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Solution of a class of heat conductivity problems in the domain with moving boundary by the method of splitting the generalized integral Fourier transformation - MaRDI portal

Solution of a class of heat conductivity problems in the domain with moving boundary by the method of splitting the generalized integral Fourier transformation (Q2719513)

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scientific article; zbMATH DE number 1609748
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English
Solution of a class of heat conductivity problems in the domain with moving boundary by the method of splitting the generalized integral Fourier transformation
scientific article; zbMATH DE number 1609748

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    25 June 2001
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    problem of nonstationary heat conductivity
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    Solution of a class of heat conductivity problems in the domain with moving boundary by the method of splitting the generalized integral Fourier transformation (English)
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    In the paper an analytical method is proposed for the solution of a generalized boundary value problem of nonstationary heat conductivity. It is assumed that in the domain of definition of the problem the boundary is moving by linear law and the heat exchange coefficient is changing in time.
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