A 3 MVA 3-phase Y-connected round rotor synchronous generator operates synchronously to a 6.6 kV (phase-to-line or line voltage) / 50 Hz network. ŞSynchronous Its reactance is given as Xs = 5 0 and its armature resistance RA = 0.5 0. The generator draws 200 kVar reactive power from the grid and 1 MW of active power is supplied to the grid. gives. The value of wind friction and iron losses of the generator is 55kW S = 3V¸1, a.) Find the internal power factor angle (the angle between EA and Ia, Y) and the power angle (the angle between Ea and Vø, 6). b.) Find the voltage regulation wwww w c.) Find the amount of power (Pcony) converted into electrical energy. mwwwW

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A 3 MVA 3-phase Y-connected round rotor synchronous generator operates synchronously to a 6.6
kV (phase-to-line or line voltage) / 50 Hz network. Synchronous
wwww m
Its reactance is given as Xs = 5 Q and its armature resistance RA = 0.5 Q. The generator draws 200
kVar reactive power from the grid and 1 MW of active power is supplied to the grid.
gives. The value of wind friction and iron losses of the generator is 55kW
S = 3V,!,
a.) Find the internal power factor angle (the angle between EA and la, Y) and the power angle
(the angle between Ea and Vø, 6).
b.) Find the voltage regulation
c.) Find the amount of power (Pconv) converted into electrical energy.
d.) Find the efficiency of the generator
wmww mw
ww
Transcribed Image Text:A 3 MVA 3-phase Y-connected round rotor synchronous generator operates synchronously to a 6.6 kV (phase-to-line or line voltage) / 50 Hz network. Synchronous wwww m Its reactance is given as Xs = 5 Q and its armature resistance RA = 0.5 Q. The generator draws 200 kVar reactive power from the grid and 1 MW of active power is supplied to the grid. gives. The value of wind friction and iron losses of the generator is 55kW S = 3V,!, a.) Find the internal power factor angle (the angle between EA and la, Y) and the power angle (the angle between Ea and Vø, 6). b.) Find the voltage regulation c.) Find the amount of power (Pconv) converted into electrical energy. d.) Find the efficiency of the generator wmww mw ww
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