Abstract
The present theoretical study is concerned with the generation of stress in a spherically aeolotropic homogeneous solid continuum with a spherical cavity. The cavity surface is considered to be maintained at a fixed temperature. The infinite medium is supposed to have a heat source distributed exponentially and originating due to the absorption of radioactive and electromagnetic radiations occurring in it. The analytical expressions for temperature, displacement and stress are obtained by using an integral transform technique. Numerical values of the field quantities at various points of the medium at different instants of time are computed for an appropriate material in order to illustrate the applicability of the analytical study.
Published Version
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