Abstract
The present paper concerns with the investigation of the stress, temperature and magnetic fields in an isotropic temperature-rate dependent viscoelastic cylinder of infinite length placed in a primary magnetic field when the curved surface of the cylinder is subjected to a periodic loading. The material of the cylinder is taken to be of Kelvin–Voigt solid and the generalised theory of thermoelasticity proposed by Green and Lindsay[1] is applied to account for finite velocity of heat propagation. Numerical values of stress and temperature fields at various points of the cylindrical medium and numerical values of the perturbed magnetic field in the surrounding free space are computed for an appropriate material and the results are displayed graphically to illustrate the problem.
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