Unsteady Heat Conduction Problem for a Plane with a Crack at the Interface between Two Inhomogeneous Materials

An unsteady heat conduction problem is studied in a plane consisting of two half-planes filled with different inhomogeneous materials with exponential internal thermal conductivities. It is assumed that there is a crack at the boundary of the half-planes, i.e., inhomogeneous transmission conditions...

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Veröffentlicht in:	Computational mathematics and mathematical physics 2021-11, Vol.61 (11), p.1800-1810
Hauptverfasser:	Glushko, A. V., Loginova, E. A.
Format:	Artikel
Sprache:	eng
Schlagworte:	Asymptotic series Computational Mathematics and Numerical Analysis Conduction heating Conductive heat transfer Fourier transforms Heat flux Initial conditions Laplace transforms Mathematical analysis Mathematics Mathematics and Statistics Partial Differential Equations Representations Thermodynamics Unsteady heat conduction
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