Use the above result to find the steady-state motion of a damped harmonic oscillator that is driven by a periodic square-wave force of amplitude F0. In particular, find the relative amplitudes of the first three terms, A1, A3, and A5 of the response function x(t) in the case that the third harmonic 3ω of tire driving frequency coincides with the frequency ω0 of the undamped oscillator. Let the quality factor Q = 100.
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