The single-line diagram of a simple three-phase balanced power system with the components ratings is shown in the figure below: 400MVA 13.8/132KV X1= 10% T1 AL JB T3 Transmission Line T2 j750 500MVA 600MVA 13.2KV 132/33KV Load Xs = 150% 300MVA X1 = 12% 13.8/132KV X1 = 7.5% The load at D is 400MVA at 30kV and 0.8 p.f. lagging. Choose a base of 500MVA and 33kV at the load circuit. (a) Determine the per-unit quantities and draw the per unit impedance diagram for this system. (b) Calculate the line voltage (in kV) at bus B and the complex power at the sending end of the transmission line.

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The single-line diagram of a simple three-phase balanced power system with the components ratings is shown in
the figure below:
400MVA
13.8/132KV
X1 = 10%
T1
AL
JB
T3
Transmission Line
T2
j750
500MVA
600MVA
13.2KV
132/33KV
Load
Xs = 150%
300MVA
X1 = 12%
13.8/132KV
X1 = 7.5%
The load at D is 400MVA at 30kV and 0.8 p.f. lagging. Choose a base of 500MVA and 33kV at the load circuit.
(a) Determine the per-unit quantities and draw the per unit impedance diagram for this system.
(b) Calculate the line voltage (in kV) at bus B and the complex power at the sending end of the transmission line.
Transcribed Image Text:The single-line diagram of a simple three-phase balanced power system with the components ratings is shown in the figure below: 400MVA 13.8/132KV X1 = 10% T1 AL JB T3 Transmission Line T2 j750 500MVA 600MVA 13.2KV 132/33KV Load Xs = 150% 300MVA X1 = 12% 13.8/132KV X1 = 7.5% The load at D is 400MVA at 30kV and 0.8 p.f. lagging. Choose a base of 500MVA and 33kV at the load circuit. (a) Determine the per-unit quantities and draw the per unit impedance diagram for this system. (b) Calculate the line voltage (in kV) at bus B and the complex power at the sending end of the transmission line.
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