Question #65502

A simple harmonic motion is represented by tatxw=cos)( Obtain expressions for velocity and acceleration of the oscillator. Also, plot the time variation of displacement, velocity and acceleration of the oscillator.
1

Expert's answer

2017-03-04T11:49:06-0500

Answer on Question #65502, Physics / Mechanics | Relativity

A simple harmonic motion is represented by x(t)=costx(t) = \cos t . Obtain expressions for velocity and acceleration of the oscillator. Also, plot the time variation of displacement, velocity and acceleration of the oscillator.

Solution

v(t)=dx(t)dt=sintv (t) = \frac {d x (t)}{d t} = - \sin ta(t)=dv(t)dt=costa (t) = \frac {d v (t)}{d t} = - \cos t


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