• 论文 •

### 壳体有限元法几何非线性分析

1. 浙江大学 ;中国科学院计算中心
• 出版日期:1985-03-20 发布日期:1985-03-20

### GEOMETRIC NONLINEAR ANALYSIS OF THE FINITE ELEMENT METHOD OF SHELL

1. Zhang Di(Zhejiang University)Cai Zhong-xiong(Computing Center, Academia Sinica)
• Online:1985-03-20 Published:1985-03-20
In this paper, we derive geometric nonlinear stiffness matrices of shell and give a method of programming, making the originally complex calculation quite simple. Some numarical examples are given.
In this paper, we derive geometric nonlinear stiffness matrices of shell and give a method of programming, making the originally complex calculation quite simple. Some numarical examples are given.
()
 [1] 译文集(上),固体力学中的有限元素法,科学出版社,1977． [2] 译文集(下),固体力学中的有限元素法,科学出版社,1977． [3] 沃耳密耳A.C.著,柔韧板与柔韧壳,科学出版社,1963(卢文达,黄择言,卢鼎霍译). [4] C. H. YEH, Dynamic Non-linear Analysis of Thin Shells, Ph, D. Thesis, University of California, Berkeley, December (1970) . [5] 张迪,有限元法通用程序系统总体节点参数自动标定与节点参数转换,一、三、六机部有限元会议(蚌埠),1978,11． [6] 张迪,蔡中熊,编制有限元法单元矩阵程序的新方法,全国计算数学年会(广州),1979,11． [7] R.H. Gallaghar, Theory and Parctice on Finite Element Structural Analysis, Proceedings of the 1973 Tokyo Seminar on Finite Element Analysis. p. 109-123． [8] 张迪,有限元通用程序系统中的两个问题,全国计算力学会议(杭州),1980,11． [9] 王德人,非线性方程组解法与最优化方法,人民教育出版社,1980,p.28-44．
 No related articles found!