeded the absurdly low figures of $6.30 and $5.75 respectively per kw. of installed capacity per year, or 0.47 and 0.51 cents respectively per kwh. of actual consumption. In another experiment at Seattle a solid concrete house of five rooms with floor area 418 square feet, cubic contents 3,252 cubic feet, outside wall area 491 square feet, and window area 127 square feet, required 2,430 kwh. in December and 10,250 kwh. for the year with an installed load of nine kw. direct radiation or two and eight-tenths watts per cubic foot of space heated. The former houses have an installed capacity of thirty-two kw., as compared with nine kw., or three and six-tenths times as large, and the consumption of the first was likewise about four times as large for both the annual and December record. Using the same proportion in the case of fuel, the coal cost for heating this room would have been about $30 per year at $9.00 per ton. This probably represents approx- 36 PRIMER OF ELECTRICITY imately the minimum cost of fuel for five-room cottages or bungalows in this climate when economically used. It is apparent that the house is not as well heated as the two preceding eight-room houses. To this should be added the items for ash disposal, damages, clean- ing of furnace and attendance, which would bring the total up to $50 or $60 per year, equivalent in cost to electrical service at 0.5 cents to 0.6 cents per kwh. In the case of heating with gas, if a suitable furnace were used, the efficiency probably would be nearly twice that with coal or wood and the attendance, ashes and other similar items eliminated or much reduced. The cost of fuel alone for the equivalent value of one kwh. would be (see fuel table) : 16.7 x 3 cents 88 x .90 (efficiency of gas) or 0.5 5 cents per kwh., to which something should be added for furnace repairs and attendance, say 0.65 cents in all. Crude oil would also burn with a good efficiency, assumed to be seventy-five per cent, but its storage and use make it more expensive than its relative cost per B. T. U. would indicate. The cost of the oil would be about 0.1 cents per kwh. and total cost of perhaps 0.25 cents. The above data indicates that in order for electric heating to com- pete on the basis of cost alone with fuel for large residences, electric service must be furnished at approximately the following rates: Anthracite coal at $14.00 per ton, electric service at 0.7 cents per kwh. Bituminous coal at $9.00 per ton, electric service at 0.5 cents per kwh. Gas at $1.00 per 1,000 cubic feet, electric service at 0.65 cents per kwh. Crude oil at $1.25 per barrel, electric service at 0.25 cents per kwh. Douglas fir at $6.00 per cord, electric service at 0.4 c^nts per kwh. Conditions When Favorable It is not to be hoped that electric service can be furnished at the house for these prices except perhaps under the most favorable and peculiar circumstances. On the Minidoka Irrigation Project in Idaho (U. S. Rec. Ser.) a large hydro-electric project is developed for irriga- tion pumping. The irrigation load comes in the summer and does not conflict with the heating season in the winter. The hydro-electric plant must operate in the winter to care for the lighting business and small motors in the adjacent towns and in the country, so that most of the expense of attendance is incurred irrespective of the size of the load. With sufficiently large service wires and meters in many cases already upon the premises of the settlers, they can be served without additional expense except the trivial cost of lubricating oil and machinery repairs, and in any case the cost of service is only the cost of extra large dis- tribution wires and customer service-meters and transformers. The water would otherwise flow over the dam and would not be stored, so that operation of the station is insignificant in cost. The power plant built for irrigation is self-sustaining for that purpose and any income from electric heating in the winter is almost clear profit. This service is therefore “off-peak” service (in this case meaning “not coinciding with the yearly peak”) the principles of which have been previously discussed. PRIMER OF ELECTRICITY The monthly rates for heating obtaining on the Minidoka project are as follows: * TO DISTRIBUTER Per device, per 1,000 watts, September 1-June 1 . $0.50 Per device, per 1,000 watts, June 1-September 1 1.50 TO CONSUMER Per device, per 1,000 watts, September 1-June 1 $1.00 Per device, per 1,000 watts, June 1-September 1 2.50 The power is sold by the U. S. R. S. to distributing companies in each city at the rates shown in the first column, the contract providing that they, in turn, shall not charge the customer to exceed the rates in the second column. It will be noted that the rate to the consumer for the irrigation season is made two and five-tenths times as great per month as the off-peak load during the remainder of the year. If we apply the consumers’ rate to the second eight-room house of Table I, the cost of the thirty-two kw. of installed heaters would be $9.00 per kw. (nine months) or $288 for the season. The total con- sumption was 33,000 kwh. and the rate per kwh. would, therefore, have been 0.87 cents. In the case of the five-room house at Seattle, the nine kw. installed capacity would have cost nine times nine, or $81 for the heating season, and at the total consumption of 10,250 kwh. the equivalent price would have been 0.79 cents per kwh. In reality, Minidoka has a colder season than Seattle and the total annual cost would have exceeded that at Seattle. These rates are such as to make possible the competition of elec- trical with fuel heating for people of moderate income, as one may reasonably consider the advantages of cleanliness and convenience as worth the difference in actual cost. Similar possibilities of offering cheap winter service for electrical heating are likely to be found in any irrigation district where a distri- bution system already exists, and where power is developed for irriga- tion pumping beyond the capacity which can be sold for December lighting and small motor service, so that the surplus can be sold without much, if any, additional capital investment. In Oregon, the California-Oregon Power Company operating in Jackson and Josephine counties has been promoting the use of elec- trical heating with the result that a number of customers make use of electrical heating service for heating a part of their residences, and in one or two instances the entire residence is electrically heated. The “flat” rates in effect are: $3.00 per month for one kw. air heater, $4.00 per month for a two kw. heater, $5.00 per month for a three kw. heater, and at this rate for any additional capacity, no heating to be done during the irrigation season. The five-room cottage at Seattle required a nine kw. installation which would cost at this rate $15 per month. At this price the average consumer could not consider electric heating except as a luxury. If operated at full capacity twenty-four hours per day, this rate would be * Extract from Thirteenth Annual Report U. S. R. S., page 36. 