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... of thin inclusion. While modelling the bodies with thin inhomogeneity the principle of coupling the continua of different dimension [11] is often used. The essence of it is in the displacement of the thin inclusion of some volume by some discontinuous surface of the stress fields, displacements, temperature, electric or magnetic potentials, etc. (Fig. 1). The most often this surface is chosen as the medium surface of this inhomogeneity. The inclusion is excluded from the analysis as the geometric unit and it is assumed, that its effect is treated as formation of some surface in the body (in two-dimension tasks) of the physical-mechanical fields discontinuity line. Here according to the ...
Context 2
... of thin inclusion. While modelling the bodies with thin inhomogeneity the principle of coupling the continua of different dimension [11] is often used. The essence of it is in the displacement of the thin inclusion of some volume by some discontinuous surface of the stress fields, displacements, temperature, electric or magnetic potentials, etc. (Fig. 1). The most often this surface is chosen as the medium surface of this inhomogeneity. The inclusion is excluded from the analysis as the geometric unit and it is assumed, that its effect is treated as formation of some surface in the body (in two-dimension tasks) of the physical-mechanical fields discontinuity line. Here according to the ...
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