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ElectricalPower System
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The following sequence currents were recorded in a power system under a fault condition IтВЪтВТтВЫс╡втВЬс╡вс╡етВС = j1.923 pu, IтВЩтВСgтВРтВЬс╡вс╡етВС = тАУ j0.8 pu, IzтВСс╡гтВТ = тАУ j1.246 pu.The fault is

A

Line to ground

B

Line to line

C

Line to line to ground

D

Three-phase

Correct Answer

тЪЩя╕П TE тАв Technical Symmetrical Components AnalysisElectricalPower System
Option C

Line to line to ground

Quick Summary:

{"type":"reasoning","methodBadge":"Symmetrical Components Analysis","trick":"For a fault to be Double Line to Ground (LLG), all three sequence components (positive, negative, and zero) must be non-zero and present, unlike LG (all equal) or LL (zer...

ЁЯзйREReasoning SolutionSymmetrical Components Analysis
тЪб Quick Shortcut Trick

For a fault to be Double Line to Ground (LLG), all three sequence components (positive, negative, and zero) must be non-zero and present, unlike LG (all equal) or LL (zero sequence is zero).

ЁЯУК Diagram / Illustration
Ipos != 0Ineg != 0Izero != 0Result: Line-to-Line-to-Ground Fault
ЁЯзй Logic Steps
1

Check sequence presence

Observe that Ipositive = j1.923, Inegative = -j0.8, and Izero = -j1.246. Since all three components are non-zero, the fault must involve the ground and at least two lines.

2

Evaluate fault constraints

In an LG fault, Ipositive = Inegative = Izero. In an LL fault, Izero = 0 and Ipositive = -Inegative. Since none of these conditions are met, it satisfies the criteria for an LLG fault.

ЁЯЪл Why Other Options Are Wrong
тЬЕ

C is correct because the presence of all three non-zero sequence components is the unique signature of an unsymmetrical double line-to-ground fault.

Core Concepts Used
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Symmetrical Components Unbalanced Faults Sequence Networks
ЁЯТб EXAM TIP

Always remember: If zero-sequence current is zero, the fault is either LL or 3-phase. If zero-sequence is non-zero, it must involve the ground.

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