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Geometrically nonlinear finite element reliability analysis of structural systems. II: applications

机译:结构体系的几何非线性有限元可靠性分析.二、应用

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This is the second part of an investigation on finite element reliability analysis of geometrically nonlinear elastic structures (GNS). This study concentrates on applications. The linkage code RELSYS-FEAP presented in the companion paper is used for finding both component and system reliabilities of GNS. Structural reliabilities are evaluated for both geometrically linear and nonlinear elastic behaviors. Two geometrically nonlinear applications are presented, including a truss and a suspended structure. The stress and displacement reliabilities of the truss are computed considering both geometrically linear and nonlinear elastic behaviors. The system reliability of a geometrically nonlinear suspended structure is evaluated. The structure is modeled as a series of parallel subsystems according to three system failure criteria. The effects of correlation between loads, correlation between resistances, and material behavior (brittle or ductile) are evaluated and discussed. Finally, displacement reliability indices of the suspended structure are computed. (C) 2000 Elsevier Science Ltd. All rights reserved. References: 7
机译:这是几何非线性弹性结构(GNS)有限元可靠性分析研究的第二部分。本研究的重点是应用。配套论文中介绍的链接代码 RELSYS-FEAP 用于查找 GNS 的组件和系统可靠性。评估几何线性和非线性弹性行为的结构可靠性。提出了两种几何非线性应用,包括桁架和悬挂结构。桁架的应力和位移可靠性在考虑几何线性和非线性弹性行为的情况下计算。评估了几何非线性悬浮结构的系统可靠性。根据三个系统故障标准,将该结构建模为一系列并行子系统。评估和讨论了载荷之间的相关性、电阻之间的相关性和材料行为(脆性或延展性)的影响。最后,计算了悬挂结构的位移可靠性指标。(C) 2000 Elsevier Science Ltd.保留所有权利。[参考文献: 7]

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