7.17 A single-phase, 400 V, 60 Hz, series motor has the following standstill impedance at 60 Hz. Z₁ = 1.6+j10.0 (a) DC supply: The motor is connected to a 400 V de supply and rotates at 2000 rpm when loaded to draw a current of 20 A. Neglect rotational loss. Determine (i) The mechanical power developed. (ii) The efficiency. (b) AC supply: The motor is connected to a 10, 400 V, 60 Hz supply and loaded to draw a current of 20 A. Determine (i) The speed of the motor. (ii) The supply power factor. (iii) The mechanical power developed. (iv) The efficiency. (v) The starting torque. (Assume magnetic linearity.)

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7.17
A single-phase, 400 V, 60 Hz, series motor has the following standstill impedance at 60 Hz.
Z₁ = 1.6+j10.0
(a) DC supply: The motor is connected to a 400 V de supply and rotates at 2000 rpm when
loaded to draw a current of 20 A. Neglect rotational loss. Determine
(i) The mechanical power developed.
(ii) The efficiency.
(b) AC supply: The motor is connected to a 10, 400 V, 60 Hz supply and loaded to draw a current
of 20 A. Determine
(i) The speed of the motor.
(ii) The supply power factor.
(iii) The mechanical power developed.
(iv) The efficiency.
(v) The starting torque. (Assume magnetic linearity.)
Transcribed Image Text:7.17 A single-phase, 400 V, 60 Hz, series motor has the following standstill impedance at 60 Hz. Z₁ = 1.6+j10.0 (a) DC supply: The motor is connected to a 400 V de supply and rotates at 2000 rpm when loaded to draw a current of 20 A. Neglect rotational loss. Determine (i) The mechanical power developed. (ii) The efficiency. (b) AC supply: The motor is connected to a 10, 400 V, 60 Hz supply and loaded to draw a current of 20 A. Determine (i) The speed of the motor. (ii) The supply power factor. (iii) The mechanical power developed. (iv) The efficiency. (v) The starting torque. (Assume magnetic linearity.)
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