The circular motion of a particle with constant speed is_
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periodic but not SHM.
Explanation:
- For a motion to be SHM, it has to be small amplitude and the acceleration is proportional to the displacement of the particle and directed against its displacement . Here the acceleration has centripetal and tangential components (here zerosince uniform circular motion) but has no variation with particle displacement hence can be oscillatory but not in SHM.
- In circular motion of a particle with constant speed, particle repeats its motion after a regular interval of time but does not oscillate about a fixed point. So, motion of particle is periodic but not simple harmonic.
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In circular motion of a particle with constant speed, particle repeats its motion after a regular interval of time but does not oscillate about a fixed point. So, motion of particle is periodic but not simple harmonic.
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