基于拓扑变换的电力系统最大可观测性PMU布置

Haneen Bawayan, Mohamed Younis
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引用次数: 1

摘要

当所有母线电压和电流都已知时,就认为一个电力系统是完全观察到的。相量测量单元(pmu)选择在整个系统的选定总线上实现系统的可观察性。最优的PMU放置是关于确定PMU的最少数量和位置,以充分观察系统。本文考虑了零注入总线存在时的优化问题。提出了一种将系统可观测性建模为图的新方法。在考虑ZIB对系统可观测性的贡献的同时,提出了一种特殊的变换来降低优化的复杂性。然后将优化问题表述为一个整数线性规划。使用不同的IEEE总线系统和随机生成的电网拓扑进行验证。结果证实了所提出的方法优于文献中的竞争方案的性能优势。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
PMU Placement for Maximal Power System Observability Using Topology Transformation
A power system is considered to be fully observed when all bus voltages and currents are known. Phasor Measurement Unit (PMUs) opt to achieve system's observability when placed at selected buses throughout the system. Optimal PMU placement is concerned with determining the least count and position of PMUs needed to fully observe the system. This paper considers such optimization problem in the presence of zero injection buses (ZIBs). A novel solution is proposed where the system observability is modeled as a graph. A special transformation is presented to reduce the complexity of the optimization while factoring in the contribution of a ZIB to the system's observability. The optimization problem is then formulated as an integer linear program. Validation is conducted using different IEEE bus systems and using randomly generated power grid topologies. The results confirm the performance advantage of the proposed approach over competing scheme in the literature.
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