The quasi-stationary approximation for the Stefan problem with a convective boundary condition

A. D. Solomon
D. G. Wilson
V. Alexiades

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Publication date

January 1984

DOI

10.1155/S0161171284000612

Publisher

Hindawi Limited

Journal

International Journal of Mathematics and Mathematical Sciences

Abstract

We show that the solution to the Stefan problem with a convective boundary condition tends to the quasi-stationary approximation as the specific heat tends to zero. Additional properties of the approximation are given, and some examples are presented

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The quasi-stationary approximation for the Stefan problem with a convective boundary condition

Abstract

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The quasi-stationary approximation for the Stefan problem with a convective boundary condition

Abstract

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