Figure 1 shows the schematic diagram of a three phase radial transmission system. The ratings and reactance of various components are as shown, along with the nominal transformer rated line voltage. Convert the schematic into an equivalent per unit circuit by using a base of 250 MVA and voltage reference as 40 kV at Zone C. Subsequently, calculate the new per unit reactance for all zones and load current at the receiving busbar.

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QUESTION 1
Figure 1 shows the schematic diagram of a three phase radial transmission system. The
ratings and reactance of various components are as shown, along with the nominal
transformer rated line voltage. Convert the schematic into an equivalent per unit circuit
by using a base of 250 MVA and voltage reference as 40 kV at Zone C. Subsequently,
calculate the new per unit reactance for all zones and load current at the receiving busbar.
(Zone C)
VBnew =40 kV
(Zone A)
(Zone B)
Vs
Vg = 33 kV
GA
11 kV 132 kV
Lc
134 kV 35 kV
100 MW
0.8 p.f.
lagging
j50 2
TA
150 MVA
X= 10 %
TB
120 MVA
200 MVA
10.8 kV
X= 12 %
X= 12 %
Te
50 MVA
X= 15 %
11 kV
10 MW
0.85 pf.
lagging
(Zone D)
Figure 1
32 kVy 11 kV
Transcribed Image Text:QUESTION 1 Figure 1 shows the schematic diagram of a three phase radial transmission system. The ratings and reactance of various components are as shown, along with the nominal transformer rated line voltage. Convert the schematic into an equivalent per unit circuit by using a base of 250 MVA and voltage reference as 40 kV at Zone C. Subsequently, calculate the new per unit reactance for all zones and load current at the receiving busbar. (Zone C) VBnew =40 kV (Zone A) (Zone B) Vs Vg = 33 kV GA 11 kV 132 kV Lc 134 kV 35 kV 100 MW 0.8 p.f. lagging j50 2 TA 150 MVA X= 10 % TB 120 MVA 200 MVA 10.8 kV X= 12 % X= 12 % Te 50 MVA X= 15 % 11 kV 10 MW 0.85 pf. lagging (Zone D) Figure 1 32 kVy 11 kV
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