Only three iteration using Gauss-Seidel Method in part 2. Please show complete process. Consider the power system given below: A в D 5MW pf=0.9 lagging Zn=10+j100 13.2kV 5MVA 13.2A-132YKV 10MVA 138A-69YKV X,=10% Xz=8% 1) Assume the generator voltage is set at 10% above its rated value, and the load connected to bus D is equal to 5 MW at a pf of 0.9 lagging. Compute the per-unit model for the above system. 2) Compute the load voltage (Bus D). 3) Compute the active and reactive power supplied by Bus A. 4) Compute the active and reactive losses. Note: Use Base 10MVA, 66 KV at load. Only three iteration using Gauss-Seidel Method in part #2.

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Only three iteration using Gauss-Seidel Method in part 2. Please show complete process.
Consider the power system given below:
A
в
D
5MW
pf=0.9
lagging
Zn=10+j100
13.2kV
5MVA
13.2A-132YKV
10MVA
138A-69YKV
X,=10%
Xz=8%
1) Assume the generator voltage is set at 10% above its rated value, and the load
connected to bus D is equal to 5 MW at a pf of 0.9 lagging. Compute the per-unit
model for the above system.
2) Compute the load voltage (Bus D).
3) Compute the active and reactive power supplied by Bus A.
4) Compute the active and reactive losses.
Note: Use Base 10MVA, 66 KV at load.
Only three iteration using Gauss-Seidel Method in part #2.
Transcribed Image Text:Only three iteration using Gauss-Seidel Method in part 2. Please show complete process. Consider the power system given below: A в D 5MW pf=0.9 lagging Zn=10+j100 13.2kV 5MVA 13.2A-132YKV 10MVA 138A-69YKV X,=10% Xz=8% 1) Assume the generator voltage is set at 10% above its rated value, and the load connected to bus D is equal to 5 MW at a pf of 0.9 lagging. Compute the per-unit model for the above system. 2) Compute the load voltage (Bus D). 3) Compute the active and reactive power supplied by Bus A. 4) Compute the active and reactive losses. Note: Use Base 10MVA, 66 KV at load. Only three iteration using Gauss-Seidel Method in part #2.
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