38 PRIMER OF ELECTRICITY equivalent to only 0.23 cents per kwh. In reality, however, no one would use it continuously, or if they did would any benefit be derived at certain times, as a large part of the energy would need to be wasted on warm days and during the nights to avoid overheating. This service is not furnished during May, June, July and August because of need for the power for irrigation. If these four months be eliminated from the first Seattle experiment (Table I), then the total consumption for eight months would be 41,000 kwh., which is twenty-two per cent, of what could have been generated by continuous operation at full capacity twenty-four hours per day (load factor is twenty-two per cent). Assum- ing similar conditions to obtain for Medford service, and assuming that the installed equipment is sufficient to heat the house during the coldest weather, the actual average use probably would not exceed twenty-two to twenty-five per cent, of the maximum (twenty-five per cent, load factor), which would place the cost of energy actually used at about one cent per kwh. This is in the neighborhood of twice the rate previously estimated, at which electricity can compete with soft coal or wood. Moreover, if paid for on the flat rate as given above, the thirty- two kw. installed capacity at Seattle would cost thirty-two divided by three times $5.00, or $53.33 per month, a prohibitive price for the man of moderate means. In certain classes of buildings and certain rooms in other buildings, such as hotel lobbies and railway stations, heating is almost continuous, twenty-four hours per day, during the winter season. In such cases it is conceivable that the consumption of enough kilowatt-hours might be realized for a given connected load, if paid for on a flat rate, to so reduce the cost per kwh. as to make electric heating practicable at these Rogue River Valley rates. Suggested Economies There are means also by which the cost of heating in a home could be reduced below that indicated in the foregoing analysis for the flat rate service under discussion. Few, if any, home owners heat the entire house at one time. Many bedrooms are never heated, or are only heated during the night or for a short time before retiring. The kitchen is not heated during the evening, but would need to be during the day time. This suggests the plan of heating only the living rooms and kitchen during the daytime, omitting the kitchen and substituting the bedrooms during the night to an amount to suit the requirements of the occupant. The heaters, which are very light in weight, might be carried to the bedrooms from the kitchen, or, preferably, permanent heaters could be installed in all rooms and double throw switches be provided so that all could not be heated at once. The consumer on the flat rate would then be required to pay for little if any more than the maximum which he could use at any one time. There is another method of economizing in the cost of electric heat- ing on a flat rate. Thus, in Portland the minimum winter temperature is seldom below thirty-two degrees F., and then only for short periods. By providing electrical heating capacity sufficient only for this temper- ature, and depending upon a fireplace, furnace or stove for the remain- ing heat required during rare “cold snaps,” a large economy could be PRIMER OF ELECTRICITY 39 effected. Thus, if the first eight-room house in Table I can be main- tained at seventy degrees F. during fifteen degrees F. weather with the thirty-two kw. installation, then only seventy minus thirty-two divided by seventy minus fifteen, or about seventy per cent, as much heating capacity would be required to heat the house in thirty-two degrees F. weather, or only about twenty-two kw. At the flat rate paid in Med- ford this would save ten divided by three times $5.00, or $16.70 per month in the cost of electric service, or $133.30 for the eight months’ season. If the thermometer should drop to fifteen degrees F. for a period of one month during the winter, the cost of fuel for furnace, fireplace or stove in the living rooms to provide for the difference between a temperature of thirty-two degrees F. and fifteen degrees F. would be trivial in comparison with the $133.30 for electric service. By the practice of reasonable economy in house heating it should be possible under Rogue River Valley rates to reduce the cost of electric heating to within a sufficient margin of the cost of furnace heating to justify its adoption for families who are fortunately enough situated financially to be able to pay some extra for the luxury and convenience of electric heating. You turn the switch and the “stove” is fully heated in a few seconds; there are no ashes, no smoke, no black hands and no soiled furnishings. It is all as simple and convenient as the use of the electric light. You can turn on the heat from your bed in the morning, or you can have the clock do so at a definite time before you awake. All of these conveniences are worth paying for, for one who can. Possibilities of Only Off-Peak Service in Large Cities Electrical heating is not likely to meet with as much success in large cities as in those smaller cities which are located in irrigated regions, for in any large city the peak lighting load on any electrical system comes in December during the heating season, and the heating service ceases to be a seasonal off-peak load. Furthermore, electrical heating by direct radiation does not lend itself to daily off-peak service. If the heat were shut off for two hours or more during the evening peak, the house would become quite cold. The Seattle experiments are said to have demonstrated that electrical service for heating must be upon an off-peak basis or be prohibitive in cost. Consequently, they have there abandoned direct radiation and have applied the electrical energy to heating water in an ordinary hot water heating system with the addition of a hot water storage tank of sufficient size to heat the house during the evening peak while the service is cut off. This is objectionable because of losses of heat from the storage tank, boiler, and piping system, and consequent reduction in efficiency partly offsetting the advantage in price of energy gained by off-peak use. It is also objectionable because it sacrifices one of the most important possibilities of electrical heating, i. e. the fact that the heat can be turned on instantly to full temperature and instantly shut off again when not needed, the same as an electric light, without the necessity of waiting for the heating of a large volume of water before getting any benefit. Under these fundamental difficulties it is quite probable that con- tinuous electrical heating of residences will not make much progress in the near future except among the wealthy and at isolated localities 40 PRIMER OF ELECTRICITY favored by very special conditions conducive to low rates of service, one instance of which has been discussed previously, i. e. for secondary cities in irrigated regions. Some c the types of small radiators designed to be attached to the lighting or cooking circuit and used during chilly evenings in the summer when the expense and trouble of starting a furnace would not be warranted, are, however, becoming popular and for such service are proDably cheaper than starting a furnace. How- ever, as the use of electric energy becomes ever more universal, the price will progressively lower because of the smaller cost of distribution and one would indeed be justified in predicting a considerable ultimate consumption for heating purposes. AUXILIARY ELECTRICAL COOKING AND HEATING UTENSILS General Facts In the previous pages the conclusion was reached that the heating of houses by electricity is not generally economical except in localities favored by special conditions. These conclusions must be greatly mod- ified for many special applications of heat, such as for electric flat- irons, toasters and many other small utensils which can be operated from the lighting circuit. It is a matter of common observation that a wood or coal fire is very uneconomically used for cooking purposes. In a wood or coal range the area of effective cooking surface is very small compared with the total area heated. To heat two or three stew kettles, frying pans, or other utensils a whole range must be heated up and the hot iron surfaces will heat the atmosphere and radiate heat from the entire surface of the range, whereas only that amount furnished to the small area of the kettles or other utensils is accomplishing its purpose. In winter the heat which is wasted for cooking purposes is of some use in heating the house, but in summer is not only total waste but also a source of discomfort and fatigue to the housewife. Although a gas flame is concentrated underneath the cooking utensils and is more efficient than wood or coal, it is nevertheless impossible of as efficient application as electrical cooking. The diffi- culty lies in the fact that the gas flame must be open to the atmosphere to receive oxygen for combustion and for the escape of the burned gases which carry away and thus waste a large amount of heat. Not only does it thus waste the heat but it also consumes the