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Question

Physics Question on Oscillations

In forced oscillation of a particle the amplitude is maximum for a frequency ω1\omega_1 of the force, while the energy is maximum for a frequency ω2\omega_2 of the force, then

A

ω1=ω2\omega_1 = \omega_2

B

ω1>ω2\omega_1 > \omega_2

C

ω1<ω2\omega_1 < \omega_2 when damping is small and ω1>ω2\omega_1 > \omega_2 when damping is large

D

ω1<ω2\omega_1 < \omega_2

Answer

ω1=ω2\omega_1 = \omega_2

Explanation

Solution

Both amplitude and energy get maximised when the frequency is equal to the natural frequency. This is the condition of resonance. ?1=?2?_1 = ?_2