The conveyer belt moves parts, each with mass m, at a constant speed υ0. When the parts get to A, they begin moving over a circular path of radius ρ. If the coefficient of static friction between the belt and the parts is μs, determine the angle θ at which the parts will start to slide on the belt. Neglect the size of the parts. After determining θ in terms of μs, υ0, ρ,and g, evaluate θ for μs = 0.6, υ0 = 3 mph, and ρ = 14 in.
Figure P3.83
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