11.18 A three-phase A-connected generator has an inter- nal impedance of 9 + j90 m2/¢. When the load is removed from the generator, the magnitude of the terminal voltage is 13,800 V. The generator feeds a A-connected load through a transmission line with an impedance of 20 + j180 m2/4. The per-phase impedance of the load is 7.056 + j3.417 0. a) Construct a single-phase equivalent circuit. b) Calculate the magnitude of the line current. c) Calculate the magnitude of the line voltage at the terminals of the load. d) Calculate the magnitude of the line voltage at the terminals of the source. e) Calculate the magnitude of the phase current in the load. f) Calculate the magnitude of the phase current in the source.

Power System Analysis and Design (MindTap Course List)
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ISBN:9781305632134
Author:J. Duncan Glover, Thomas Overbye, Mulukutla S. Sarma
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Chapter2: Fundamentals
Section: Chapter Questions
Problem 2.32MCQ: While the instantaneous electric power delivered by a single-phase generator under balanced...
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Subject: Electric Circuit Analysis II
11.18 A three-phase A-connected generator has an inter-
nal impedance of 9 + j90 m2/4. When the load is
removed from the generator, the magnitude of the
terminal voltage is 13,800 V. The generator feeds a
A-connected load through a transmission line with
an impedance of 20 + j180 m/4. The per-phase
impedance of the load is 7.056 + j3.417 N.
a) Construct a single-phase equivalent circuit.
b) Calculate the magnitude of the line current.
c) Calculate the magnitude of the line voltage at
the terminals of the load.
d) Calculate the magnitude of the line voltage at
the terminals of the source.
e) Calculate the magnitude of the phase current in
the load.
f) Calculate the magnitude of the phase current in
the source.
Transcribed Image Text:11.18 A three-phase A-connected generator has an inter- nal impedance of 9 + j90 m2/4. When the load is removed from the generator, the magnitude of the terminal voltage is 13,800 V. The generator feeds a A-connected load through a transmission line with an impedance of 20 + j180 m/4. The per-phase impedance of the load is 7.056 + j3.417 N. a) Construct a single-phase equivalent circuit. b) Calculate the magnitude of the line current. c) Calculate the magnitude of the line voltage at the terminals of the load. d) Calculate the magnitude of the line voltage at the terminals of the source. e) Calculate the magnitude of the phase current in the load. f) Calculate the magnitude of the phase current in the source.
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