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基于欧拉描述的两节点索单元非线性有限元法

A EULERIAN GEOMETRICALLY NON-LINEAR FINITE ELEMENT METHOD WITH TWO-NODE CABLE ELEMENT FOR THE ANANLYSIS OF CABLE STRUCTURES

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【作者】 唐建民赵引吴黎华

【Author】 Tang Jianmin Zhao Yin (College of Civil Engineering, Hohai University, Nangjing, 210098,P.R.China)Wu Lihua (Ninghai Water Conservancy Bureau of Zhejiang, Ninghai, Zhejiang 315600)

【机构】 河海大学土木工程学院浙江省宁海县水利局 南京 210098南京 210098浙江宁海 315600

【摘要】 本文针对柔性悬索结构几何非线性分析的特点,提出了一种用欧拉描述来表示的两节点索单元非线性有限元模型,在索元变形后的位置上由虚功原理建立了非线性有限元基本方程及切线刚度矩阵。这样建立的非线性有限元分析方法可充分考虑拉索的几何非线性特性的影响并给悬索结构的初始平衡分析带来方便。算例结果表明,本文方法是精确有效的。

【Abstract】 This paper presented a finite element method with two-node cable elememt for the geometrically non-linear analysis of cable structures, the displacement formulation of which was defined in the Eulerian coordinate system. By means of the virtual displacement principle, the finite element equation and the stiffness matrix of the cable element were obtained. The method retained all geometric nonlinearities and allowed for any elastic deformation, and was easily to be applied in the analysis of form and force finding. The results of two examples show that the paper’s method is very precise and valid.

  • 【分类号】TU351
  • 【被引频次】55
  • 【下载频次】417
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