Let the split ring in Problem 10.47 be rounded on the inside surface so as to apply a line load at the center of the ring. Determine the maximum principal stresses at the inner radius of the cylinder.
Problem 10.47
A thin-wall cylinder is made of an aluminum alloy (E = 72.0 MPa and v = 0.33), has an outside diameter of J m, and has a wall thickness of 5 mm. A split ring with square cross section 20 mm on a side is tightened on the cylinder until the stress in the split ring is 100 MPa. Assume that the split ring applies two line loads separated by the 20-mm dimension of the ring. Determine the principal stresses at the inner radius of the cylinder below the centerline of the split ring.
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