The uniform disk of radius R = 0.8 ft and weight W = 20 lb is pin-connected to the link AB and is pulled on its periphery by a force P via a rope that is wrapped around the disk. The coefficient of kinetic friction between the disk and the surface on which it sits is μk = 0.5. Neglect the mass of link A B and assume that μs is insufficient to prevent slipping.
For P = 25 lb and θ = 90°, determine the angular acceleration of the disk αd and the number of revolutions for it to achieve an angular velocity of ωd = 45 rad/s, assuming that the disk starts from rest.
Figure P7.32
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