电力系统拓扑可观测性的PMU优化配置:相量变量空间的鲁棒测量设计

M. Khokhlov, A. Obushevs, I. Oleinikova, A. Mutule
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引用次数: 5

摘要

在考虑电力系统拓扑可观测性的情况下,提出了一种新的混合整数线性规划的最优相量测量单元(pmu)配置问题。与其他公式不同,决策变量与相量测量相关,但与pmu无关。这种方法可以很容易地考虑到PMU测量通道的可用性、零注入总线的影响、可能的系统突发事件(如单个PMU或分支损耗)以及严重误差的发生,并且在指定目标函数时提供了灵活性。本文介绍了一种使配方更紧凑、更紧密的溶解技术。给出了在IEEE标准测试系统上的数值结果,并揭示了PMU放置方式能够保证拓扑可观测性,但不能满足数值可观测性的存在。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Optimal PMU placement for topological observability of power system: Robust measurement design in the space of phasor variables
This paper presents a new mixed-integer linear programming formulation of the optimal phasor measurement units (PMUs) placement problem when considering the topological observability of the power system. Different from other formulations, decision variables are associated with phasor measurements, but not with PMUs. This approach makes it easy to take into account the availability of PMU measuring channels, effect of zero-injection bus, possible system contingencies like single PMU or branch loss, as well as gross error occurrence, and offers flexibility in specifying the objective function. Paper describes a presolve technique that makes the formulation more compact and tighter. Numerical results on IEEE standard test systems are presented and reveal the existence of the PMU placements which ensure topological observability, but fail to meet numerical observability.
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