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Power Systems And Apparatus Passage Atlas

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This passage may connect Steinmetz’s mathematics to real apparatus, stations, protection, and operation.

#1Lecture 2: Conclusions From The Relativity TheoryFour Lectures on Relativity and Space (1923) - lines 1215-1237

The conception of the field of force, or, as we should more correctly say, the field of energy, thus takes the place of the conception of action at a distance and of the ether. The beam of light and the electromagnetic wave (like that of the radio communication station or that surrounding a power transmission line) are therefore periodic alternations of the electromagnetic energy field in space, and the differ- ences are merely those due to the differences of frequency. Thus the electromagnetic field of the 60-cycle transmission line has a wave length of 3 X lO^V^O cm. = 5000 km. Its extent is limited to the space between the conductors and their immediate surroundings, being therefore extremely small compared with the wave length, and under these conditions the part of the electromagnetic energy which is radiated into space is extremely small. It is so small that it may be neglected and that it may be s…

This passage may help distinguish Steinmetz’s explicit field language from later interpretation.Themes: Field Language, Magnetism And Hysteresis, Radiation, Light, And Illumination, Ether And Relativity - Lane: ether-field-boundary
#2Theory Section 19: Fields of ForceTheoretical Elements of Electrical Engineering (1915) - lines 7975-7989

In using the conception of electric quantity Q, we consider only the terminals of the lines of dielectric flux, that is, deal merely with the effect of the dielectric flux on the electric circuit which produced it. This conception is in many cases more convenient, but it necessarily fails, when the distribution of the dielectric flux in the dielectric field is of importance, such as is the case when dealing with high dielectric field intensities, approach- ing the possibility of disruptive effects in the field of force, or when dealing with the effect produced by the introduction of ma- terials of different permittivity into the dielectric field. There- fore, with the increasing importance of the dielectric field in engineering, the conception of electric quantity, or charge, is gradually being replaced by the conception of the dielectric flux and the dielectric field, analogous to the magnetic field, wh…

This passage may help distinguish Steinmetz’s explicit field language from later interpretation.Themes: Field Language, Dielectricity And Capacity, Magnetism And Hysteresis, Engineering Philosophy - Lane: field-language
#3Chapter 3: The Natural Period Of The Transmission LineTheory and Calculation of Transient Electric Phenomena and Oscillations (1909) - lines 22268-22276

A simple harmonic oscillation as a line discharge would require a sinoidal distribution of potential on the transmission line at the instant of discharge, which is not probable, so that probably all lightning discharges of transmission lines or oscillations produced by sudden changes of circuit conditions are complex waves of many harmonics, which in their relative magnitude depend upon the initial charge and its distribution - that is, in the case of the lightning discharge, upon the atmospheric electrostatic field of force.

This passage may show how capacity, charge, displacement, or dielectric storage enter circuit theory.Themes: Dielectricity And Capacity, Transients, Waves, And Surges, Power Systems And Apparatus, Field Language - Lane: transient-and-wave-reasoning
#4Chapter 20: Single-Phase Induction MotorsTheory and Calculation of Alternating Current Phenomena (1916) - lines 21541-21561

177. The magnetic circuit of the induction motor at or near synchronism consists of two magnetic fluxes superimposed upon each other in quadrature, in time, and in position. In the polyphase motor these fluxes are produced by e.m.fs. displaced in phase. In the monocyclic motor one of the fluxes is due to the primary power circuit, the other to the primary exciting circuit. In the single-phase motor the one flux is produced by the primary circuit, the other by the currents produced in the secondary or armature, which are carried into quadrature posi- tion by the rotation of the armature. In consequence thereof, while in all these motors the magnetic distribution is the same at or near synchronism, and can be represented by a rotating field of uniform intensity and uniform velocity, it remains such in polyphase and monocyclic motors; but in the single-phase motor, with increasing slip - that is, decreasing…

This passage may connect Steinmetz’s mathematics to real apparatus, stations, protection, and operation.Themes: Power Systems And Apparatus, Magnetism And Hysteresis, Symbolic AC Method, Field Language - Lane: mathematical-language
#5Apparatus Section 3: Induction Machines: Single -phase Induction MotorTheoretical Elements of Electrical Engineering (1915) - lines 20475-20497