oxygen of the room and substitutes burned gases more or less harmful in nature Electrical heating Is done by means of resistant wires. We do not know much about the real nature of electricity but we do know that in flowing through a metallic wire it encounters a resistance which causes a part of its energy to be used to heat the wire. Electrical lighting and electrical heating differ only in one respect. In heating, only enough electricity is passed through the wires to heat them to a dull red color which does not burn the wire, while for lighting they are heated to a white heat and must be in a vacuum or in some gas containing no oxygen, to prevent them from burning up. In either case, these resis- tance wires will work as well in an air-tight chamber as elsewhere. PRIMER OP 1 ELECTRICITY 41 This permits an electrical “hot-plate” or heating stove to be sur- rounded on all sides, except the side next to the vessel to be heated, by asbestos, porcelain or some similar substance which is a poor conductor of heat and will largely prevent its escape except into the vessel to be heated. Thus, for example, in one make of electric ranges, two types are furnished, one with a thick walled insulated oven, and one with iron walls, the latter requiring fifty per cent, more energy for the same purpose, due to the waste of heat. Thus, electrical cooking can be very efficient, whereas cooking by fuels is very inefficent. Contrast this fact with the fact that in heating, both electricity and fuels are efficient; although electricity is more efficient than fuels, yet not to nearly as great an extent as for cooking. In fact, the loss in cooking by fuel consists of heat which escapes into the room instead of into the substance being cooked. In heating, this would not be called a loss; hence the greater efficiency of heating. This condition is what makes electrical cooking economical in many cases where electrical heating would be expensive. In cooking by fuels the waste of heat is very great and electricity, although having a much greater cost per B. T. U., can be used with so much greater economy as to compete with fuels in many cases where electrical heating would be prohibitive. Although electrical cooking can thus be made very efficient, yet it is to be regretted that many of the cooking utensils now on the market have not taken full advantage, in their design, of the possibilities of economy to the consumer along this line, probably in order to reduce the first cost which too often appeals to the consumer as the most important consideration. In giving the cost of electrical cooking and other operations, Port- land prices will generally be referred to because they apply to a greater proportion of the population than any other one rate and complete statistics would be too voluminous. Energy consumption is always given, however, so that coresponding costs elsewhere can always be figured. They are generally higher elsewhere, as would be expected to some extent, since a large consumption in a thickly populated area can always be served more cheaply, other conditions being equal. In most Portland homes on the 9-7-4 schedule the first ten kwh. cost ninety cents and the next ten kwh. seventy cents, or a total of $1.60 per month for the first twenty kwh. If this amount of energy is regularly consumed for lighting, as it would be in the average home, then any additional energy for flat-irons, toasters, and the many other uses would ^ost only four cents per kwh. Flat-Irons After the electric light, the next utensil in point of present popu- larity in the home is the electric iron. About 3,026,000 are now said to be in use in the United States. It consumes about 550 watts or 0.55 kw. (oj»e kw. equals 1,000 watts). If used in a home already electrically lighted on the Portland 9-7-4 schedule, this additional load wouls* receive the benefit of the low rate in the sliding scale. The flat-iron would then cost 0.55 times four, or two and two-tenths cents Der hour if used continuously. In actual use the current must be fre- 42 PRIMER OF ELECTRICITY quently disconnected to prevent overheating, and the actual cost prob- ably would not exceed two cents per hour for Portland rates, provided the customer’s consumption would otherwise equal twenty kwh. If not, then a part of the flat-iron service would need to be charged at seven cents per kwh., or about three and one-half cents per hour of use. A usual size of flame on a gas stove consumes about twenty cubic feet of gas per hour, which, at $1.00 per 1,000 cubic feet would cost two cents per hour. Heating is continuous with a gas flame, one iron being heated while another is being used, and the cost of ironing is, therefore, about the same with gas as electricity. The economy of time, more uniform heat, no changing of irons, and absence of a fire in warm weather, contribute to make electric irons popular utensils in a large proportion of homes equipped with electric lights. Toaster This utensil consumes about the same amount of energy as the flat- iron, or 550 watts. It will readily toast one slice of bread per minute. At four cents per kwh. the cost of operation would thus be 0.55 times four equals two and two-tenths cents per hour, or twenty-seven slices of toast for once cent. Higher rates of service would increase this but even with energy at ten cents per kwh., ten slices could be toasted for one cent. Electric toasters are usually made of very ornamental design, nickel plated and highly polished, to be used on the dining table, connec- tion being made to a lighting socket above. This eliminates the necessity of frequent trips to the kitchen and permits toast to be made on the table at about the rate consumed by a medium family. About 412,000 toasters are now said to be in use in the United States. Warming Pad This is one of the most useful applications of electrical energy. It takes the place of the time-honored rubber “hot-water bag,” the heated brick, or flat iron for local heat applications to the sick, for warming the bed at night before retiring, or keeping it warm thereafter. The heating wires are in the interior of a soft pad, and the temperature in the more modern ones is automatically controlled by a “thermostat” or automatic switch which turns off the electricity automatically so that it cannot overheat. In addition, a regulating switch is provided at one corner of the pad which can be readily operated in the dark to secure a different temperature. This appliance eliminates the continual changing of hot applications, the heating of water and refilling of hot water bottles in caring for the sick, for it will retain its temperature indefi- nitely until turned off. For the highest temperature, some styles con- sume the same amount of energy as a flat-iron or toaster but as gen- erally used, need only a very small portion of this amount, probably seventy-five watts for continuous use. Hot Plates or Table Stoves These are heating plates or grids, made in several sizes and styles of ornamental design, intended for use on the dining table for cooking small dishes or for keeping the food hot or boiling slowly while the meal progresses. They are usually adjustable in temperature by means of a switch. One style consists of a heated grid which for broiling of PRIMER OF ELECTRICITY 43 meat is placed on top of the steak in a china platter on the dining table, without injury to the platter, and by thus broiling from the top the juices are retained. The same appliance may be used for toasting and cooking. This consumes about 600 watts and the hot plates from 400 to 800 watts, depending upon the size. The former will broil a thick steak well done in about fifteen or twenty minutes, which would result in a consumption of about 150 or 200 watt-hours, costing, at four cents per kwh., less than one cent to broil. Coffee Percolators These consume about 55 0 watts and will make about eight cups of coffee in twelve minutes at a total cost for electricity of less than one-half cent. Chafing Dishes These are electrically operated at 600 watts consumption, and hence at a cost of about two and four-tenths cents per hour, and serve several useful purposes best