Abstract
Within the framework of investigation, a general solution to the field equations of micropolar thermodiffusive elastic medium for two-dimensional problem based on the concept of Lord and Shulman [1] theory are obtained by employing Laplace and Fourier transforms. The application of distributed sources has been considered to show the utility of the problem. The transformed components of displacement, stress, temperature distribution and chemical potential distribution are inverted numerically using a numerical inversion technique. Impact of relaxation time, diffusion and micropolarity on these resulting quantities are presented graphically. Some special cases of interest are also deduced from present investigation.
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