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采用解析积分的常单元边界元法 被引量:2

Boundary Element Method of Constant Elements Using Analytical Integrals
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摘要 本文采用一种在局部坐标系中的解析式来计算常边界单元及内点应力的方法,推导了常单元的积分解析式,并对若干典型例子进行了分析和讨论。算例结果表明,采用本文的方法,能获得较高的精度,尤其在计算应力集中区的应力及靠近边界的内点应力时,效果更为显著。 An analytical formula in local coordinate system is used in the paper to calculate constant boundary elements and inner point stresses. Analytic formulae of constant elements are derived. Several typical examples are discussed and analysed. The results show that better numerical precision can be got by the method given in the paper. The effect is especially significant in the calculations of the stresses in the field of concentrated stresses
出处 《南京航空学院学报》 CSCD 1989年第1期123-130,共8页
关键词 边界元 常单元 解析解 应力分析 stresses analysis, analytic solution, computational method, bourdary element
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同被引文献4

  • 1汪骏书 范迅.用界单元法解三维弹性力学问题中的奇异积分问题.东北工学院学报,1986,(1):56-62.
  • 2李文龙.弹塑性边界元法中带有l/r奇异体积积分的一种有效的数值积分法.计算结构力学及其应用,1986,3(4):13-19.
  • 3Waston J O, Advanced implementation of the boundary element method for two and three dimensional elastostatics[J]. Development in Boundary Element Methods, Elsevier Applied Science Publishers, 1979:31-63.
  • 4Crisfield M A. Finite elements and solution procedures for structural analysis[J]. Crowthorne U K, 1986,1 : 24-45.

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