Mention conditions and advantages of representing a 3-phase system by a single phase system.
Computational Technique
EE 555 · Chapter 3
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Computational Technique
Single Phase Representation of Three Phase System
1 question- 2068 BhadraChapter 3: Computational Technique3.1 Single Phase Representation of Three Phase System
Impedance and Reactance Diagram
21 questions- 2068 BhadraChapter 3: Computational Technique3.2 Impedance and Reactance Diagram
Draw a reactance diagram of the electric power system given below and express all reactance in per unit system by choosing appropriate base values.
G: 14.kV [unclear], 30MVA, 10%
M: 11kV, 25MVA, 13%
$T_1$: 66/11kV, 25MVA, 12%
$T_1$: 13.8/66kV, 25MVA, 12%
Line: $j18\,\Omega/\text{phase}$
[IMAGE: Single-line diagram of the three-phase power system referred to in the question (generators, transformers, line(s), motors/load) (figure from the original paper, not extracted).] - 2069 BhadraChapter 3: Computational Technique3.2 Impedance and Reactance Diagram
Construct a reactance diagram for the system given below and express all the reactances in per unit system.
$G_1$,$G_2$: 10MVA, 11.5KV, 10%
$G_3$: 15MVA, 11.5KV, 12%
$T_1$,$T_2$: 10MVA, 11/66KV, 10%
$T_3$: 15MVA, 11/66, 15%
$T_4$: 35 MVA, 66/11KV, 18%
$L_1=L_2=L_3=L_4=j20\,\Omega/\text{ph}$
[IMAGE: Single-line diagram of the three-phase power system referred to in the question (generators, transformers, line(s), motors/load) (figure from the original paper, not extracted).] - 2069 PoushChapter 3: Computational Technique3.2 Impedance and Reactance DiagramClick to unlock premiumSee the full question with a premium plan
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Single Line Diagram
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Complex Powers
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Direction of Power Flow
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Per Unit System; Advantage and Applications
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