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Problem 1: (a)A thick-walled cylinder, made from a homogeneous and isotropic elastic material, has an inner radius a and outer radius b. The cylinder is subjected to an internal pressure pi, and is under plane stress conditions. In this case the displacement field is of interest is given by and the stress field of interest is given by C2 C2 where, with (E and v) denoting the Youngs modulus and the Poissons Ratio. EA EB Show that b2 b2 (b/a)2-1) (1 + rg) Pi (b/a)2-1) (1-rg),ow Determine the radial location where ơrr and ơee have their maximum magnitude. Symboli- cally calculate these values in terms of a, b, pi (b) The cylinder of a hydraulic jack has a bore of 150 mm and is required to operate upto an internal pressure of 13.8 MPa. Determine the outer diameter for the hydraulic jack if the maximum tensile stress in the material cannot exceed 41.4 MPa.

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