Publication Cover
Applicable Analysis
An International Journal
Volume 56, 1995 - Issue 1-2
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Original Articles

On plane displacement boundary value problem of quasi–static linear thermoelasticity

Pages 117-129 | Received 12 Oct 1993, Published online: 02 May 2007
 

Abstract

The displacement boundary value problem of qusi–static linear thermoe–lasticity is considered. The results of Previous literature (shi and Xu5) are improved by more accurate estimation. By a careful investigation of a certain integral operator and by utilizing of Green's function and Bergman kernel of the domain, the thermoelastic systems on bounded simply-connected domain Ω is decoupled. The decoupled temperature equation is studied by using the contractive mappling principle. Representation of solution of the field equation is obtained, and some solvability results are proved.

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