A balanced, three-phase circuit is characterized as follows: ● Y-A connected; ● Source voltage in the a-phase is 150/0 V; Source phase is with negative sequence; Line impedance is 2 + j3 2/0; Load impedance is 129 +j171 2/4. ● a) Draw the single phase equivalent for the a-phase. b) Calculate the three line currents IaA, IbBв, and Icc. c) Calculate the three phase voltages at the load, VAB, VBC, and VCA. d) Calculate the phase currents of the load, IAB, IBC, and ICA.

Introductory Circuit Analysis (13th Edition)
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ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
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A balanced, three-phase circuit is characterized as follows:
Y-A connected;
● Source voltage in the a-phase is 150/0 V;
Source phase is with negative sequence;
Line impedance is 2 + j3/0;
Load impedance is 129 +j171 2/6.
●
a) Draw the single phase equivalent for the a-phase.
b) Calculate the three line currents IaA, IbB, and Icc.
c) Calculate the three phase voltages at the load, VAB, VBC, and VCA.
d) Calculate the phase currents of the load, IAB, IBC, and ICA.
Transcribed Image Text:A balanced, three-phase circuit is characterized as follows: Y-A connected; ● Source voltage in the a-phase is 150/0 V; Source phase is with negative sequence; Line impedance is 2 + j3/0; Load impedance is 129 +j171 2/6. ● a) Draw the single phase equivalent for the a-phase. b) Calculate the three line currents IaA, IbB, and Icc. c) Calculate the three phase voltages at the load, VAB, VBC, and VCA. d) Calculate the phase currents of the load, IAB, IBC, and ICA.
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