The masses of the slender bar and the homogeneous disk are m and md respectively. The spring is unstretched when θ = 0. Assume that the disk rolls on the horizontal surface.
(a) Show that the motion of the system is governed by the equation
(b) If the system is in equilibrium at the angle θ = θe and = θ – θ e, show that the equation governing small vibrations relative to the equilibrium position is
(See Example 21.2.)
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