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INDUCTION MOTORS

                                     INDUCTION MOTORS                     6.11





























                    FIGURE 6.13 Induction motor torque-speed characteristic curve.

            and mechanical speed change linearly with the load. The second region is the moderate-slip
            region. The peak torque (the pullout torque) of the motor occurs in this region. The third region
            is the high-slip region. In this region, the induced torque decreases with increasing load.
            Typically, the pullout torque is about 200 to 250 percent of the rated full-load torque of the
            machine. The starting torque (at zero speed) is about 150 percent of the full-load torque.


            Comments on the Induction Motor Torque-Speed Curve

            1. There is no induced torque at synchronous speed.
            2. The torque-speed curve is linear between no load and full load. In this range, the rotor
              reactance is much smaller than the rotor resistance, so the rotor current, magnetic field,
              and induced torque varies linearly with slip.
            3. There is a maximum possible torque that the motor cannot exceed. This torque is called the
              pullout torque or breakdown torque and is 2 to 3 times the rated full torque of the motor.
            4. The starting torque is about 150 percent of the full-load torque. The motor can start
              carrying any load that it normally handles at full power.
            5. The motor torque is proportional to the square of the applied voltage.
            6. If the motor turns backward, the induced torque will stop the rotor quickly and will try
              to rotate it in the opposite direction. Since switching any two of the stator phases will
              reverse the direction of magnetic field rotation, this fact can be used to stop motors
              quickly. This technique is known as plugging.
            7. If the motor is driven beyond synchronous speed, it will operate as an induction gener-
              ator (Fig. 6.14).
            8. The variation of power converted to mechanical form (P       ) is shown in Fig. 6.15.
                                                     conv  ind  m


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