In a balanced $\Delta - \Delta$ circuit shown below, the source voltage $\mathrm { V } _ { \mathrm { ab } } = 655 \angle 0 ^ { \circ } \mathrm { V }$ (rms).The wire impedance is per phase. Find the $Z _ { W } = 15 + j 12$ and the phase impedance is $Z _ { \Delta } = 54 + j 48 \Omega$ per phase. Find the phase currents and line currents.

Question

In a balanced $\Delta - \Delta$ circuit shown below, the source voltage   $\mathrm { V } _ { \mathrm { ab } } = 655 \angle 0 ^ { \circ } \mathrm { V }$ (rms).The wire impedance is per phase. Find the $Z _ { W } = 15 + j 12$    and the phase impedance is $Z _ { \Delta } = 54 + j 48 \Omega$ per phase. Find the phase currents and line currents.

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The Answer of In a balanced $\Delta - \Delta$ circuit shown below, the source voltage   $\mathrm { V } _ { \mathrm { ab } } = 655 \angle 0 ^ { \circ } \mathrm { V }$ (rms).The wire impedance is per phase. Find the $Z _ { W } = 15 + j 12$    and the phase impedance is $Z _ { \Delta } = 54 + j 48 \Omega$ per phase. Find the phase currents and line currents.

In a Balanced Δ−Δ\Delta - \DeltaΔ−Δ Circuit Shown Below, the Source Voltage

In a Balanced $\Delta - \Delta$ Circuit Shown Below, the Source Voltage