derive the differential equation for a damped oscillator and solve it
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resistive force of medium which is proportional to velocity and opposite to the direction of velocity, i.e. F2 = –bv The net force acting on the load is, F = Fx1 + F2 = – ky –bv. Therefore the equation of motion of load is, This is the required differntial equation of motion of damped oscillations.
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