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Optimal Integration of Phasor Measurement Units in Power Systems Considering Conventional Measurements

机译:考虑常规测量的电力系统相量测量单元的优化集成

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摘要

This paper presents an integer linear programming (ILP) framework for the optimal placement of phasor measurement units (PMUs), in the presence of conventional measurements. Furthermore, by the proposed method, the power system remains completely observable during all possible single contingencies for lines and measurement devices. In doing so, the potential of circuit equations associated with both PMUs and conventional measurements as well as the network topology are fully utilized by a system of equations to reach the minimum possible numbers of required PMUs. The limitation of communication channels is also taken into account in the proposed ILP-based framework. The method is implemented on several IEEE test systems which have already been equipped with conventional measurements. The comparison between obtained results of the proposed method and those of other methods reveals its superiority in the modeling of robust PMU placement problem (OPP) in the presence of conventional measurements. As such, a smooth transition from the SCADA-based monitoring system to the PMU-dominated WAMS is ensured. Moreover, this method is successfully applied on three large-scale test systems, which demonstrates it can effectively be employed for robust OPP in realistic power systems.
机译:本文介绍了一种整数线性规划(ILP)框架,用于在存在常规测量的情况下优化相量测量单元(PMU)的位置。此外,通过所提出的方法,在线路和测量设备的所有可能的单个突发事件期间,电力系统仍然可以完全观察到。这样做时,方程系统充分利用了与PMU和常规测量以及网络拓扑相关的电路方程的潜力,以达到所需PMU的最小数量。在建议的基于ILP的框架中也考虑了通信通道的限制。该方法在已经配备常规测量的几个IEEE测试系统上实现。所提方法与其他方法获得的结果之间的比较表明,在存在常规测量的情况下,该模型在鲁棒PMU放置问题(OPP)建模中具有优势。这样,确保了从基于SCADA的监视系统到以PMU为主的WAMS的平稳过渡。此外,该方法已成功应用于三个大型测试系统,证明了该方法可以有效地应用于现实电力系统中的稳健OPP。

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