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用矩形、四面体和正六面体单元计算非稳定温度场

THE COMPUTING OF THE UNSTEADY TEMPERATURE FIELDS BY RECTANGULAR,TETRAHEDRON AND RIGHT PARALLELEPIPED ELEMENTS

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【作者】 李克敌王润富

【Author】 Li Kedi (Central-South Institute of Mining and Metallurgy)Wang Renfu (Eastern China Institute of Hydraulic Engineering)

【机构】 中南矿冶学院华东水利学院

【摘要】 本文给出了用矩形、四面体和正六面体单元计算平面和空闻非稳定温度场的有限单元法计算公式;提供了在 TQ—6机(655机)上计算(用 BCY 语言)一维散热问题的算例,其结果与精确解十分接近。

【Abstract】 On the basis of heat balance principle of finite subfields,the finite element computing formulas by rectangular,tetrahedron and right parallele- piped elements respectively for unsteady temperature fields have been deri- ved in this article.The rate of variation of temperature T with respect to time t was obtained by adapting parabolic formula of backwards finite difference.According to the formulas in this article,by using the BCY language,the comuting programs have been compiled and the examples have been counted by TQ-6(655)computer.The results approached nearly to the exact solutions Hence,the formulas and programs might be offered as a reference to production practice.

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