known to the ladies. Water Heaters for the Table These are made of various sizes from half-pint upward and provided with resistance wires concealed in the bottom and with a lamp cord and plug to be attached to the lighting circuit. They can be used for making many small cooking operations on the table and for keeping other dishes warm. Another variety, known as an “immersion heater” consists of a resistance wire concealed in a small metal tube or disk which is placed in any dish on the table in the same manner as a spoon and thus heats it or keeps it hot while eating. They vary greatly in consumption, the largest using about 600 watts. HOUSEHOLD POAVER UTENSILS In addition to the heating and cooking utensils above considered, s there are several small electric power utensils whose merits deserve special discussion. It is indeed in the field of the power appliances that electric service appears to offer the greatest service for the least cost. Electric Fan Thus, an eight-inch electric fan, with all of its apparent activity which suggests a large consumption of electricity, in reality consumes only forty watts, the same as the usual size of electric tungsten lamp. A twelve-inch fan consumes about seventy-five watts. You all seek to get within the range of an electric fan when you visit a restaurant. Why not have one or several in your home? The costs of operation at four cents per kwh. would be about six hours for one cent for an eighth inch fan, and three hours for one cent for a twelve-inch fan. At these prices one can hardly afford to be without this source of summer comfort. Electric Sewing Machine Motors These are a great convenience in the home. They consume only about, forty watts and would run for six hours for a cost of only one cent with service at four cents per kwh. The machine is started and 44 PRIMER OF ELECTRICITY adjusted perfectly by means of a small foot switch; increasing the pressure increases the speed, and the machine stops instantly when the pressure is released. Vacuum Cleaner This is one of the most useful applications of electricity in the home. It is not only more convenient but also more sanitary and vastly more efficient than a broom. Dust underneath a heavy firm grained carpet is readily drawn through the carpet and into the cleaner by its powerful suction. No dust is raised in the room with its unsanitary results necessitating “dusting” after sweeping as when a broom is used. The energy consumed by the usual size of vacuum cleaner used in the home is only about 150 to 190 watts, which would cost, at four cents per kwh., only one cent for one and one-third to one and one-half hours’ use. Washing Machine and Wringer Many are now regularly operated by electric motor and rapidly becoming popular. If a laundress is employed to come to the home on washing day, much of her time would be saved for the reason that both wringer and washing machine are electrically operated. The machine goes on washing one batch of clothes while she wrings the last batch, and furthermore this wringing requires no hard turning but only feed- ing in the clothes with both hands, and is, therefore, quicker. These machines are built in many sizes, but the usual size for a family washing requires a one-quarter horsepower motor and consumes about 0.25 kwh. per hour for use, costing only one cent at a rate of four cents per kwh. The laundress only needs to be at the machine for a small part of the time, which permits her to prepare each batch for the machine and to wring and rinse the last batch while the machine is running; while for hand work she would either be using a rubbing board or turning the handle of the machine herself during this time. The saving of time and cost for the laundress would exceed by several times the cost of the electric service. By thus relieving the washing operation of its heavy physical exertion, many housewives who, from lack of strength hire their washings done, could do their own washings with little exertion and much saving in cost, except the first cost of the equipment. Other Small Utensils In addition to the utensils already described, it should be said that electrical energy has already been applied to nearly every purpose requiring light, heat or motion, some not heretofore mentioned being: glue pots, soldering irons, hair dryer, curling iron, vat dryers, oil tempering bath, small table ovens (ovenettes), travelers’ pressing iron for attachment to lighting fixtures in your hotel room, small motor driven knife grinder and silverware polisher (buffer), ice cream freezer, dough mixer, flour sifter, meat grinder, egg beater, waffle iron, broiler, vulcanizer, plate warmer, cigar lighter, household ozonator, foot warmer. In a kitchen, where' several small utensils are to be operated by motor, one motor with a small line shaft near the ceiling, and belts to each utensil arranged along a shelf, are sometimes used, or the motor is sometimes made detachable and moved from one utensil to another. PRIMER OF ELECTRICITY 45 COOKING EXCLUSIVELY BY ELECTRICITY While previous discussion has indicated the great convenience and frequent economy of many electric cooking utensils for special purposes, yet the advisability of complete replacement of fuel by electric cooking is not so generally obvious. Considerable study of relative advantages and disadvantages is required. Relation to Heating the Kitchen The wood or coal range diffuses heat in all directions, only a very small part finding its way into the food to be cooked; the gas range is superior in this respect as the flame for most processes is concentrated on the vessel to be heated, and much less heat escapes merely to warm the room; the electric range is yet far more efficient, for when properly built the heat escapes almost exclusively into the material to be cooked. This great advantage, however, is sometimes in another way a dis- advantage. Many housewives now use chiefly wood or coal in cold weather when the kitchen needs heating and use gas in the summer when it is desired to keep the kitchen as cool as possible. In thiB particular then, the electric range is still more advantageous than a gas or wood range in the summer and less so in the winter. In a house heated by furnace, this winter disadvantage does not apply but where stoves are used, as in many small homes, it has some importance. Just as gas cooking is more popular in summer than in winter, so also would be the case with electric cooking. Relation to the Hot Water Supply Again, most houses are now equipped with a circulating water heater and tanks. It is customary to heat this tank by means of a coil in the furnace during the winter and by means of a gas heater during the summer. To substitute electric for gas cooking exclusively would require electric heating of the tank in the summer or the payment of the minimum gas rate to permit its use for this purpose alone in the sum- mer. For one who is committed to the use of the hot water tank even in summer, the practicability of exclusive electric cooking is therefore related to the practicability and economy of electric heating of the water tank. Additional Wiring and Meter Required In the case of the small utensils previously considered, the demand for energy is so small that they can be served from the lighting circuit by the very simple expedient of attaching a plug and cord in the place of the lamp bulb. This can commonly be done up to a demand of 600 watts as for a flat-iron, toaster, etc. The proposal to cook exclusively by electricity demands a range with its possible consumption of 3,000 or more watts, so that a separate meter and separate service wires are required, thus usually entailing additional expense, although in many places the service companies are absorbing this expense to encourage electric cooking. The rate for electric range service in Portland has been reduced to three cents per kwh. if fed by such separate and heavier service wires and recorded by 46 PRIMER OF ELECTRICITY a separate meter. If an electric range is installed, the Portland com- panies agree that the other smaller utensils may all be fed from the cooking circuit at this three cent rate, whereas