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Phasor measurement units placement considering double contingency by differential evolution algorithm based on Pareto method

机译:基于Pareto方法的差分进化算法考虑双偶有相量的相量测量单元布置

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This paper suggests a methodology for Phasor Measurement Units (PMUs) optimum placement for State Estimation (SE) with regard to double contingency. Firstly, SE problem is converted into the optimization one where the fitness function is the number of unobservable nodes that is specified on the basis of Singular Value Decomposition (SVD). In the regular condition, Differential Evolution (DE) method is utilized to discover the optimum PMUs placement. According to uncertain events, a multi-objective problem is hence performed. Here, to attain this, DE method on the basis of Pareto optimum procedure is proposed. The proposed methodology is employed for the IEEE 30-bus test system considering several cases and results are prepared to assess the optimum PMUs places.
机译:本文提出了一种方法,用于相量测量单位(PMU)的状态估计(SE)最佳位置的双重意外情况优化方法。首先,将SE问题转换为最优化问题,其中适应度函数是基于奇异值分解(SVD)指定的不可观察节点数。在常规情况下,采用差分进化(DE)方法来发现最佳PMU的位置。因此,根据不确定事件,执行多目标问题。为此,提出了基于帕累托最优程序的DE方法。考虑到几种情况,建议的方法用于IEEE 30总线测试系统,并准备结果以评估最佳PMU位置。

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