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A solid flywheel of 20 kg mass and 120 mm radius revolves at 600 r.p.m. With what force must a brake lining be pressed against it for the flywheel to stop in 3 s, if the coefficient of friction is 0.1? |
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Answer» `DELTAK = (Iomega^2)/2=(mr^2omega^2)/4, W_r=Tl=muNv_(av)t=(muNomegart)/2` Hence `N = (mromega)/(2mut)=(pi m rn)/(mut)` Try to solve this problem with the aid of the FUNDAMENTAL EQUATION of rotational dynamics of a rigid body. |
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