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弹性力学轴对称问题的有限元线法
引用本文:牛忠荣,于红光.弹性力学轴对称问题的有限元线法[J].应用力学学报,1996,13(3):124-129.
作者姓名:牛忠荣  于红光
作者单位:合肥工业大学
摘    要:给出了解弹性力学空间轴对称问题的有限元线法的基本理论。该法包括了2-4条结线的等参数单元,沿结线方向的两点边值问题采用插值矩阵法解之。算例表明,本法具有良好的收敛性和较高的计算精度。

关 键 词:有限元线法  轴对称  线弹性  插值矩阵法

Finite Element Method of Lines for Axisymmetrical Problem of Elastic Mechanics
Niu Zhongrong,Yu Hongguang,Li Jinggao.Finite Element Method of Lines for Axisymmetrical Problem of Elastic Mechanics[J].Chinese Journal of Applied Mechanics,1996,13(3):124-129.
Authors:Niu Zhongrong  Yu Hongguang  Li Jinggao
Abstract:This paper constructs the fundamental theory of finite element method of lines which is used in solving axisymmtrical problem of elastic mechanics. The present method includes the isoparametric finite element of lines with 2, 3 or 4 lines. Interpolating matrix method is applied to solve the two point boundary values problems along by the direction of lines. The computational results demonstrate that the finite element method of lines is accurate and its convergence is well.
Keywords:finite element method of lines  axisymmetrical problem  linear elasticity  interpolating matrix method    
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