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JOURNALS // Matematicheskoe modelirovanie // Archive

Matem. Mod., 2004 Volume 16, Number 8, Pages 50–58 (Mi mm319)

This article is cited in 1 paper

The asymptotic solution of weak nonlinear differential equation system “reaction-diffusion” type

A. V. Nesterov, O. V. Shuliko

Obninsk State Technical University for Nuclear Power Engineering

Abstract: The asymptotic representation of the solution of the singularly pertorbed weak nonlinear differential equations system “reaction-diffusion” type is constracted. The main feature of the problem is the transition internal layer, which is discribed by nonlinear Burgers-type parabolic equation.

Received: 30.09.2003



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