they would otherwise get the benefit only of the four cent rate in the 9c-7c-4c schedule. The utensils previously described can, therefore, be operated for three quarters of the prices previously stated if an electric range is also in use. Rapidity of Cooking In fairness to other methods it should be said that electric cooking as now practiced is slower than cooking by fuel. A gas flame may cover the whole bottom of a stew kettle, thus subjecting it to an intense heat. It is obvious that the high temperature of a flame cannot be secured with resistance wires else they would burn up or melt. A means of increasing the speed of electric cooking will be discussed later. Circulating Water Heaters Several makes of electric circulating water heaters are on the market. They are placed in the pipe line of an ordinary kitchen hot water tank such as is usually heated by a pipe coil in the furnace or stove. The maintenance of hot water by the furnace coil in winter is ordinarily sufficient, economical and as convenient and automatic as electric service. When such a hot water tank is heated by a coil in the furnace or stove the hot water is a by-product; the tank is usually located in the kitchen and the heat it radiates helps to warm the room and is not lost from the heating system. When the water tank is heated by the electric heater, the heat radiated is also used td heat the room but is in general uneconomical for this purpose, as pre- viously discussed under that subject. This leads to the necessity of heavy lagging to prevent the escape of heat if electricity is to be adapted to this service. In the Rogue River Valley cities, a cheap flat rate is made for these water heaters of $3.00 per month for a one kw. heater and $5.00 per month for a two kw. heater. These rates amount to less than 0.5 cents per kwh. if operated continuously. The companies in Portland offer a rate of $5.00 for a one kw. heater alone, or $3.50 in connection with an electric range with double throw switch so that both cannot be used at once. The former rate is about equivalent to 0.9 cents per kwh. if used all of the time available. It is questionable, however, if electric heating of water tanks will ever become very popular except in summer, even at these low rates, because of the fact that at other times this service is a by-product of house heating. Instantaneous Water Heaters Heaters are on the market which may be attached to the faucet of a bath tub, lavatory or sink so that turning on the water also turns on the electricity with sufficient capacity to heat the stream of water as rapidly as it flows through the heater, thereby obtaining hot water at once. PRIMER OF ELECTRICITY 47 This is a purpose very much to be desired, as it would avoid the continual waste of heat by radiation from the usual kitchen tank as with the above mentioned circulating heater. It cannot, however, be accomplished without either a very slow rate of flow of water or a very large demand on rate of use of electric energy. Thus, from Table I, one kwh. produces 3,413 B. T. U. of heat-energy, of which 3,000 B. T. U. would be effective if the efficiency were 88 per cent. From the definition of a B. T. U., this would heat 3,000 pounds per hour of water through one degree F., or equivalent. Now, during the winter, water would need to be heated from about forty degrees F., to 110 degrees F, for bath or similar purposes, a total increase of seventy degrees. One kw. could raise only 3,000 divided by seventy, or forty-three pounds per hour through this range of temperature. This is equivalent to one quart in about three minutes; a rate of heating probably sufficient for shaving mug, lavatory or sink, but entirely inadequate for a bath tub as the water would probably cool nearly as rapidly as furnished. It would seem to the writer that to be practicable, except for the above small uses, at least one quart of water per minute should be heated, requiring 3,000 watts, or three kw., for its accomplishment, From the standpoint of the central station, such equipment would not offer a desirable load because of its large demand of short duration. This demand could only be met in a house already specially equipped with large wires and meter for serving a kitchen range, and would probably then require some increase in equipment, or provision of a double throw switch so that range and water heater could not both be used at once. Under these conditions it is not to be expected that instantaneous bath water heating will be offered by the companies at a cheap enough rate to become very popular for residences, although for small uses of hot water, or for bath purposes in a building already provided with large service wires and meter for other purposes it may prove desirable from the standpoint of the consumer and not seriously objectionable to the company. One might safely predict that this load would always be of off-peak nature, coming either in the morning or in the late evening, except in the case of the small demand for use in the lavatory. It would seem to the writer that no serious effect on the system would be felt by connecting any small heating units for the latter purpose to the lighting circuit or permanently to the cooking circuit, and any large units for bath purposes to the cooking circuit with a double-throw switch to prevent their use while the range is in operation. The use of these instantaneous heaters is really in the experimental stage and not enough is now known regarding their operation to permit a satisfactory estimate of the conditions of service and rates governing their use. Kitchen Ranges These are made in many sizes and styles with appearance very similar to gas ranges. The burners of the gas range are replaced, how- ever, by electric heating wires sometimes exposed and sometimes con- cealed below a metal disk making a so-called “hot-plate” or stove. A 48 PRIMER OF ELECTRICITY range is usually provided with two or more such hot-plates about eight inches in diameter and adjustable to two or three rates of energy con- sumption, said to be “two-heat” plates or “three-heat” plates. One style can be regulated to 250 watts, 500 watts or 1,000 watts energy consumption. A stew, for example, is first brought up to a boil by using 1,000 watts; the switch should then be turned to 500 watts or even to 250 watts to complete the process by slow boiling. A great advantage possessed only by the electric range is that of a fixed rate of cooking or baking. If the hot-plate switch is turned to 1,000 watts, for example, the resulting heat will always be the same and cooking can be done with uniform results by timing the operation. This is especially useful in baking, for which some ranges have an automatic circuit breaker which can be set to turn off the current at any desired time. This would permit one to start Sunday dinner before going to church and find it properly cooked and still hot upon return. It is also entirely practicable to put breakfast foods or other foods on the stove at night and to turn on the heat from the bedroom upon rising or even to have it automatically turned on by a clock at the desired time so that when dressed and ready to eat, a part of the breakfast will be ready. Toast can then be made on the table at the rate of one slice per minute while eating, thus greatly economizing the valuable morning hours. Present Cost of Electrical Cooking It is a very difficult task to procure data representative of the cost of electric cooking just as it would be of gas, or other methods. The reason for this is the wide latitude in efficiency of different cooks. One cook, at a cost for gas of perhaps $1.25 or $1.50 per month, will often do fully as much cooking as her neighbor can do at a cost at least twice as great. You have probably all seen a kettle upon the gas stove with the flame leaping out far from under the kettle on all sides. If the gas is regulated so that the bottom of the kettle is covered with flame, nothing is accomplished by increasing the flame. Likewise, you have all seen an open kettle boiling violently during the whole process of cooking, making it necessary to frequently replace the water lost