When a damping force is applied to a simple harmonic oscillator which has period T0 in the absence of damping, the new period T is such that: A)T T0. D)($ \omega $T $ \omega $0T0.)

Question

When a damping force is applied to a simple harmonic oscillator which has period T0 in the absence of damping, the new period T is such that: A)T < T0. B)T = T0. C)T > T0. D)($ \omega $T < $ \omega $T0.) E)($ \omega $T > $ \omega $0T0.)

Quizplus · Accepted Answer

When a damping force is applied, the system becomes an underdamped oscillator, and the period of oscillation increases compared to the undamped case.

When a Damping Force Is Applied to a Simple Harmonic ω \omega ω

When a Damping Force Is Applied to a Simple Harmonic $\omega$