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Time-variant reliability using the PHI2 method: Principles and validation by Monte Carlo simulation

机译:使用PHI2方法的时变可靠性:Monte Carlo仿真的原理和验证

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The study of the reliability of an aging structure requires taking into account the influence of time. The classical approach for performing time-variant reliability analysis relies upon the computation of outcrossing rates (of the limit state surface) by asymptotic formulae. This method requires advanced mathematics and ad-hoc implementation. An alternative approach is possible, which allows to directly compute the outcrossing rate by means of system reliability analysis. This method is called PHI2 in this paper. Thus classical time-invariant reliability tools can be used. Both approaches are compared to closed form solution on simple examples. The quality of the computed upper bound to the probability of failure is assessed by Monte Carlo simulation. A stationary and a non-stationary application examples are proposed. The numerical features and the computational cost of each method are compared. Finally, a more realistic example is solved, namely that of the failure of a concrete beam submitted to creep and a stochastic load.
机译:对老化结构的可靠性的研究需要考虑到时间的影响。用于执行时变可靠性分析的经典方法依赖于渐近式计算差价率(极限状态表面的速率)。此方法需要高级数学和Ad-hoc实现。可以通过系统可靠性分析直接计算替代方法,这允许通过系统可靠性分析直接计算outcrossing率。本文称为PHI2。因此,可以使用经典的时间不变的可靠性工具。将两种方法与简单的例子进行封闭式溶液进行比较。通过Monte Carlo仿真评估了计算失败概率的计算上限的质量。提出了一种静止和非静止应用示例。比较了数值特征和每个方法的计算成本。最后,解决了一个更现实的例子,即混凝土梁提交蠕变和随机载荷的混凝土梁的故障。

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