Correct Answer - Option 4 : For a speed more than the base speed of a DC motor, the armature voltage is varied to control the speed while armature and field currents are maintained constant
The relationship given below gives the speed of a D.C. motor:
\(N = \frac{{V - {I_a}{R_a}}}{{K\varphi }}\)
From this equation we can say that the speed of a D.C. motor depends on:
- Supply voltage, V
- The armature circuit resistance, Ra
- The field flux (φ) which is produced by the field current
Observations:
- We can control the speed of the D.C motors by varying the applied voltage to the armature. Hence statement (1) is correct.
- Since the field current produces the flux, and if we control the field current the speed can be controlled. Therefore, Statement (2) is correct.
- The speed of a DC motor can be varied by controlling the torque demand, which corresponds to an armature current (Ia) for a fixed field current (If). Hence Statement (3) is correct.
- For a speed, less than the base speed, the armature current, and field currents are maintained constant to meet the torque demand and the armature voltage (Va) is varied to control the speed.
- For a speed more than base speed, the field current is varied to control the speed while armature voltage is maintained constant.
∴ Statement (4) is incorrect.