• A 120-V, 2400-rpm shunt motor has an armature resistance of 0.4 2 and a shunt field resistance of 160 2. The motor operates at its rated speed at full load and takes 14.75 A. The no-load current is 2 A. An external resistance of 80 Q is inserted in series with the shunt field winding instead of the armature circuit, determine (a) the motor speed, (2907 rpm) (b) the power loss in the external resistance, and (20 W) (c) the efficiency. (84.8%) • Assume that the flux is proportional to the square root of the field-winding current and the motor develops the same torque.

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• A 120-V, 2400-rpm shunt motor has an armature
resistance of 0.4 2 and a shunt field resistance of 160 2.
The motor operates at its rated speed at full load and
takes 14.75 A. The no-load current is 2 A. An external
resistance of 80 Q is inserted in series with the shunt
field winding instead of the armature circuit, determine
(a) the motor speed, (2907 rpm)
(b) the power loss in the external resistance, and (20 W)
(c) the efficiency. (84.8%)
• Assume that the flux is proportional to the square root of
the field-winding current and the motor develops the
same torque.
Transcribed Image Text:• A 120-V, 2400-rpm shunt motor has an armature resistance of 0.4 2 and a shunt field resistance of 160 2. The motor operates at its rated speed at full load and takes 14.75 A. The no-load current is 2 A. An external resistance of 80 Q is inserted in series with the shunt field winding instead of the armature circuit, determine (a) the motor speed, (2907 rpm) (b) the power loss in the external resistance, and (20 W) (c) the efficiency. (84.8%) • Assume that the flux is proportional to the square root of the field-winding current and the motor develops the same torque.
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