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A three-phase generator connected in a star generates a phase voltage of Vθ = 24 KVrms and supplies a three-phase transformer connected in star. The transformation ratio is 115: 1. Each of the three c...

A three-phase generator connected in a star generates a phase voltage of Vθ = 24 KVrms and supplies a
three-phase transformer connected in star. The transformation ratio is 115: 1. Each of the
three coils of the secondary transformer feed 3 equal charges each composed of
them by R = 18Ω, XC = 2Ω and XL = 20Ω.

a) Calculate the phase, line and charge currents after the
b) Calculate the phase, line and load voltages
c) Calculate the Apparent (S), Real (P) and Reactive (Q) powers delivered by the transformer to the load
d) Calculate the power factor in each load and the power factor of the entire system
e) Draw the phasor diagram that shows the "power triangle" of the entire system

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Answer #1

The solution for question a,b,c,d has been solved here. All the values in this solution are RMS values of corresponding variables.

115 1 24 KN 24 1V レ 1 5 20 867

208-7 208구 208-7ㅡㅡㅡ ram 8,2に4S 25. 45 /45 218t51 Amp se 5134-022+ 4 s, vA -Active / Real p6702 (44)

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