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Triangular and Rectangular Plane Elasticity Finite Elements

机译:三角形和矩形平面弹性有限元

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摘要

A triangular and a rectangular strain based elements are developed for the general plane elasticity problems. The triangular element has the two essential external degrees of freedom at each of the three corner nodes and at a mid-side node. It is based on assumed independent linear direct strains and constant shearing strain. The rectangular element has the same degrees of freedom at each of the four corner nodes as well as at the centroidal node. This element is based on linear variations of all the three components of strains. These elements are used in various forms, including statical condensation and satisfying equilibrium to obtain solutions to two dimensional elasticity problems where the contribution of the shearing stress on the deformation can be significant.
机译:针对一般平面弹性问题开发了基于三角形和矩形应变的元素。三角形元素在三个角节点中的每个节点和中间节点处都具有两个基本的外部自由度。它基于假定的独立线性直接应变和恒定剪切应变。矩形元素在四个角节点以及质心节点处具有相同的自由度。该元素基于应变的所有三个分量的线性变化。这些元素以各种形式使用,包括静态凝聚和满足平衡,以解决二维弹性问题的解决方案,其中剪切应力对变形的影响可能很大。

著录项

  • 来源
    《Thin-Walled Structures 》 |1995年第3期| p.225-232| 共8页
  • 作者

    A. B. Sabir; A. Sfendji;

  • 作者单位

    University of Wales College of Cardiff, UK;

  • 收录信息 美国《科学引文索引》(SCI);美国《工程索引》(EI);
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类 建筑结构 ;
  • 关键词

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