相量测量单元的最佳放置:粒子群优化方法

M. Hajian, A. Ranjbar, T. Amraee, A. Shirani
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引用次数: 110

摘要

本文研究相量测量单元(pmu)的最佳配置,使系统完全可观测。利用拓扑可观察性规则进行可观察性评价。此外,还增加了一个新的规则,可以减少系统完全可观察性所需的pmu数量。采用改进的二元粒子群算法作为优化工具,求解pmu的最小数量和相应的构型。为了提高收敛速度,采用图论方法给出了PMU的初始位置。给出了该方法在多个IEEE测试系统上的仿真结果。索引术语:可观察性分析,最优放置,粒子群优化,相量测量单元。
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Optimal Placement of Phasor Measurement Units: Particle Swarm Optimization Approach
This paper is concerned about the optimal placement of phasor measurement units (PMUs) so as to make a system completely observable. Observability assessment is done by the aid of the topological observability rules. Moreover a new rule is added which can decrease the number of required PMUs for complete system observability. A modified binary particle swarm is used as an optimization tool for obtaining the minimal number of PMUs and corresponding configuration. In order to improve the speed of convergence, an initial PMU placement is provided by graph-theoretic procedure. The simulation results of proposed approach are presented for several IEEE test systems. Index Terms-Observability analysis, optimal placement, particle swarm optimization, phasor measurement unit.
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