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ElectricalPower System
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For a single line to ground fault the zero sequence current is given by j3 pu. The current carried by the neutral during the fault is

A

j1 pu

B

j3 pu

C

j9 pu

D

j6 pu

Correct Answer

⚙️ TE • Technical Direct FormulaElectricalPower System
Option C

j9 pu

Quick Summary:

Given: Zero sequence current I0 = j3 pu for a single line to ground fault.

📐MAMath SolutionDirect Formula
📋 Given

Zero sequence current I0 = j3 pu for a single line to ground fault.

🔢 Formula Used

In=3I0I_n = 3 I_0In​=3I0​

🔢 Step-by-Step Solution
1

Identify Fault Current Relationship

In a Single Line to Ground (SLG) fault, the neutral current (InI_nIn​) is the sum of the sequence currents of the three phases (Ia,Ib,IcI_a, I_b, I_cIa​,Ib​,Ic​). By symmetrical component theory, Ia=I0+I1+I2I_a = I_0 + I_1 + I_2Ia​=I0​+I1​+I2​.

In=Ia+Ib+Ic=3I0I_n = I_a + I_b + I_c = 3I_0In​=Ia​+Ib​+Ic​=3I0​

2

Substitute Given Values

We are given the zero sequence current I0=j3I_0 = j3I0​=j3 pu. Substituting this into the formula for neutral current:

In=3×(j3)=j9 puI_n = 3 \times (j3) = j9 \text{ pu}In​=3×(j3)=j9 pu

3

Final Calculation

Multiplying the scalar 3 by the imaginary value j3j3j3 results in j9j9j9 pu.

In=j9 puI_n = j9 \text{ pu}In​=j9 pu

✅

C is correct because the neutral current during a single line to ground fault is equal to three times the zero sequence current, calculated as 3×j3=j93 \times j3 = j93×j3=j9 pu.

Core Concepts Used
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Symmetrical Components Single Line to Ground Fault Zero Sequence Current
💡 EXAM TIP

This relationship is specific to SLG faults; for double line to ground faults, the zero sequence network and neutral current behavior change significantly based on the grounding impedance.

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