Given a balanced Y - A network with Vi = 10020° Vms at 60HZ connected in positive sequence and Z A = (27+j27) and a line impedance of (2 + j1) apply the necessary transformations in order to use single- phase equivalency to determine the following: a. Draw the single phase equivalent circuit b. Determine all 3 line currents both magnitude and angle c. The total complex power supplied by the source d. Total Average power delivered to the load e. Total Average power lost by the line. f. The Power Factor g. The voltage across the load h. The value of capacitance to correct the source to a PF of .95.

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
Chapter8: Symmetrical Components
Section: Chapter Questions
Problem 8.6P
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Given a balanced Y - A network with Vi= 10020° Vms at 60HZ connected in positive sequence and Z A
= (27 + j27) and a line impedance of (2 + j1) apply the necessary transformations in order to use single-
phase equivalency to determine the following:
a. Draw the single phase equivalent circuit
b. Determine all 3 line currents both magnitude and angle
c. The total complex power supplied by the source
d. Total Average power delivered to the load
Total Average power lost by the line.
е.
f. The Power Factor
g. The voltage across the load
h. The value of capacitance to correct the source to a PF of .95.
Transcribed Image Text:Given a balanced Y - A network with Vi= 10020° Vms at 60HZ connected in positive sequence and Z A = (27 + j27) and a line impedance of (2 + j1) apply the necessary transformations in order to use single- phase equivalency to determine the following: a. Draw the single phase equivalent circuit b. Determine all 3 line currents both magnitude and angle c. The total complex power supplied by the source d. Total Average power delivered to the load Total Average power lost by the line. е. f. The Power Factor g. The voltage across the load h. The value of capacitance to correct the source to a PF of .95.
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