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On temperature distributions in a semi-infinite periodically stratified layer
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R. KULCHYTSKY-ZHYHAILO and S.J. MATYSIAK |
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The paper presents some problems of heat conduction in a semi-infinite periodically stratified layer. The layer is subjected to acting
a constant temperature on the part of boundary, normal to the layering. The free heat exchange with surroundings is assumed on the remaining
part of the boundary. The composite layer is supposed to be composed of n periodically repeated two-component lamina. The problem is solved
in two ways: (10) directly as a heat conduction problem, (20) by using model with microlocal parameters [1,2]. The main aim of the paper is a
comparison of the obtained results and to conclude possibilities of applications of the homogenized model with microlocal parameters. |
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Keywords: |
temperature distribution, heat conduction, semi-infinite periodically stratified
layer
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