A 200 – MVA, 15/200 kV single-phase power transformer has a per – unit resistance of 1.2 percent and a per-unit reactance of 5 percent (data taken from the transformer's nameplate). The magnetizing impedance is j80 per unit. a. Find the equivalent circuit referred to the low-voltage side of this transformer. b. Calculate the voltage regulation of this transformer for a full-load current at power factor of 0.8 lagging. c. Assume that the primary voltage of this transformer is a constant 15 kV. And plot the secondary voltage as a function of load current for currents from no load to full load. Repeat this process for power factors of 0.8 lagging, 1.0, and 0.8 leading.
A 200 – MVA, 15/200 kV single-phase power transformer has a per – unit resistance of 1.2 percent and a per-unit reactance of 5 percent (data taken from the transformer's nameplate).
The magnetizing impedance is j80 per unit.
a. Find the equivalent circuit referred to the low-voltage side of this transformer.
b. Calculate the voltage regulation of this transformer for a full-load current at power
factor of 0.8 lagging.
c. Assume that the primary voltage of this transformer is a constant 15 kV. And plot the
secondary voltage as a function of load current for currents from no load to full load.
Repeat this process for power factors of 0.8 lagging, 1.0, and 0.8 leading.
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