Alternating Currents: An Analytical and Graphical Treatment for Students and Engineers |
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Alternating Currents: An Analytical and Graphical Treatment for Students and ... Frederick Bedell No preview available - 2019 |
Alternating Currents: An Analytical and Graphical Treatment for Students ... Frederick Bedell No preview available - 2018 |
Alternating Currents: An Analytical and Graphical Treatment for Students and ... Frederick Bedell No preview available - 2019 |
Common terms and phrases
alternating currents amperes amplitude analytical angle of lag arbitrary constants C. G. S. units c₁ c₂ CIRCUIT WITH RESISTANCE circuits containing resistance coefficient condenser conductor current and charge current curve differential equation discharge divided circuit E. M. F. necessary effective E. M. F. electromotive force equa equal equation of energy equivalent resistance expression flow graphical harmonic E. M. F. harmonic function Impressed E. M. F. Given induction magnetic field main current maximum value method microfarads necessary to overcome number of lines obtained Ohm's law ohms ordinate parallel circuits pole potential Prob PROBLEM quantity R₁ represented resistance and capacity resistance and self-induction self-induction and capacity series and parallel Series Circuit simple harmonic sine sine-curve sine-function T₁ tion varied vector velocity volts zero Ꭱ Ꮯ Ꮮ Ꮚ Ꮯ Ꭱ
Popular passages
Page 19 - Every body continues in its state of rest or of uniform motion in a straight line, except in so far as it is compelled by forces to change that state.
Page 20 - Every particle of matter in the universe attracts every other particle with a force that varies inversely as the square of the distance between them and directly as the product of their masses.
Page 23 - It was shown, in connection with the study of the theory of the dynamo, that whenever a conductor is moved in a magnetic field so as to cut lines of force, an EMF is induced in the conductor.
Page 172 - W= /,sin(61«H-a1)+^//sm(&J^+^)+^/"etc. dtSince the square of any polynomial is equal to the su'm of the squares of each term separately plus twice the product of each term by every other term...
Page 66 - o, A, and d are constants for a given capacitor, the capacitance is a constant independent of the charge on the capacitor, and is directly proportional to the area of the plates and inversely proportional to their separation.
Page 33 - The radius of the circle is called the amplitude of the motion, and is designated by a.
Page 32 - OF RESULTS In this paper the following results have been obtained. (i) It has been shown how the perturbation series for the many-body problem may be expressed as a sum of terms each of which is associated with a certain diagram. (ii) This has been reduced to a series of terms (linked-cluster expansion) corresponding to linked diagrams. (iii) A series has been obtained for the energy shift AE due to the interaction, each term of which is associated with a certain 'vacuum
Page 19 - ... give a mass of one gramme a velocity of one centimetre per second.
Page 31 - Henry, which is the induction in a circuit when the electro-motive force induced in this circuit is one international volt while the inducing current varies at the rate of one Ampere per second.
Page 131 - It is equal to the square root of the mean square of the instantaneous values of the varying quantity.