Determine Total (i.e., equivalent) load The line current Ia at the generator ter

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Determine Total (i.e., equivalent) load The line current Ia at the generator terminal The total complex power provided by the generator Two three-phase generators are supplying the same load bus. as shown in Figure P2.28. Both generators produce balanced voltages of abc phase sequence. Use Va= the reference voltages for the left and right generators in the figure, A three-phase, 60Hz, wye-connected synchronous generator has balanced line-to-line voltages of 480 V at its terminals. The generator is supplying power to two balanced and delta connected, three-phase loads. The first load is made up of three 12ang40degree Ohm impedances, while the second load is made up of three 18ang80degree Ohm impedances. Use a phase voltage of va = 277.1281ang0degree V (since Va -480/ 3V = 277.1281 V). Determine the following: Total (i.e.. equivalent) load impedance per phase (i.e., line to neutral) The line current at the generator terminal The total complex power provided by the generator The total complex power provided by the generator. A three-phase, 60 Hz, wye-connected synchronous generator has balanced line-to-line voltages of 480 V at its terminals. The generator is supplying power to two balanced and delta connected, three-phase loads. The first load is made up of three I5ang-30degree Ohm impedances. while Total (i.e., equivalent) load impedance per phase (i.e., line to neutral). The line current la at the generator terminal. Use a phase voltage of Va = 277.1281ang0degree (since 480/ 3V = 277.1281 V). The total complex power provided by the generator. 15 MW total load is fed by a 138kV power line at a 0.85 lags The line currents Ia, Ib, and Ic. The total (i.e., three-phase) average power in watts Consider the balanced and delta-connected three-phase load that is shown in Figure P2.16. Assume that each impedance is 3+j6 Ohm and that the load is supplied by a balanced three-phase source where Vab = 12,470ang30degree V so that Va=Vab (In other words, line voltages lead phase currents Ia, Ib, and Ic. The total (i.e., three-phase) average power in watts

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