Abstract
Sudip Mondal
In the present article, the reference temperature dependency Lord{Shulman model of generalized thermoelasticity
with voids subjected to a continuous heat source in a half-space is discussed. The Laplace transform together with
eigenvalue approach technique is applied to nd a closed-form solution for the physical variables viz. distribution
of temperature, volume fraction eld, deformation and stress eld in the Laplace transform domain. The numerical
inversions of those physical variables in the space-time domain are carried out by using the Zakian algorithm for the
inversion of the Laplace transform. Numerical results are shown graphically and the results obtained are analyzed.<
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