by steam to prevent boiling dry. This is absurd; the temperature of vio- lently boiling water is no greater than that for gentle boiling. Also it is true that a cover on a kettle retains much of the heat otherwise lost by escape of steam and by radiation and convection, but if the kettle tends to “boil over” it appears to be customary to remove the cover instead of to reduce the flame. Other wastes of gas are customarily indulged in by the average cook. Similar possibilities of economy or waste exist under the conditions of electric service. For this reason, it is only possible to compare the general average consumption of a large number of ranges for families of known sizes. If you are economical, you can then depend upon get- ting along with less than the average and otherwise with more. The “Electric Range Committee” of the “Northwest Electric Light and Power Association” (Proceedings, 1915) have accumulated con- PRIMER OF ELECTRICITY 49 siderable data bearing upon the cost of operating electric ranges. The four following tables, Nos. Ill, IV, V and VI, give the actual operating results of four apartment house range installations: TABLE III Apartment House at 15 Irving Street, Worcester, Mass. Total number suites 18 Total number occupied 16 Total number people -37 No. of Apts. No. in j Family | Days . Kwh. Used Used Kwh. per Day Kwh. per Month I Kwh. per Person per Day Cost per Month — 30 Days Bate per Kwh. 3c | 4c 5c 1L 3 89 62 .70 21 .23 $ .63 $ .84 $1.05 2L 2 89 168 : 1.9 57 .95 1.71 2.28 2.85 3L 2 89 373 | 4.2 | 126 j 2.1 3.78 5.04 6.30 4L 2 69 221 j 3.2 96 j 1.6 ; 2.88 3.84 4.80 1R 3 89 431 s 4.85 1 145 ! 1.61 4.35 5.80 7.25 2R 2 89 135 1.5 45 .75 1.35 1.80 2.25 3R 1 3 89 354 4.0 120 1.33 3.60 4.80 6.00 4 R 2 89 141 1.6 48 .80 5 1.44 1.92 2.40 1 i 2 ! 89 178 2.0 i 60 1.00 1.80 2.40 3.00 2 89 162 1.8 54 .90 1.62 2.16 ; 2.70 3 2 I 89 189 2.1 63 1.05 1.89 2.52 3.15 4 1 i 89 65 .73 22 1 .73 .66 .88 1.10 5 3 i 69 151 2.2 66 1 .73 1.98 2.64 3.30 6 vacant 7 3 89 255 j 2.87 86 i .96 2.58 3.44 4.30 8 2 89 166 i 1.85 1 55 .92 ; 1.65 2.20 2.75 9 . . vacant 1 10 3 ! 45 100 . 2.2 66 1 73 1.98 2.64 i 3.30 Average kwh. per person per day, 1.02. TABLE IV Jensen Apartments, Great Falls, Montana Total number suites.. , 21 Total number occupied 21 Total number people 52 I No. of Apt9. No of Boom | No. in j Family Days Used Kwh. Used Kwh. per Kwh. per Kwh. per Person Bate per Kwh. Cost per Month — 30 Days Day Month per Day 3c 4c 5c Base- ment 4 2 420 1343 3.2 96 1.6 $2.88 $3.84 $4.80 101 5 3 420 ! 1290 3.1 92 1.03 2.76 3.68 4.60 102 5 3 270 1261 4.7 140 1.6 4.20 5.60 7.00 103 2 2 390 844 2.2 6? 1.1 1.95 2.60 3.25 104 3 2 | 420 1 1328 3.2 95 | 1.6 2.85 3.80 4.75 105 3 2 360 836 2.3 70 ! 1.15 2.10 2.80 3.50 201 5 2 420 i 861 2.0 61 1.0 1.83 2.44 3.05 202 5 2 ' 420 j 1311 3.1 94 1.55 2.82 3.76 4.70 203 3 I 2 1 420 570 1.4 41 .70 1.23 1.64 2.05 204 3 2 390 812 2.1 62 1.05 1.86 2.48 3.10 205 3 2 ! 360 773 2.1 64 1.05 1.92 2.56 3.20 301 5 2 1 420 1111 2.6 79 1.3 2.37 3.16 3.95 302 5 3 i 420 i 1660 3.9 119 1.3 3.57 4.76 5.95 303 3 ! 2 420 777 1.8 55 .90 1.65 2.20 2.75 304 3 2 420 ; ii57 2.8 83 1.4 2.49 3.32 4.15 305 3 3 1 420 942 2.2 67 .73 2.01 2.68 3.35 401 5 5 1 360 ’ 1131 3.1 94 .62 2.82 3.76 4.70 402 5 5 1 390 | 2223 5.7 171 1.1 5.13 6.84 8.55 403 3 2 1 390 762 1.9 58 .95 1.74 2.32 2.90 404 3 2 I 420 i 1128 2.7 81 1.35 2.43 3.24 4.05 405 3 2 | 420 j 896 2.1 64 1.05 1.92 2.56 3.20 Average kwh. per person per day, 1.15. 50 PRIMER OF ELECTRICITY TABLE V Whitmore Apartments, Salt Lake City, Utah Total number suites 26 Total number occupied 24 Total number people 71 No. of Apts. No. of Booms No. in Family Days Used Kwh. Used Kwh. per Day Kwh. per Month Kwh. per Person per Day Bate per Kwh. Cost per Month — 30 Day* 3c i 4c 5c 1 3 4 54 175 3.2 96 .80 $2.88 ! $3.84 $4.80 2 2 2 57 95 r.7 51 .85 1.53 2.04 2.55 3 4 4 62 160 2.5 75 .62 2.25 3.00 3.75 4 4 4 78 264 3.4 102 .85 3.06 4 08 5.10 5..'. 4 4 51 97 1.9 57 .48 1.71 2.28 2.85 6 3 1 53 30 .5 i 15 .50 .45 .60 .75 7 3 2 53 205 4.0 I 120 2.00 3.60 4.80 6.00 8 2 3 17 48 2.8 84 .93 2.52 3.36 4.20 21 3 2 57 151 2.6 ! 78 1.30 2.34 3.12 3.90 22 2 2 60 129 2.1 63 1.05 1.89 2.52 3.15 23 4 3 44 198 4.5 135 1.50 4.05 5.40 6.75 24 4 4 29 47 1.6 ! 48 .40 1.44 1.92 2.40 26 3 54 184 3.4 : 102 1.13 3.06 4.08 5.10 27 2 3 58 84 1.4 42 .47 1.44 1.92 2.40 31 3 3 81 240 2.9 87 .97 2.61 3.48 4.35 32 2 2 72 74 1.0 30 .50 .90 1.20 1.50 33 2 2 83 230 2.7 81 1.35 2.43 3.24 4.05 34 2 4 78 181 2.4 72 .60 2.16 2.88 3.60 35.*, 2 2 72 293 4.0 120 2.00 3.60 4.80 6.00 36 2 4 76 60 .8 24 .20 .72 .96 1.20 37 2 2 74 108 1.4 42 .70 1.26 1.68 2.10 38 2 3 74 145 2.0 60 .67 1.80 2.40 3.00 39 2 2 59 118 2.0 60 1.00 1.80 2.40 3.00 40 1 7 6 42 231 2.5 165 .42 4.95 6.60 8.25 Average kwh. per person per day, 0.89. TABLE VI Alpine Apartments, Anaconda, Montana Total number suites 29 Total number occupied 22 Total number people 50 Days 5c $3.45 2.10 2.25 3.30 3.75 3.00 1.65 4.05 2.75 4.25 4.65 4.65 6.25 3.30 2.30 1.40 5.65 5.10 .90 3.45 1.95 2.95 No. of Apts. No. of Booms ! No. in | Family 1 Days Used ! Kwh. Used Kwh. per Day Kwh. per Month Kwh. per Person per Day Cost per Month — 3C Bate per Kwh 3c 4c 3B 2 2 59 135 2.3 69 1.15 $2.07 $2.76 2C 3 3 55 78 1.4 ! 42 .47 1.26 1.68 3C I 3 3 52 81 1.5 45 .50 1.35 1.80 1C 2 3 45 „ 99 2.2 66 .73 1.98 2.64 ID 3 2 45 112 2.5 i 75 1.25 2.25 3.00 3F | 2 2 40 82 2.0 60' 1.00 1.80 2.40 2F i 2 3 42 46 1.1 33 .37 .99 1.32 2G 2 2 36 99 2.7 81 1.35 2.43 3.24 2B: 2 2 [ 55 102 ! 1.85 1 55 .92 1.65 2.20. 3A 3 2 55 157 ! 2.85 85 1.42 2.55 3.40 3H 3 3 55 173 3.1 93 1.03 2.79 2.72 2 A 3 2 55 172 3.1 93 1.50 2.79 3 7 2 2H 3 4 55 228 4.15 125 1.04 3.75 5.00 A 3 2 37 82 2.2 66 1.10 1.98 2.64 1G 2 2 25 38 1.52 46 .76 1.38 1.84 IF 2 1 19 18 .95 28 .95 .84 1.12 1A 3 2 24 90 3.75 ! 113 1.87 3.39 4.52 E 3 3 5 17 3.4 j 102 1.13 3.06 4.08 B 2 2 23 14 .61 18 .30 .54 .72 3D 3 ; 2 14 32 2.3 69 1.15 2.07 2.76 D 3 1 17 22 1.3 39 1.30 1.17 1.56 3G 2 i 2 32 62 1.95 59 .97 1.77 2.36 Average kwh. per person per day, 1.01. PRIMER OF ELECTRICITY 51 From these tables the average consumption per person is seen to vary from 0.89 to 1.15 kwh. per day, and the average of all four tables is 1.02 kwh. per day. During the average month this would amount to thirty-one kwh. per person, and at Portland prices (three cents per kwh.) would cost ninety-three cents per month for each member of the family. Thus, an average family of five persons would have an average bill of $4.65 per month. COST OP ELECTRIC COOKING AT BISMARCK, N. D. (Electric World, June 6, 1914) The Hughes Electric Company, of Bismarck, N. D., furnishes central station service in Bismarck, Fort Lincoln and Mandan, N. D., and in Glendive, Mont., and has connected to its lines about a hundred electric ranges, energy to operate which is sold at four cents per kwh. Herewith is given a compilation of the average bills of these hundred customers for ten months, making a mean monthly cost of $2.83 for electric cooking: $3.09 August $3.82 2.09 September 2.88 2.89 October 2.74 2.54 November 2.04 4.04 December 2.18 March April . May ... June ... July ... Average $2.83 The above data does not reveal the total number of persons served but the average bill of $2.83, if reduced to three cents per kwh., would amount to $2.12 per month, which is certainly not more than the average cost of gas, per family, for cooking purposes, and probably less. ELECTRICITY FOR COOKING AND HEATING R. C. Powell, Superintendent of Electrical Distribution, Pacific Gas and Electric Company, in Oakland, Cal., says as follows: One kwh. of electricity contains 3,412 B. T. U. One cubic foot of gas averages 600 B. T. U. Electricity is used for heating and cooking purposes at an average efficiency of seventy-five per cent. Gas is used for heating and cooking purposes at an average efficiency of twenty-five per cent. Effective heat units in one kwh. of electricity 2,559 B. T. U. Effective heat units in one cubic foot of gas 150 B. T. U. Therefore, sixty kwh. of electricity is equivalent to (approximately) 1,000 cubif’ feet of gas. Therefore, TABLE VII Gas at $0.75 per M. Gas at 0.90 per M. Gas at 1.00 per M. Gas at 1.25 per M. Gas at 1.50 per M. Gas at 1.75 per M. Gas at 2.00 per M. Gas at 2.25 per M. Gas at 2.50 per M. equals electricity at equals electricity at equals electricity at equals electricity at equals electricity at equals electricity at equals electricity at equals electricity at equals electricity at 1.25 cents per kwh. 1.50 cents per kwh. 1.67 cents per kwh. 2.08 cents per kwh. 2.50 cents per kwh. 2 92 cents per kwh. 3.33 cents per kwh.