Consequently, in the polyphase motor running synchronously, that is, doing no work whatever, the secondary becomes current- less, and the primary current is the exciting current of the motor only. In the single-phase induction motor, even when running light, the secondary still carries the exciting current of the mag- netic flux in quadrature with the axis of the primary exciting coil. Since, this flux has essentially the same intensity as the flux in the direction of the axis of the primary exciting coil, the current in the armature of the single-phase induction motor run- ning light, and therefore also the primary current corresponding thereto, has the same m.m.f., that is, the same intensity, as the primary exciting current, and the total primary current of the single-phase induction motor running light is thus twice the exciting current, that is, it is the exciting current of the main magnetic flux p…

This passage may preserve Steinmetz’s magnetic material vocabulary and loss reasoning.Themes: Magnetism And Hysteresis, Power Systems And Apparatus, Radiation, Light, And Illumination, Symbolic AC Method - Lane: mathematical-language
#6Apparatus Section 1: Induction Machines: GeneralTheoretical Elements of Electrical Engineering (1915) - lines 19076-19086

In consequence of the relative motion of the primary and secondary, the magnetic circuit of the induction motor must be arranged so that the secondary while revolving does not leave the magnetic field of force. That means, the magnetic field of force must be of constant intensity in all directions, or, in other words, the component of magnetic flux in any direction in space be of the same or approximately the same intensity but differing in phase. Such a magnetic field can either be considered as the superposition of two magnetic fields of equal intensity in quad- rature in time and space, or it can be represented theoretically by a revolving magnetic flux of constant intensity, or rotating

This passage may help distinguish Steinmetz’s explicit field language from later interpretation.Themes: Field Language, Magnetism And Hysteresis, Ether And Relativity, Power Systems And Apparatus - Lane: ether-field-boundary
#7Chapter 20: Single-Phase Commutator MotorsTheory and Calculation of Electric Apparatus (1917) - lines 26208-26233

The inductively compensated series motor with secondary ex- citation, or inverted repulsion motor, 3, takes an intermediary position between the series motors and the repulsion motors; it is a series motor in so far as the armature is in the main supply circuit, but magnetically it has repulsion-motor characteristics, that is, contains a lagging quadrature flux. As the field exci- tation consumes considerable voltage, when supplied from the compensating winding as secondary circuit, considerable voltage must he generated in this winding, thus giving a corresponding transformer flux. With increasing speed and therewith decreas- ing current, the voltage consumed by the field coils decreases, and therewith the transformer flux which generates this voltage. Therefore, the inverted repulsion motor contains a transformer flux which has approximately the intensity and the phase re- quired for commutation; it la…

This passage may connect Steinmetz’s mathematics to real apparatus, stations, protection, and operation.Themes: Power Systems And Apparatus, Magnetism And Hysteresis, Field Language, Symbolic AC Method - Lane: mathematical-language
#8Chapter 13: Distributed Capacity, Inductance, Resistance, And LeakageTheory and Calculation of Alternating Current Phenomena (1900) - lines 11530-11538

A simple harmonic oscillation as a line discharge would require a sinoidal distribution of potential on the trans- mission line at the instant of discharge, which is not proba- ble, so that probably all lightning discharges of transmission lines or oscillations produced by sudden changes of circuit conditions are complex waves of many harmonics, which in their relative magnitude depend upon the initial charge and its distribution - that is, in the case of the lightning dis- charge, upon the atmospheric electrostatic field of force.

This passage may show how capacity, charge, displacement, or dielectric storage enter circuit theory.Themes: Dielectricity And Capacity, Transients, Waves, And Surges, Field Language, Power Systems And Apparatus - Lane: transient-and-wave-reasoning
#9Chapter 13: Reactance Of Synchronous MachinesTheory and Calculation of Electric Circuits (1917) - lines 23643-23666

A part of this magnetic flux (lines a in Fig. 111-4) interlinks with the armature circuit only, that is, is true self-inductive or leakage flux. Another part, however, (6) interlinks with the field also, and thus is mutual inductive flux of the armature cir- cuit on the field circuit. In a polyphase machine, the resultant armature flux, that is, the resultant of the fluxes. Fig. Ill, of all phases, revolves synchronously at (approximately) constant in- tensity, as a rotating field of armature reaction, and, therefore, is stationary with regard to the synchronously revolving field, F, Hence, the mutual inductive flux of the armature on the field, though an alternating flux, exerts no induction on the field circuit, is indeed a unidirectional or constant flux with regards to the field circuit. Therefore, under stationary conditions of load, no difference exists between the self-inductive and the mutual in-…

