Theory And Calculation of Electric Circuits 5

Cover Theory And Calculation of Electric Circuits 5
Theory And Calculation of Electric Circuits 5
Charles Proteus Steinmetz
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ct = ^ = ^0 - [ro + i (ak> + Xi)] U and the hysteresis loss in the transformer would correspond hereto, by the usual assumption in transformer calculations.
Digitized by Google 224 ELECTRIC CIRCUITS Assigning, however, all the reactance to the secondary circuit, and assuming the primary as non-^inductive, the mutual flux and mutual induced voltage would be c^ = fJ = ]Po — ro/o, hence larger, and the hysteresis loss calculated therefrom larger than under the previous assumption. The first assump
...tion would give too low, and the last too high a calculated hysteresis loss, in most cases.
By the usual transformer theory, the hysteresis loss under load is calculated as that corresponding to the mutual induced voltage, E. The proper subdivision of the total transformer reactance, x, into primary reactance, Xo, and secondary reactance, Xi, would then be that, which gives for a uniform magnetic flux, $, corresponding to the mutual induced voltage, E, the same hysteresis loss, as exists with the actual magnetic distribution of ^o = ^ + ^'o in the primary, and *i = # — ^'i in the secondary core.


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