- 3.75 cents per kwh. 4.17 cents per kwh. Based upon this estimate of Mr. Powell, the electric cooking in Portland would require a price of 1.67 cents per kwh. in order to com- pete with our $1.00 gas. Applying this rate to the average apartment house consumption for a family of five, as shown by tables III, IV, V and VI, would result in a cost of $2.59 per month instead of $4.65 as PRIMER OF ELECTRICITY at present rates. This price probably represents reasonably well the average cost of gas for a family of five at Portland rates, and tends to corroborate Mr. Powell’s estimate for the usual method of application of electrical cooking. Actual Costs in Portland, 1915 The sale of electric ranges in Portland was not actually pushed until the year 1915. A considerable number of ranges were in service throughout the year, mostly the older styles, but most of those in use were installed during the year 1915. Therefore, when a length of record less than twelve months is given, the period included is the last months of the year. In the following tables are given the monthly con- sumptions in kwh’s of all ranges served by the P. R. L. & P. Co. during 1915. Each table refers to one make of range but the names of the makers are omitted. The individual ranges are numbered instead of giving the name of the consumers. TABLE VIII Showing Monthly Consumption in Kwh’s of “A” Ranges, Portland, 1915 Owner Months in Service Average Kwh. per Month Average bill per Kwh. at 3c 1 2 382 $11.46 2 4 120 3.60 3 1 84 2.52 4 5 253 7.59 5 4 102 3.06 6 2 203 6.09 7 5 146 4.38 8 4 92 2.76 9 4 155 4.65 10 3 81 2.43 11 3 47 1.41 12 12 52 1.56 Owner Months in Service Average Kwh. per Average bill at 3c Month per Kwh. 13 6 76 $ 2.28 14 7 198 5.94 15 4 72 2.16 16 4 364 10.92 17 5 145 4.35 18 11 62 1.86 19 2 283 8.49 20 3 280 8.40 21 1 205 6.15 22 3 118 3.54 23 5 v 77 2.31 TABLE IX Showing Monthly Consumption in Kwh’s of “B” Ranges, Portland, 1915 Owner Months in Service Average Kwh. per Average bill at 3c Month per Kwh. 1 10 67 $ 2.01 2 12 166 4.98 3 4 46 1.38 4 12 38 1.14 5 12 119 3.57 6 12 31 1.00 7 12 182 5.46 Owner Months in Service Average Kwh. per Month Average bill at 3c per Kwh. 8 12 100 $ 3.00 9 12 217 6.51 10 12 96 2.88 11 1 345 10.35 12 12 161 4.83 13 10 99 2:97 14 6 66 1.98 TABLE X Showing Monthly Consumption in Kwh’s of “C” Ranges, Portland, 1915 Owner Months in Service Average Kwh. per Average bill at 3c Month per Kwh. 1 2 223 $ 6.69 2 2 ' 118 3.54 3 1 141 4.23 4 1 182 5.46 5 2 77 2.31 Owner Months in Service Average Kwh. per Average bill at 3c Month per Kwh. 6 1 106 $ 3.18 7 3 133 3.99 8 12 68 2.04 9 7 44 1.32 10 12 106 3.18 PRIMER OF ELECTRICITY TABLE XI Showing Monthly Consumption in Kwh’s of “D” Ranges, Portland, 1915 Owner Months in Service Average Kwh. per Month Average bin at 3c per Kwh. Owner Months in Service Average Kwh. per Month Average btU at 3c per Kwh. 1 12 21 $ 1.00 21 7 49 $ 1.47 2 12 50 1.50 22 12 33 1.00 3 4 103 3.09 23 12 170 5.10 4 8 28 1.00 24 2 43 1.29 5 12 86 2.58 25 12 107 3.21 6 5 42 1.26 26 12 25 1.00 7 10 28 1.00 27 11 56 1.68 8 3 73 2.19 28 4 80 2.40 9 7 24 1.00 29 9 62 1.86 10 1 121 „ 3.63 30 6 33 1.00 11 11 40 1.20 31 9 14 1.00 12 3 109 3.18 32 9 107 3.21 13 10 43 1.29 33 12 80 2.40 14 8 54 1.62 34 12 51 1.53 15 10 69 2.07 35 12 '53 1.59 16 12 57 1.71 36 5 65 1.95 17 6 26 1.00 37 11 68 2.04 18 11 124 3.72 38 12 165 4.95 19 12 68 2.04 39 11 41 1.23 20 12 17 1.00 TABLE* XII Showing Monthly Consumption in Kwh’s of “E” Ranges. Portland, 1915 Owner Months in Average Kwh. Average Bill at Service per Month 3c per Kwh. 1 12 153 $ 4.59 TABLE XIII Showing Monthly Consumption in Kwh’s of “F” Ranges, Portland, 1915 Owner 1 Months in Service 3 Average Kwh. per Month 89 .... Average Bill at 3c per Kwh. $ 2.67 TABLE XIV Summary of Range Data Shown in to December, Tables VIII to 1915, Inclusive XIII, January, 1915, MANUFACTURER “A” “B” “C” “D” “E” : “F” Number of Ranges in Use 23 14 10 39 1 1 Used in 1915 Total Months 123 139 43 351 12 3 Average Monthly Consumption in Kwh. 114 98 94 63 154 89 Average Monthly Bill $3.42 2.94 2.82 1.89 4.62 2.67 Totals Weighted average ... .. 88 671 83 Kwh. $2.49 A striking feature of the above tables is the wide variation in the monthly consumptions of the individual consumers. This may be because of several things such as differences in economical use, size of families, the amount of food purchased at delicatessen stores already cooked, and perhaps in some cases the amount of cooking done by other means than electrical. These facts are not all available but from the conditions so far as known it is believed the average consumption here shown is indicative of a cost which can be realized for exclusive electrical cooking by the exercise of reasonable economy in operation. In Table XV are shown the monthly bills for the existing record of only three months, of one apartment house installation in Portland where both electric lights and electrical cooking are included in the 54 PRIMER OF ELECTRICITY same bill. It will be noted that the average monthly bill has been $3.45, the same being about $1.00 higher than the average bill from Table XIV for all residence range installations served by this company. This is no doubt accounted for by the lighting consumption included in the bill. TABLE XV Combined Light and Range Bills for an Apartment House Installation in Portland Oct. 1 to Nov. It Nov. it to Dec. It Dec. It to Jan. 6 Kwh. Bill Kwh. Bill Kwh. Bill 249 $ 8.07 157 $ 5.3f 114 $ 4.02 79 2.97 181 6.03 194 6.42 140 4.80 185 6.15 48 2.04 5 20 1.20 20 1.20 130 4.50 119 4.17 141 4.83 166 5.58 213 6.99 210 6.90 112 • 3.96 101 3.63 56 2.28 111 3.93 90 3.30 93 3.39 77 2.91 74 2.82 50 2.10 86 3.18 71 2.73 46 1.98 96 3.48 147 5.01 94 3.42 0 1 8 131 4.53 118 4.14 139 4.77 0 8 144 4.92 8 . 90 3.30 15 1.00 77 2.91 72 2.76 105 3.75 49 2.07 58 2.34 46 1.98 121 4.23 142 4.86 39 1.77 103 3.69 101 3.6.3 92 3.36 85 3.15 78 2.94 63 2.39 8 143 4.89 134 4.62 16 1.00 164 5.52 180 6.00 18 1.10 128 4.44 148 5.04 73 2.79 57 2.31 72 2.76 86 3.18 87 3.21 84 3.12 0 44 1.86 78 2.94 0 25 1.35 100 3.60 2 80 3.00 88 3.24 130 4.50 107 3.81 119 4.17 166 5.58 146 4.98 175 5.85 37 1.71 1 1 0 1 21 1.23 23 1.29 82 3.06 92 3.36 145 4.95 156 5.28 170 5.70 0 0 0 22 1.26 30 1.50 3 89 3.27 71 2.75 90 3.30 53 2.19 17 1.04 53 2.19 0 0 0 115 4.05 76 2.88 113 3.99 1 74 2.82 181 6.03 15 1.00 128 4.44 134 4.62 102 3.66 79 2.97 96 3.48 35 1.65 153 5.19 173 5.79 65 2.55 53 2.19 83 3.09 82 3.06 76 2.88 97 3.51 58 2.34 39 1.77 26 1.38 69 2.61 54 2.22 57 2.31 187 6.14 139 4.77 111 3.93 9* 3.42 61 2.43 69 2.67 131 4.53 126 4.38 160 5.40 72 2.72 79 2.97 103 3.69 19 1.15 38 1.74 38 1.74 599 400 360 1,023 1,357 1,502 254 272 284 5,514 $135.66 6,669 $163.94 6,912 $171.27 PRIMER OF ELECTRICITY 55 Distinctive Attributes of Electrical Cooking It is quite impossible to offer any marked innovation and secure its adoption by the public. The only types of electric heating and cooking utensils which could have been sold initially were the toasters, flat- irons and others which could be tried by the consumer at small first cost. Even though the range might have been perfected at that time it would not have been sold; it was too different from familiar equip- ment. Hence the development of the electric range has been compelled to accommodate itself to that characteristic of human nature, its “inertia,” which resists accommodation to anything radically new in principle or method of application. Thus, the past and, to a lesser extent, the present tendency in the development of electric ranges is ta substitute for the gas-burner an electric “hot-plate,” leaving the general method of application little changed. The condition might be likened to the history of the automobile in which the first stage was to install a gas engine in a horse-drawn vehicle with little more change than that necessary to support the engine, transmit the power and steer the vehicle. The present motor car hardly would be taken as its descendant. The present electric ranges are not adapted to taking advantage to the full extent of the great inherent possibilities of economy in the application of electric heat for cooking possessed by no other source of heat. Designers, no doubt, recognize this fact but until the purchasing public grasps these possibilities and applies the distinctive attributes of electrical service more generally than now, any comparison of the cost of electrical with other cooking is without important significance. It is a case of comparing new equipment with equipment which has undergone many years of development. The attributes to which I refer are: Number apartments occupied Average kwh. per occupied apartment.... Average bill per occupied apartment Maximum bill for occupied apartment Minimum bill for occupied apartment.. Oct. 1 to Nov. k to Dec. k Nov. k Dec. Jf Jan. 6 41 47 48 .... 