In a Ward-Leonard speed control system, a 1000 kW, 450 V, variable speed motor is driven by a 1500 kW generator. The total resistance of the motor and generator armature circuit is 7 m2. The motor rotates at a nominal speed of 250 rpm, when Eo is 450 V. Calculate The power to the motor armature. (Es is 376 V and Eo = 336 V)
In a Ward-Leonard speed control system, a 1000 kW, 450 V, variable speed motor is driven by a 1500 kW generator. The total resistance of the motor and generator armature circuit is 7 m2. The motor rotates at a nominal speed of 250 rpm, when Eo is 450 V. Calculate The power to the motor armature. (Es is 376 V and Eo = 336 V)
Introductory Circuit Analysis (13th Edition)
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![In a Ward-Leonard speed control system, a 1000
kW, 450 V, variable speed motor is driven by a
1500 kW generator. The total resistance of the
motor and generator armature circuit is 7 m2.
The motor rotates at a nominal speed of 250
rpm, when Eo is 450 V. Calculate The power to
the motor armature. (Es is 376 V and Eo = 336 V)](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F4072da45-3acf-4518-80ac-bb45f18aed81%2F27fa4101-e818-45a9-8e7c-26f208cc91a7%2Fm80idt3.jpeg&w=3840&q=75)
Transcribed Image Text:In a Ward-Leonard speed control system, a 1000
kW, 450 V, variable speed motor is driven by a
1500 kW generator. The total resistance of the
motor and generator armature circuit is 7 m2.
The motor rotates at a nominal speed of 250
rpm, when Eo is 450 V. Calculate The power to
the motor armature. (Es is 376 V and Eo = 336 V)
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