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A drive accelerates when the motor torque

  • A.exceeds the load torque
  • B.is less than the load torque at the speed the drive has currently reached
  • C.is exactly equal to the load torque at every speed within its range
  • D.is zero

Answer: A

Correct answer: exceeds the load torque

From \( J\,d\omega/dt = T - T_l \), a positive difference gives a positive acceleration. The magnitude of that acceleration depends on the inertia, but the fact of acceleration depends only on the sign of the difference. A deficit decelerates the drive, and equality holds it at whatever speed it has reached.

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