90 99 100 $3.31 $3.47 $3.56 8.07 6.99 6.90 1.00 1.04 1.00 1. Electric heating can be applied in an air-tight and heat insulated chamber. 2. It can be so distributed as to be of equal intensity over the entire inside surface of the chamber. 3. Electric heat can be regulated so that when the same switches are turned the same current always will be supplied, the same oven heat obtained and the same time be required for the baking or cooking process. In the quotation from Mr. Powell, which appears previously in this chapter, the statement is made that “electricity is used for heating and cooking purposes at an average efficiency of seventy-five per cent.” If this were true of electrical cooking, there would be little room for improvement, as no efficiency can be greater than 100 per cent. Let us see how well the efficiency of seventy-five per cent, is maintained in boiling water on the regular hot plates of a range. Some recent tests by a local electric service company showed the following results for several makes of ranges all reduced to the same rate of consumption, 1,000 watts: 56 PRIMER OF ELECTRICITY TIME TO BOIL EFFICIENCY Fastest Range Slowest Range Average Highest Lowest Average 11 min. 14 min. 12 min. 30 18 23 .19 min. 22 min. 20 min. 41 34 37 32 min. 40 min. 37 min. 45 38 41 Average results of range tests when boiling water. Boiling water on top units. The two following tests were made in a tea kettle instead of open pans as above and are reported by the electric range committee of the Northwest Electric Light and Power Association: TEST No. 1 Two quarts water in nickel-plated tea kettle. Nine tests on four makes of stoves. Discs all started cold. Boiling point reached 202 degrees F. Average watts applied, 1,070. Average interval of time to boil, 22.1 minutes. Average kwh., 0.339. A-^ercige cost at 3c, 1.20c. Average time of boiling after current was shut off, seven minutes. TEST No. 2 Four quarts of water in nickel-plated tea kettle. Seven tests on five makes of stoves. Discs all started cold. Average watts applied, 1,012. Average interval of time to boil, 37.6 minutes. Average kwh. consumed, 0.621. Average cost at 3c, 1.863c. Average time of boiling after current was shut off, seven minutes. Unfortunately, the initial temperature of the water is not given. If it be taken as fiftj rj -two degrees F., then the approximate efficiencies would be fifty-two per cent, for Test No. 1 and fifty-seven per cent, for Test No. 2, both higher than those in the open pans, as should be expected. It is then evident that the efficiency of boiling on top of the range in an open stew kettle is not likely to equal forty or forty-five per cent., and in a tea kettle perhaps sixty per cent. Now, it is not the inefficient application of the electric heat which causes this low efficiency; in a properly designed electric hot-plate there is almost no escape for the heat except into the vessel to be heated. The loss really occurs because the whole upper surface of this kettle is exposed to the air and a part of the heat thus goes from the electric heater through the water and the walls of the tea kettle directly into the surrounding air and is lost. Here is an opportunity to apply to good advantage the first named attribute of electric heating, namely, that of heating in a closed and insulated chamber. When this is done, it is quite probable that the difference in cost of $1.00 gas and three-cent electricity, as shown by Powell elsewhere in this chapter, will have been nearly, if not com- pletely, eliminated. In the opinion of the writer, the ultimate electric range will have few, if any, “hot-plates” on the top but will comprise a series of depressed chambers, or “compartments,” similar to the “cookers” now furnished in part on the better ranges, with insulated walls and insu- lated cover. The cooking dishes will consist of a set of pots which will PRIMER OF ELECTRICITY r>7 be set down into the*e chambers, to be subsequently covered by the thick insulated cover having only a small vent for the escape of steam. These chambers have all the properties of the so-called “fireless cookers,” in which slow cooking will continue for a long period after closing off the supply of heat;. they have the further advantage that a small supply of electricity can be kept flowing so that the food will continue to cook rapidly instead of gradually cooling as in the real fireless cooker. That the energy consumption in these cookers is far less than in the surface heaters is certain but tests are not at hand. Another lesson which must be learned by the range-user cook is to turn off the electric heat before the cooking is complete. Thus, in the tests previously shown it is stated that the water boiled in each case for seven minutes after turning off the heat. This is one-third of the total time required in Test No. 1 to bring the water to a boil, and the improvement in efficiency in this case would here be very great. The second attribute, that of even distribution of the heat, is of great importance. The housewife well knows that with a concentrated) flame under a boiling pot of thick food the most rapid cooking occurs near the flame and in the center of the pot where the steam bubbles chiefly rise, while the surface is so cooled by the air as to prevent it from cooking properly. This necessitates continual stirring to keep the outer surface cooking as rapidly and to keep the bottom from burn- ing. Now, in the insulated compartment of a modern electric range the heat cannot escape; the whole compartment assumes practically the same temperature whether the heating unit is equally distributed about the inside surface or not. This eliminates burned food (unless all the water evaporates), also the necessity of stirring and the danger of unevenly cooked foods, as when, in boiling potatoes, some will nearly always become done before others in the same pot. Bread in the electric oven bakes evenly on all sides of the loaf. It is also claimed that meat shrinks less in the closed compartments and ovens of electric ranges than in ovens where a circulation of air or burned gases through the oven tends to carry off the volatile elements of the food. The third important attribute of electrical cooking is the ease of obtaining a definite cooking or baking temperature so that baking bread, or any other cooking process, will always require the same length of time. The value of this feature scarcely can be estimated; it implies no burned food, no undercooked food, no need of opening and cooling the oven every few minutes to see how the bread is baking, and no worrying on the part of the cook in trying to watch several things at once. She merely sets the automatic timer for the baking period which she has found correct by experience, and sets the thermo- stat for the baking temperature she wants to use, turns the switch to start the heat and then dismisses the matter entirely from her mind while she goes on with some other work. The better makes of ranges all comprise these features of the thermostat control which turns off the heat if the oven becomes too hot, an