This passage may preserve Steinmetz’s magnetic material vocabulary and loss reasoning.Themes: Magnetism And Hysteresis, Field Language, Symbolic AC Method, Power Systems And Apparatus - Lane: mathematical-language
#10Lecture 17: Arc LightingGeneral Lectures on Electrical Engineering (1908) - lines 12618-12635

circuit current during the fraction of the half-wave, which the discharge over the multi-gap arrester lasts, is moderate, due to its very short duration, and can easily be absorbed and radiated by the arrester; so that even if lightning discharges rapidly follow each other for some time, they can be taken care of by the arrester with moderate temperature rise : assuming a vicious thunder storm, in which lightning flashes succeed each other practically continuously, several per second. Each discharge causes a short circuit over the lightning arrester, varying in duration from nearly a half-wave - if the discharge occurs at the beginning of a half-wave - to practically nothing - if the discharge takes place near the end of a half-wave - ^that is, in average, for one-half of one-half wave, or :- • sec, in a 60 cycle system. Therefore from two to three lightning dis- charges per second would still short circ…

This passage may expose the time-domain behavior hidden by steady-state circuit language.Themes: Transients, Waves, And Surges, Dielectricity And Capacity, Radiation, Light, And Illumination, Power Systems And Apparatus - Lane: transient-and-wave-reasoning
#11Lecture 12: Illumination And Illuminating EngineeringRadiation, Light and Illumination (1909) - lines 16488-16502

110. Artificial light is used for the purpose of seeing and distinguishing objects clearly and comfortably when the day- light fails. The problem of artificial lighting thus comprises con- sideration of the source of light or the illuminant; the flux of light issuing from it; the distribution of the light flux in space, that is, the light flux density in space and more particularly at the illuminated objects; the illumination, that is, the light flux density reflected from the illuminated objects, and the effect produced thereby on the human eye. In the latter, we have left the field of physics and entered the realm of physiology, which is not as amenable to exact experimental determination, and where our knowledge thus is far more limited than in physical science. This then constitutes one of the main difficulties of the art of illuminating engineering: that it embraces the field of two dif- ferent scie…

This passage may connect physical radiation, waves, visible light, measurement, and illumination practice.Themes: Radiation, Light, And Illumination, Engineering Philosophy, Magnetism And Hysteresis, Ether And Relativity - Lane: ether-field-boundary
#12Lecture 8: Traveling WavesElementary Lectures on Electric Discharges, Waves and Impulses, and Other Transients (1911) - lines 4865-4886

former, the high-tension switches are opened at the generator end of the transmission line. The energy stored magnetically and dielectrically in line and transformer then dissipates by a transient, as shown in the oscillogram Fig. 41. This gives the oscillation of a circuit consisting of 28 miles of line and 2500-kw. 100-kv. step-up and step-down transformers, and is produced by discon- necting this circuit by low-tension switches. In the transformer, the duration of the transient would be very great, possibly several seconds, as the stored magnetic energy (L) is very large, the dis- sipation of power (r and g) relatively small; in the line, the tran- sient is of fairly short duration, as r (and g) are considerable. Left to themselves, the line oscillations thus would die out much more rapidly, by the dissipation of their stored energy, than the transformer oscillations. Since line and transformer are co…

This passage may expose the time-domain behavior hidden by steady-state circuit language.Themes: Transients, Waves, And Surges, Power Systems And Apparatus, Ether And Relativity, Field Language - Lane: ether-field-boundary
#13Lecture 8: Traveling WavesElementary Lectures on Electric Discharges, Waves and Impulses, and Other Transients (1914) - lines 5409-5430

former, the high-tension switches are opened at the generator end of the transmission line. The energy stored magnetically and dielectrically in line and transformer then dissipates by a transient, as shown in the oscillogram Fig. 41. This gives the oscillation of a circuit consisting of 28 miles of line and 2500-kw. 100-kv. step-up and step-down transformers, and is produced by discon- necting this circuit by low-tension switches. In the transformer, the duration of the transient would be very great, possibly several seconds, as the stored magnetic energy (L) is very large, the dis- sipation of power (r and g) relatively small; in the line, the tran- sient is of fairly short duration, as r (and g) are considerable. Left to themselves, the line oscillations thus would die out much more rapidly, by the dissipation of their stored energy, than the transformer oscillations. Since line and transformer are co…

This passage may expose the time-domain behavior hidden by steady-state circuit language.Themes: Transients, Waves, And Surges, Power Systems And Apparatus, Ether And Relativity, Field Language - Lane: ether-field-boundary
#14Lecture 2: Conclusions From The Relativity TheoryFour Lectures on Relativity and Space (1923) - lines 1258-1268

