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1) When a harmonic oscillator is subjected to a constant force F, its equilibrium point shifts by (F/k) but the motion remains simple harmonic. 2) Under a time-dependent periodic driving force F(t), the motion of an undamped oscillator is the sum of two simple harmonic motions - one at the natural frequency of the oscillator and one at the frequency of the driving force. 3) For a damped oscillator under a periodic driving force, the steady state solution lags the driving force by a phase angle and has an a

Author

pusa123

Language

EN