贡金鑫, 赵国藩. 并联结构体系可靠度的二次算法[J]. 工程力学, 1998, 15(4): 1-8.
引用本文: 贡金鑫, 赵国藩. 并联结构体系可靠度的二次算法[J]. 工程力学, 1998, 15(4): 1-8.
Gong Jinxin, Zhao Guofan. SECOND-ORDER RELIABILITY METHOD IN PARALLEL STRUCTURAL SYSTEMS[J]. Engineering Mechanics, 1998, 15(4): 1-8.
Citation: Gong Jinxin, Zhao Guofan. SECOND-ORDER RELIABILITY METHOD IN PARALLEL STRUCTURAL SYSTEMS[J]. Engineering Mechanics, 1998, 15(4): 1-8.

并联结构体系可靠度的二次算法

SECOND-ORDER RELIABILITY METHOD IN PARALLEL STRUCTURAL SYSTEMS

  • 摘要: 一次二阶矩方法是结构可靠度分析的基本方法.一次二阶矩方法的计算精度依赖于验算点附近功能函数的非线性程度。当功能函数的非线性程度较高时,为提高精度需考虑功能函数泰勒级数展开式的二次项,由此形成了结构可靠度的二次算法。对于构件(单个破坏模式)可靠度问题,其二次算法已有许多文献探讨,而对于体系(多个破坏模式)可靠度问题,由于问题的复杂性则很少涉及。鉴于此,本文研究了并联结构体系可靠度的二次算法,给出相应的计算公式。

     

    Abstract: The first-order second-moment method is fundamental in structural reliability analysis, its accuracy depends upon the nonlinear extent of performance functions around checking point. To improve the accuracy, the influence of second order of performance hations should be considered. Many relevant studies centralized in element reliability and few deal with system reliability because its complexity. For this reason, the second-order algorithms of structural systemreliability is eded and computing formula is presented.

     

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