As the electromagnetic field represents energy storage in space, it cannot extend through space instantaneously, but must propagate through space at a finite velocity, the rate at which the power radiated by the source of the field can fill up the space with the field energy. The field energy is proportional to the energy radiation of the source of the field (transmission line, radio antenna, incandescent body) and to the electromagnetic constants of space (permeability, or specific inductance, and permittivity, or specific capac- ity), and the velocity of propagation of the electromagnetic field - that is, the velocity of light - ^thus is:

This passage may help distinguish Steinmetz’s explicit field language from later interpretation.Themes: Field Language, Ether And Relativity, Magnetism And Hysteresis, Radiation, Light, And Illumination - Lane: ether-field-boundary
#15Lecture 12: Illumination And Illuminating EngineeringRadiation, Light and Illumination (1909) - lines 16723-16746

giving most of the light flux between the horizontal and 20 deg. below the horizontal; in many cases of indoor illumination a light source giving most of the light between the vertical and an angle of from 30 to 60 deg. from the vertical - depending on the diameter of the area of concentrated illumination and the height of the illuminant above it. It can also be done by modifying or directing the light flux of the illuminant by reflec- tion or diffraction and diffusion, either from walls and ceilings of the illuminated area, or by attachments to the illuminant, as reflectors, diffusing globes, diffracting shades, etc. Further- more, the required flux distribution can be secured by the use of a number of illuminants, and with a larger area this usually is necessary. Frequently the desired flux distribution is pro- duced by using an illuminant giving more light flux than neces- sary, and destroying the exc…

This passage may connect physical radiation, waves, visible light, measurement, and illumination practice.Themes: Radiation, Light, And Illumination, Magnetism And Hysteresis, Power Systems And Apparatus, Engineering Philosophy - Lane: magnetic-material-language
#16Apparatus Subsection 79: Direct-current Commutating Machines: C. Commutating Machines 219Theoretical Elements of Electrical Engineering (1915) - lines 13025-13041

The alternation of the field flux induces an e.m.f. of self induction in the field winding. In the shunt motor, this causes the field exciting current and with it the magnetic field flux to lag and thereby to be out of phase with the armature current which, to represent work, must essentially be an energy current, and thereby reduces output and efficiency and hence requires some method of compensation, as capacity in series with the field winding or excitation of the field from a quadrature phase of voltage. In the series motor the self-inductance of the field causes the main current to lag behind the impressed voltage and thereby lowers the power-factor of the motor. Thus, to get good power-factor, the field self-inductance must be made low, that is, the field as weak and the armature as strong as possible. With such a strong armature, and weak field, the commutating pole is not sufficient to control ma…

This passage may help distinguish Steinmetz’s explicit field language from later interpretation.Themes: Field Language, Magnetism And Hysteresis, Power Systems And Apparatus, Symbolic AC Method - Lane: mathematical-language
#17Theory Section 19: Fields of ForceTheoretical Elements of Electrical Engineering (1915) - lines 7957-7967

dielectric flux, dielectric field intensity, permittivity, as used in dealing with the electrostatic fields of high potential apparatus, as transmission insulators, transformer bushings, etc. The fore- most difference is that in the magnetic field, a line of force must always return into itself in a closed circuit, while in the electro- static or dielectric field, a line of force may terminate in a con- ductor. The terminals of the lines of electrostatic flux, ^ at the conductor, then are represented by the conception of a quantity of electricity or electric charge, Q, being located on the con- ductor. Thus, at the terminal of the line of unit dielectric flux, unit electric quantity is located on the conductor.

This passage may help distinguish Steinmetz’s explicit field language from later interpretation.Themes: Field Language, Dielectricity And Capacity, Magnetism And Hysteresis, Power Systems And Apparatus - Lane: field-language
#18Apparatus Subsection 79: Direct-current Commutating Machines: C. Commutating Machines 219Theoretical Elements of Electrical Engineering (1915) - lines 13102-13113

80. Alternating-current motors are usually single-phase, since the possibility of commutation control makes the single-phase easier than a polyphase design. In the single-phase motor, the magnetic field flux is constant in direction, and the direction in quadrature to the main field flux thus is available for pro- ducing a suitable commutating flux. In the polyphase motor, however, the magnetic flux rotates, assuming successively all directions, and thus no commutating flux can be used. For this reason, designs of polyphase commutator motors have been made in which the different (2 and 3) phases are kept separate, and spaces left between them for accommodating commutating fluxes.

