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Geometrically nonlinear finite element reliability analysis of structural systems. I: theory

机译:结构体系的几何非线性有限元可靠性分析.一、理论

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This article reviews the theory of finite element reliability analysis of geometrically nonlinear elastic structures (GNS) based on the total lagrangian formulation. It also provides computer implementation developments and establishes the basis of understanding of the applications presented in the second part of this investigation. Because of the slenderness of GNS, the structural responses are nonlinear even if the strains are within the elastic range. For this reason, the nonlinear relationships between strains and displacements should be considered. Since the failure surface is nonlinear, this study reviews the evaluation of structural reliability of GNS by using both first-order and second-order reliability methods. To evaluate the structural reliability, the linkage of system reliability analysis program RELSYS with the finite element analysis program (FEAP) is presented. The computer code RELSYS-FEAP is readily applicable to the evaluation of system reliability of GNS. (C) 2000 Elsevier Science Ltd. All rights reserved. References: 46
机译:本文综述了基于全拉格朗日公式的几何非线性弹性结构(GNS)有限元可靠性分析理论。它还提供了计算机实现的发展,并为理解本调查第二部分中提出的应用程序奠定了基础。由于GNS的细长,即使应变在弹性范围内,结构响应也是非线性的。因此,应考虑应变和位移之间的非线性关系。由于破坏面是非线性的,因此采用一阶和二阶可靠性方法对GNS的结构可靠性进行了评价。为了评估结构可靠性,提出了系统可靠性分析程序RELSYS与有限元分析程序(FEAP)的联动。计算机代码RELSYS-FEAP很容易适用于GNS系统可靠性的评估。(C) 2000 Elsevier Science Ltd.保留所有权利。[参考文献: 46]

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