Abstract
We solve the problem of full diffusion homogenization of bimetallic samples of finite thickness. In the special case when the thickness of one of the materials is small, we obtain an approximate analytic solution. Numerical analysis enables us to construct the concentration distribution, the relative volume change of the sample, and also the stress and deformation distribution at various moments of time. We determine the full homogenization time and the relative volume change as a function of the relative thickness of the initial samples.
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