A problem of Reissner-Sagoci type for an elastic cylinder embedded in an elastic half-space |
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Authors: | R.S. Dhaliwal B.M. Singh I.N. Sneddon |
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Affiliation: | Department of Mathematics and Statistics, The University of Calgary Canada;Department of Mathematics, The University of Glasgow Scotland |
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Abstract: | The problem considered is that of the torsion of an elastic cylinder which is embedded in an elastic half-space of different rigidity modulus. It is assumed that there is perfect bonding at the common cylindrical surface and also that the torque is applied to the cylinder through a rigid disk bonded to its flat surface. The problem is reduced, by means of the use of integral transforms and the theory of dual integral equations to that of solving a Fredholm integral equation of the second kind. The results obtained by solving this equation are exhibited graphically in Fig. 2. |
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