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BOUNDARY ELEMENT ANALYSIS OF NONLINEAR PROBLEMS IN TRANSIENT HEAT CONDUCTION
Yao Shouguang, Zhu Deshu, Kong Xiangqian
CHINESE JOURNAL OF COMPUTATIONAL PHYSICS    1990, 7 (3): 313-320.  
Abstract234)      PDF (417KB)(1025)      
In this paper, Kirchhof's transform is employed to convert time dependent heat conduction problems involving varing material properties and mixed and nonlinear radiation boundary condictions into a linear one. Appling weighted residual method to transform the problem in boundary integral equation. Discretization of this equation gives a system of algebraic equations with linear matrix and nonlinear right band sides. Such set of equations can be solved itera-tively. The two dimension linear-nonlinear transient temperature field analysis program is developed, and several numerical examples are computed in the paper.
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