A 100KVA, 220V, a star-connected alternator is loaded at full load and at 60% pf lagging. The effective AC resistance per phase is 0.01411Ω. If the synchronous reactance is 4.5 times the effect of the armature leakage reactance wherein the later is 0.046 Ω per phase, find (a) the phase voltage that would be generated at the load if the circuit were operating normally (b) What no-load open-circuit phase voltage must be present in order to circulate full-load current in short-circuit state while maintaining the same speed and field current? (c) What is the terminal phase voltage of the alternator when it is under a shorted load condition?

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A 100KVA, 220V, a star-connected alternator is loaded at full load and at 60% pf lagging.
The effective AC resistance per phase is 0.01411Ω. If the synchronous reactance is 4.5
times the effect of the armature leakage reactance wherein the later is 0.046 Ω per
phase, find


(a) the phase voltage that would be generated at the load if the circuit were operating normally
(b) What no-load open-circuit phase voltage must be present in order to circulate full-load current in short-circuit state while maintaining the same speed and field current?
(c) What is the terminal phase voltage of the alternator when it is under a shorted load condition? Give an explanation in support of your response using just one sentence.

The IA phasor should be used as the reference one.

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