Question 13.19: Induction Motor Speed A six-pole, three-phase induction moto...
Induction Motor Speed
A six-pole, three-phase induction motor has a full-load slip of 2% with the frequency of 60 Hz. Calculate the full-load speed of the motor.
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Using Equation (13.39), the synchronous speed of motor N_s is:
N=\frac{120 \cdot f}{P} (13.39)
N_{s}=\frac{120 \times \text { frequency }}{\text { No. of poles }}=\frac{60 s/min \times 60 r/ s}{6 / 2}=1200 rpm
Using Equation (13.41):
s=\frac{N_{s}-N}{N_{s}} (13.41)
N=N_{s}(1-s)=0.98 \times 1200=1176 r/min
In radians per second (see Equation (13.6)):
\omega=\frac{2 \pi N}{60}=\frac{\omega_m}{60} (13.6)
ω = 123.15 rad/s.
Full-load speed is 1176 rpm.
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