Two identical generators 5MVA, 6.6KV equally sharing a load of 8 MW at 6.6kV, 0.8 lagging p.f. The ractanctance between the internal voltage of each machine and the load bus is 2 pu. Both machines are equally excited. (a) Find the excitation emf for both machines. (b) If the excitation emf for machine-1 is increasesd by 20%, find the percentage change in Ea2 to keep the terminal voltage unchanged. Assume that the governor setting for both machine to remain unchanged.

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Two identical generators 5MVA, 6.6KV equally sharing a load of 8 MW at 6.6kV, 0.8 lagging p.f. The
ractanctance between the internal voltage of each machine and the load bus is 2 pu. Both machines are equally
excited.
(a) Find the excitation emf for both machines.
(b) If the excitation emf for machine-1 is increasesd by 20%, find the percentage change in E₁2 to keep
the terminal voltage unchanged. Assume that the governor setting for both machine to remain
unchanged.
Transcribed Image Text:Two identical generators 5MVA, 6.6KV equally sharing a load of 8 MW at 6.6kV, 0.8 lagging p.f. The ractanctance between the internal voltage of each machine and the load bus is 2 pu. Both machines are equally excited. (a) Find the excitation emf for both machines. (b) If the excitation emf for machine-1 is increasesd by 20%, find the percentage change in E₁2 to keep the terminal voltage unchanged. Assume that the governor setting for both machine to remain unchanged.
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