and a 500-KVA, 1-phase transt ers are connected to the s ame bus-bars on the primary side. The secondary e.m.fs at no-load are 500 and 510 V respectively. The impedance voltage of the first transformer is 3.4% and of the second 5%. What cross-current will pass between them when the secondaries are connected together in parallel? Assuming that the ratio of resistance to reactance is the same in each, what currents will flow in the windings of the two transformers when supplying a total load of 1200 kVA. lal 290 A (b) 1577 and 900 A1

Power System Analysis and Design (MindTap Course List)
6th Edition
ISBN:9781305632134
Author:J. Duncan Glover, Thomas Overbye, Mulukutla S. Sarma
Publisher:J. Duncan Glover, Thomas Overbye, Mulukutla S. Sarma
Chapter3: Power Transformers
Section: Chapter Questions
Problem 3.31MCQ
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8. A 1000-kV and a 500-kVA, 1-phase transformers are connected to the same bus-bars on the
primary side. The secondary e.m.fs at no-load are 500 and 510 V respectively. The impedance
voltage of the first transformer is 3.4% and of the second 5%. What cross-current will pass
between them when the secondaries are connected together in parallel? Assuming that the
ratio of resistance to reactance is the same in each, what currents will flow in the windings of
the two transformers when supplying a total load of 1200 kVA.
[(a) 290 A (b) 1577 and 900 A]
Transcribed Image Text:8. A 1000-kV and a 500-kVA, 1-phase transformers are connected to the same bus-bars on the primary side. The secondary e.m.fs at no-load are 500 and 510 V respectively. The impedance voltage of the first transformer is 3.4% and of the second 5%. What cross-current will pass between them when the secondaries are connected together in parallel? Assuming that the ratio of resistance to reactance is the same in each, what currents will flow in the windings of the two transformers when supplying a total load of 1200 kVA. [(a) 290 A (b) 1577 and 900 A]
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