Two spheres of lead, of radii 2 and 3 in., respectively, are melted into a cylinder of revolution of radius 1 in. Find the altitude of the cylinder.
The 10-kN cylinder shown in Fig. P-514 is held at rest on the 30° incline by a weight P suspended from a cord wrapped around the cylinder. If slipping impends, determine P and the coefficient of friction.
Find the weight of the heaviest circular cylinder can be cut from a 16-lb shot.
A solid cylinder of diameter d carries an axial load P. Show that its change in diameter is 4Pν / πEd.
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