Continuous Dependence On Spatial Geometry For Low Temperature Heat Conduction

Posted on:2005-02-10

Degree:Master

Type:Thesis

Country:China

Candidate:W Y Luan

Full Text:PDF

GTID:2120360122987229

Subject:Applied Mathematics

Abstract/Summary:

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This paper is concerned with the stability for the generalized Maxwell-Cattaneo system of heat conduction at low temperature. We establish the continuous dependence on the initial values and the spatial geometry in an initial-boundary value problem for the generalized Maxwell-Cattaneo system with no prescribed value for temperature T on boundary.

Keywords/Search Tags:

heat conduction, Maxwell-Cattaneo system, stability perturbation of domain

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