The numerically-analytical technique for solving a non-stationary heat-conduction problem in locally inhomogeneous media (Q2831341)
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scientific article; zbMATH DE number 6647281
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | The numerically-analytical technique for solving a non-stationary heat-conduction problem in locally inhomogeneous media |
scientific article; zbMATH DE number 6647281 |
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2 November 2016
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integral representation of solutions
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locally inhomogeneous media
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The numerically-analytical technique for solving a non-stationary heat-conduction problem in locally inhomogeneous media (English)
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The author proposes to apply a combination of the splitting method, the boundary elements method, the step-by-step time scheme and the finite-discrete iteration procedure for the integral representation of the solution to a non-stationary heat conductivity problem for a domain with prescribed boundary Dirichlet conditions, and a sub-domain where the thermal properties depend on the coordinates. The proposed approach is analyzed with allowance for the coordinate-dependent heat conductivity and specific thermal capacity coefficients.
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