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A Convergence result for a Stefan problem with phase relaxation by Recupero, Vincenzo is a scholarly article available to read on EtoBox.

What is A Convergence result for a Stefan problem with phase relaxation about?

In this paper we consider the model of phase relaxation introduced in [22], where an asymptotic analysis is performed toward an integral formulation of the Stefan problem when the relaxation parameter approaches zero. Assuming the natural physical assumption that the initial condition of the phase is constrained, but taking more general boundary conditions, we prove that the solution of this relaxed model converges in a stronger way to the solution of the classical weak Stefan problem.

Author

Recupero, Vincenzo

Published

2024

Language

EN