This passage may preserve Steinmetz’s magnetic material vocabulary and loss reasoning.Themes: Magnetism And Hysteresis, Symbolic AC Method, Power Systems And Apparatus, Field Language - Lane: ether-field-boundary
#19Apparatus Section 1: Induction Machines: GeneralTheoretical Elements of Electrical Engineering (1915) - lines 19094-19115

134. The operation of the induction motor thus can also be considered as due to the action of a rotating magnetic field upon a system of short-circuited conductors. In the motor field or primary, usually the stator, by a system of polyphase impressed e.m.fs. or by the combination of a single-phase impressed e.m.f. and the reaction of the currents produced in the secondary, a rotating magnetic field is produced. This rotating field produces currents in the short-circuited armature or secondary winding, usually the rotor, and by its action on these currents drags along the secondary conductors, and thus speeds up the armature and tends to bring it up to synchronism, that is, to the same speed as the rotating field, at which speed the secondary currents would disappear by the armature conductors moving together with the rotating field, and thus cutting no lines of force. The secondary therefore slips in spe…

This passage may help distinguish Steinmetz’s explicit field language from later interpretation.Themes: Field Language, Power Systems And Apparatus, Magnetism And Hysteresis, Symbolic AC Method - Lane: ether-field-boundary
#20Chapter 20: Single-Phase Commutator MotorsTheory and Calculation of Electric Apparatus (1917) - lines 23920-23937

The direction of rotation of a direct-current motor, whether shunt or series motor, remains the same at a reversal of the im- pressed e.m.f., as in this case the current in the armature circuit and the current in the field circuit and so the field magnetism both reverse. Theoretically, a direct-current motor therefore could be operated on an alternating impressed e.m.f. provided that the magnetic circuit of the motor is laminated, so as to fol- low the alternations of magnetism without serious loss of power, and that precautions are taken to have the field reverse simul- taneously with the armature. If the reversal of field magnetism should occur later than the reversal of armature current, during the time after the armature current has reversed, but before the field has reversed, the motor torque would be in opposite direc- tion and thus subtract; that is, the field magnetism of the alter- nating-curren…

This passage may help distinguish Steinmetz’s explicit field language from later interpretation.Themes: Field Language, Power Systems And Apparatus, Magnetism And Hysteresis, Ether And Relativity - Lane: ether-field-boundary
#21Chapter 12: Frequency Converter Or General Alternating Current TransformerTheory and Calculation of Electric Apparatus (1917) - lines 14902-14923

103. In general, an alternating-current transformer conafete of a magnetic circuit, interlinked with two electric circuits or sets of electric circuits, the primary circuit, in which power, sup- plied by the impressed voltage, is consumed, and the secondary circuit, in which a corresponding amount of electric power is produced; or in other words, power is transferred through space, by magnetic energy, from primary to secondary circuit. This power finds its mechanical equivalent in a repulsive llirusi acting between primary and secondary conductors. Thus, if the secondary is not held rigidly, with regards to the primary, it will be repelled and move. This repulsion is used in the constant-current transformer for regulating the current for constancy independent of the load. In the induction motor, this mechanical force is made use of for doing the work: the induction motor represents an alternating-current…

This passage may help distinguish Steinmetz’s explicit field language from later interpretation.Themes: Field Language, Power Systems And Apparatus, Magnetism And Hysteresis, Ether And Relativity - Lane: ether-field-boundary
#22Chapter 5: Distributed Series CapacityTheory and Calculation of Transient Electric Phenomena and Oscillations (1909) - lines 23687-23704

44. Such circuits with distributed series capacity are of great interest in that it is probable that lightning flashes in the clouds are discharges in such circuits. From the distance traversed by lightning flashes in the clouds, their character, and the disruptive strength of air, it appears certain that no potential difference can exist in the clouds of such magnitude as to cause a disruptive discharge across a mile or more of space. It is probable that as the result of condensation of moisture, and the lack of uni- formity of such condensation, due to the gusty nature of air currents, a non-uniform distribution of potential is produced between the rain drops in the cloud; and when the potential gradient somewhere in space exceeds the disruptive value, an oscillatory discharge starts between the rain drops, and grad- ually, in a number of successive discharges, traverses the cloud and equalizes the pot…

This passage may show how capacity, charge, displacement, or dielectric storage enter circuit theory.Themes: Dielectricity And Capacity, Transients, Waves, And Surges, Radiation, Light, And Illumination, Ether And Relativity - Lane: ether-field-boundary
#23Lecture 10: Light Flux And DistributionRadiation, Light and Illumination (1909) - lines 9412-9423

The unit of light intensity, or the candle power thus given, with a radiator of uniform light-flux distribution, 4 x lumens of light flux, and inversely, a radiator which gives 4 it lumens of light flux, gives an intensity of one candle, if the intensity is uniform in all directions, and, if the distribution of the intensity is not uniform, the average or mean spherical intensity of the radiator is one candle. Thus one mean spherical candle rep- resents 4 it lumens of light flux, and very frequently the mean spherical candle is used as representing the light flux: the light flux is 4 TT times the mean spherical intensity, and the mean spherical intensity is the total light flux divided by 4 it, regard- less whether the light flux is uniformly distributed or not.

