Abstract
Thermoelastic interactions caused in a homogeneous and isotropic unbounded body with a spherical cavity due to harmonically varying thermal field applied to the stress-free boundary of the cavity are considered. A unified system of governing equations that includes among its particular cases the field equations of the conventional as well as generalized thermoelasticity theories is employed. Closed form expressions for the temperature, displacement, and stress fields are obtained. Numerical results for a steel material are presented.
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