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Q. A two-pole, three-phase synchronous generator has a balanced three-phase winding with 15 turns per phase. If the three-phase currents are given by
ia = 100 cos 377t, ib = 100 cos(377t -120°),
and ic = 100 cos(377t - 240°), determine:
(a) The peak fundamental component of the mmf of each winding.
(b) The resultant mmf.
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What is the impedance Z between terminals A and B of the networks shown below? Express your answers in polar form. Three voltages represented by v 1 (t)=100cosωt, v 2 (t)=7
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