This passage may connect physical radiation, waves, visible light, measurement, and illumination practice.Themes: Radiation, Light, And Illumination, Magnetism And Hysteresis, Power Systems And Apparatus, Ether And Relativity - Lane: ether-field-boundary
#24Chapter 11: Phase ControlTheory and Calculation of Alternating Current Phenomena (1916) - lines 9819-9836

81. If in a direct-current motor, at constant impressed voltage, the field excitation and therefore the field magnetism is decreased, the motor speed increases, as the armature has to revolve faster to consume the impressed e.m.f., and if the field excitation is increased, the motor slows down. A synchronous motor, however, cannot vary in speed, since it must keep in step with the impressed frequency, and if, therefore, at constant impressed voltage the field excitation is decreased below that which gives a field magnetism, that at the synchronous speed consumes the impressed voltage, the field magnetism still must remain the same, and the armature current thus changes in phase in such a manner as to magnetize the field and make up for the deficiency in the field excitation. That is, the armature current becomes lagging. Inversely, if the field excitation of the synchronous motor is increased, the magnet…

This passage may help distinguish Steinmetz’s explicit field language from later interpretation.Themes: Field Language, Magnetism And Hysteresis, Power Systems And Apparatus, Radiation, Light, And Illumination - Lane: mathematical-language
#25Chapter 3: The Natural Period Of The Transmission LineTheory and Calculation of Transient Electric Phenomena and Oscillations (1909) - lines 23122-23145

When in a circuit, as a transmission line, a disturbance or oscillation occurs while this circuit is connected to other cir- cuits - as the generating system and the receiving apparatus - as is usually the case, the disturbance generally penetrates into the circuits connected to the circuit in which the disturbance originated, that is, the entire system oscillates, and this oscilla- tion usually is a full- wave oscillation; that is, the oscillation of a circuit closed upon itself; occasionally a half- wave oscillation. For instance, if in a transmission system comprising generators, step-up transformers, high-potential lines, step-down trans- formers, and load, a short circuit occurs in the line, the circuit comprising the load, the step-down transformers, and the lines from the step-down transformers to the short circuit is left closed upon itself without power supply, and its stored energy is, therefor…

This passage may connect Steinmetz’s mathematics to real apparatus, stations, protection, and operation.Themes: Power Systems And Apparatus, Transients, Waves, And Surges, Field Language - Lane: transient-and-wave-reasoning
#26Lecture 17: Arc LightingGeneral Lectures on Electrical Engineering (1908) - lines 12321-12338

Assuming a thunder cloud to pass over the line. The ground below the cloud then assumes an electrostatic charge, corresponding to the opposite charge of the cloud. The trans- mission line, as part of the ground, thus also assumes a static charge, higher than that of the ground, since it projects above it. Any equalization of the potential distribution in the cloud by a lightning flash, as discussed in the preceding, requires a change in the electrostatic charge of the line, corresponding to the changed potential difference between ground and cloud above the ground, and the static charge thus set free on the line rushes as an impulse or wave along the line. The wave shape of such impulses induced by cloud discharges is in general not a smooth sine wave, but may be very irregular : during the equalization of the cloud potential by the lightning flash, the potential difference against ground, of the part of…

This passage may expose the time-domain behavior hidden by steady-state circuit language.Themes: Transients, Waves, And Surges, Dielectricity And Capacity, Radiation, Light, And Illumination, Power Systems And Apparatus - Lane: transient-and-wave-reasoning
#27Apparatus Section 2: Induction Machines: Polyphase Induction MotorTheoretical Elements of Electrical Engineering (1915) - lines 19174-19185

The magnetic field of any induction motor, whether supplied by polyphase, monocyclic, or single-phase e.m.f., is at normal condition of operation, that is, near synchronism, a polyphase field. Thus to a certain extent all induction motors can be called polyphase machines. When supplied with a polyphase system of e.m.fs. the internal reactions of the induction motor are simplest and only those of a transformer with moving second- ary, while in the single-phase induction motor at the same time a phase transformation occurs, the second or magnetizing phase being produced from the impressed phase of e.m.f. by the rota- tion of the motor, which carries the secondary currents into quadrature position with the primary current.

