A multi-level adaptive GP-VM algorithm for composite system reliability evaluation considering rare events

Chao Yan, Tao Ding, Z. Bie, Lucarelli Giambattista Luca, Xifan Wang
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Abstract

Variance Minimization (VM) technique is one of the most popular methods for importance sampling (IS), but it has never been successfully applied to composite (generation and transmission) system reliability evaluation due to the difficulty of solving. In this paper, Geometric Programming (GP) is firstly introduced to repeatedly solve the VM optimization model in multi-levels to adaptively obtain the optimal IS parameters used in a IS-Monte Carlo Simulation (MCS) based composite system reliability evaluation considering rare events. Then, the IEEE Reliability Test System and its modified version are used to test the proposed methodology, and the proposed method is compared with another important technique for IS of Cross-Entropy (CE) in estimation accuracy and convergence performance.
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考虑罕见事件的复合系统可靠性评估多级自适应GP-VM算法
方差最小化(Variance Minimization, VM)技术是重要性抽样(importance sampling, is)中最常用的方法之一,但由于求解困难,该方法尚未成功应用于发输电复合系统可靠性评估中。本文首先引入几何规划(GP)方法,多级重复求解虚拟机优化模型,自适应获得最优is参数,用于考虑罕见事件的基于is -蒙特卡罗仿真(MCS)的复合系统可靠性评估。然后,利用IEEE可靠性测试系统及其改进版本对所提方法进行了测试,并将所提方法与另一种重要的交叉熵(Cross-Entropy, CE)方法在估计精度和收敛性能上进行了比较。
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