Question:

Critical speed of shaft corresponds to:

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Critical speed = Natural frequency of lateral vibration of the shaft. It leads to resonance and high vibrations if not controlled.
Updated On: Jun 21, 2025
  • Zero angular velocity
  • Natural frequency of lateral vibration
  • Highest rpm
  • No damping
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The Correct Option is B

Solution and Explanation

Critical speed of a rotating shaft is the speed at which the shaft's rotational frequency matches its natural frequency of lateral (transverse) vibration.
When this happens, resonance occurs, leading to a significant increase in vibration amplitude, which can cause damage or failure.
At this critical speed:
- The system experiences dynamic instability due to resonance.
- The lateral deflection becomes large even if the imbalance is small.
Incorrect options:
- (1) Zero angular velocity means the shaft is not rotating — not relevant to critical speed.
- (3) Highest RPM might be beyond critical speed but doesn’t define it.
- (4) Damping affects the amplitude at resonance but isn’t what defines critical speed.
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