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In this manuscript, the generalized thermoelastic diffusion theory is modified by using fractional derivatives. The revised equation is employed to study a two‐dimensional problem of the axisymmetric temperature distribution during a half space with a permeating substance in touch with the bounding plane. The surface of the half space is taken into account to be traction‐free and subject to an axisymmetric...
We consider an infinitely long cylinder, whose inner and outer surfaces are subjected to known surrounding temperatures and are traction free. The problem is in the context of the fractional order thermoelasticity theory. The medium is assumed to be initially quiescent.
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