This passage may show how Steinmetz turns phase geometry into calculable electrical algebra.Themes: Symbolic AC Method, Power Systems And Apparatus, Field Language, Ether And Relativity - Lane: ether-field-boundary
#28Lecture 7: High Frequency Oscillations And SurgesGeneral Lectures on Electrical Engineering (1908) - lines 3573-3583

The wave length of oscillation thus depends on the length of the circuit in which the stored energy readjusts itself. For instance, in the short circuit oscillation of the system, the wave extends over the entire circuit, including generators and trans- formers ; and the entire circuit so represents one wave, or one- half wave, that is, the wave length is very considerable. If the readjustment of stored energy takes place only over a section of the circuit, the wave length is shorter. For instance, if by a thunder cloud a static charge is induced on the trans- mission line, and by a lightning flash in the cloud, the cloud discharges, the electrostatic charge induced by it on the line

This passage may expose the time-domain behavior hidden by steady-state circuit language.Themes: Transients, Waves, And Surges, Dielectricity And Capacity, Radiation, Light, And Illumination, Power Systems And Apparatus - Lane: transient-and-wave-reasoning
#29Chapter 4: Induction Motor With Secondary ExcitationTheory and Calculation of Electric Apparatus (1917) - lines 6948-6960

Exciting admittance in the induction motor, and synchronous impedance in the synchronous motor, are corresponding quanti- ties, representing the magnetizing action of the armature cur- rents. In the induction motor, in which the magnetic field is produced by the magnetizing action of the armature currents, very high magnetizing action of the armature current is desirable, so as to produce the magnetic field with as little magnetizing cur- rent as possible, as this current is lagging, and spoils the power- factor. In the synchronous motor, where the magnetic field is produced by the direct current in the field coils, the magnetizing action of the armature currents changes the resultant field excita- tion, and thus requires a corresponding change of the field current to overcome it, and the higher the armature reaction, the more

This passage may help distinguish Steinmetz’s explicit field language from later interpretation.Themes: Field Language, Power Systems And Apparatus, Magnetism And Hysteresis, Symbolic AC Method - Lane: mathematical-language
#30Apparatus Section 1: Induction Machines: GeneralTheoretical Elements of Electrical Engineering (1915) - lines 18966-18981

The shunt motor on an alternating-current circuit has the objection that in the armature winding the current should be power current, thus in phas£ with the e.m.f., while in the field winding the current is lagging nearly 90 deg., as magnetizing current. Thus field and armature would be out of phase with each other. To overcome this objection either there is inserted in series with the field circuit a condenser of such capacity as to bring the current back into p>hase with the voltage, or the field may be excited from a separate e.m.f. differing 90 deg. in phase from that supplied to the armature. The former arrange- ment has the disadvantage of requiring almost perfect con- stancy of frequency, and therefore is not practicable. In the latter arrangement the armature winding of the motor is fed by one, the field winding by the other phase of a quarter-phase sys- tem, and thus the current in the armature…

This passage may help distinguish Steinmetz’s explicit field language from later interpretation.Themes: Field Language, Symbolic AC Method, Dielectricity And Capacity, Magnetism And Hysteresis - Lane: mathematical-language
#31Chapter 20: Single-Phase Commutator MotorsTheory and Calculation of Electric Apparatus (1917) - lines 23987-23998

190. In the commutating machine the magnetic field flux gen- erics the e.in.f. in the revolving armature conductors, which gives the motor output; the armature reaction, that is, the mag- net k Mux produced by the armature current, distorts and weakens the field, and requires a shifting of the brushes to avoid Bparldag due to the short-circuit current under the commutator brushes, and where the brushes can not l>e shifted, as in a reversible motor. this necessitates the use of a strong field and weak armature to keep down the magnetic flux at the brushes. In the alternating- current motor the magnetic field flux generates in the armature conductors by their rotation the e.m.f. which does the work of the motor, but, as the field flux is alternating, it also generates

This passage may help distinguish Steinmetz’s explicit field language from later interpretation.Themes: Field Language, Magnetism And Hysteresis, Power Systems And Apparatus - Lane: field-language
#32Chapter 3: The Natural Period Of The Transmission LineTheory and Calculation of Transient Electric Phenomena and Oscillations (1909) - lines 23053-23064

causes an oscillation in which the lower frequencies predominate, that is, a low-frequency high-power surge. A spark discharge from the line, a sudden high voltage charge entering the line locally, as directly by a lightning stroke, or indirectly by induc- tion during a lightning discharge elsewhere, gives a distribution of potential which momentarily is very non-uniform, changes very abruptly along the line, and thus gives rise mainly to very high harmonics, but as a rule does not contain to any appre- ciable extent the lower frequencies; that is, it causes a high- frequency oscillation, more or less local in extent, and while of high voltage, of rather limited power, and therefore less destruc- tive than a low-frequency surge.

