张拉整体结构非线性有限元找形的研究
Nonlinear Finite Element Analysis in Form-finding of Tensegrity
张拉整体结构是一种新的结构体系，应用在建筑、生物、航天等各个领域。系统研究了利用通用非线性有限元程序解决张拉整体找形的问题，提出了几种解决非线性有限元程序不收敛的方法。经算例证明，这几种方法是非常有效的，有重要的工程实用价值。
Form-finding of tensegrity with nonlinear finite element method is studied in this article. Common FEM program usually don’t converge when finding the form of tensegrity. Authors give some methods to solve this problem. Numerical example is provided to illustrate feasibility and correctness of these methods.
付朋辉、关增伟
建筑基础科学建筑结构
张拉整体找形非线性有限元
tensegrityform-findingnonlinear finite element
付朋辉,关增伟.张拉整体结构非线性有限元找形的研究[EB/OL].(2006-06-07)[2025-08-14].http://www.paper.edu.cn/releasepaper/content/200606-93.点此复制
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