潘升材, 朱如鹏. 边界元法分析中的边界切向应力差分算法[J]. 工程力学, 1990, 7(2): 44-48.
引用本文: 潘升材, 朱如鹏. 边界元法分析中的边界切向应力差分算法[J]. 工程力学, 1990, 7(2): 44-48.
Pan Shengcai, Zhu Rupeng. DIFFERENCE METHOD FOR SOLVING THE TANGENTIAL STRESS AT THE BOUNDARY BY BEM[J]. Engineering Mechanics, 1990, 7(2): 44-48.
Citation: Pan Shengcai, Zhu Rupeng. DIFFERENCE METHOD FOR SOLVING THE TANGENTIAL STRESS AT THE BOUNDARY BY BEM[J]. Engineering Mechanics, 1990, 7(2): 44-48.

边界元法分析中的边界切向应力差分算法

DIFFERENCE METHOD FOR SOLVING THE TANGENTIAL STRESS AT THE BOUNDARY BY BEM

  • 摘要: 在用边界元法作弹性应力分析中,不能直接计算出弹性体边界切向应力。本文在边界元法分析的基础上,用差分法计算边界切向应力。推导出常边界单元情况下边界切向应力的差分公式。计算表明文中所述方法是可行的,并且简单实用。所研究的方法和公式也适用于高次边界单元的边界切向应力的计算。

     

    Abstract: The tangential stress at the boundary can not been gained directly in the application of BEM to analysing elastic stress. In this paper, difference method is used for solving tangential stress at the boundary on the basis of BEM. The difference equations for the boundary tangential stress are derived in the case of constant boundary element. The calculation show that the method in this article is feasible, and simple and practical. The method and equations developed also can been used to calculate the boundary tangential stress in the case of higher boundary element.

     

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