This passage may expose the time-domain behavior hidden by steady-state circuit language.Themes: Transients, Waves, And Surges, Dielectricity And Capacity, Radiation, Light, And Illumination, Power Systems And Apparatus - Lane: transient-and-wave-reasoning
#33Chapter 20: Single-Phase Commutator MotorsTheory and Calculation of Electric Apparatus (1917) - lines 24660-24670

196. In those motor types in which a transformation of power occurs between compensating winding, C, and armature winding, A, a transformer flux exists in the direction of the brushes, that is, at right angles to the field flux. In general, therefore, the single-phase commutator motor contains two magnetic fluxes in quadrature position with each other, the main flux or field flux, A’, in the direction of the axis of the field coils, or at right angles to the armature brushes, and the quadrature flux, or transformer flux, or commu taring flux, *j, in line with the armature brushes, or in the direction of the axis of the compensating winding, that is, at right angles (electrical) with the field flux.

This passage may preserve Steinmetz’s magnetic material vocabulary and loss reasoning.Themes: Magnetism And Hysteresis, Field Language, Power Systems And Apparatus, Symbolic AC Method - Lane: mathematical-language
#34Lecture 14: Alternating Current Railway MotorGeneral Lectures on Electrical Engineering (1908) - lines 9057-9074

In direct current motors, commutation may be controlled by an interpole or commutating pole; that is, by producing a magnetic field at the brush, in direction opposite to the field of armature reaction, and by this field inducing in the arma- ture turn during commutation, an e. m. f. of rotation which reverses the current. Such a commutating pole, connected in series into a circuit, would, in the alternating current motor, induce an e. m. f. in the short circuited turn, by its rotation; but this e. m. f . would be in phase with the field of the commu- tating pole, and thus with the current, that is, with the main field of the motor. Therefore it could not neutralize the e. m. f. induced in the short circuited turn by the alternation of the main field through it, since this latter e. m. f. is in quadrature with the main field, and thus with the current; but would simply add itself to it, and so make the s…

This passage may help distinguish Steinmetz’s explicit field language from later interpretation.Themes: Field Language, Power Systems And Apparatus, Symbolic AC Method, Magnetism And Hysteresis - Lane: mathematical-language
#35Lecture 6: Higher Harmonics Of The Generator WaveGeneral Lectures on Electrical Engineering (1908) - lines 3328-3347

In a three-phase generator, if the e. m. f . of one phase con- tains a third harmonic, as is usually the case, then by connect- ing the three phases in delta connection, the third harmonics of the generator e. m. f.’s are short circuited and so produce a triple frequency current circulating in the generator delta. This triple frequency circulating current can be measured by connecting an ammeter in one corner of the generator delta, and the sum of voltages of the three third harmonics can be measured by putting a voltmeter in a corner of the generator delta. This local current in the generator winding is the triple frequency voltage divided by the generator impedance (the stationary impedance, at triple frequency, but not the syn- chronous impedance, since the latter includes armature reac- tion). In generators of low impedance or close regulation, as turbine alternators, this local current may be far mo…

This passage may connect Steinmetz’s mathematics to real apparatus, stations, protection, and operation.Themes: Power Systems And Apparatus, Symbolic AC Method, Radiation, Light, And Illumination - Lane: mathematical-language
#36Chapter 20: Single-Phase Induction MotorsTheory and Calculation of Alternating Current Phenomena (1916) - lines 21641-21658

Since at or near synchronism, at the same impressed e.m.f. - that is, the same magnetic density - the total volt-amperes excitation of the single-phase induction motor must be the same as of the same motor on polyphase circuit, it follows that by operating a quarter-phase motor from single-phase circuit on one primary coil, its primary exciting admittance is doubled. Operating a three-phase motor single-phase on one circuit its primary exciting admittance is trebled. The self-inductive primary impedance is the same single-phase as polyphase, but the secondary impedance reduced to the primary is lowered, since in single-phase operation all secondary circuits corre- spond to the one primary circuit used. Thus the secondary impedance in a quarter-phase motor running single-phase is reduced to one-half, in a three-phase motor running single- phase reduced to one-third. In consequence thereof the slip of spee…

This passage may show how Steinmetz turns phase geometry into calculable electrical algebra.Themes: Symbolic AC Method, Power Systems And Apparatus, Magnetism And Hysteresis - Lane: mathematical-language