The disk D, which has mass m, center of mass G, and radius of gyration kG,is at rest on a flat horizontal surface when the constant moment M is applied to it. The disk is attached at its center to a vertical wall by a linear elastic spring of constant k.The spring is unstretched when the system is at rest. Assuming that the disk rolls without slipping and that it has not yet come to a stop, determine the angular velocity of the disk after its center G has moved a distance d. After doing so, determine the distance ds that the disk moves before it comes to a stop.
Figure P8.18
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