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Optimal placement of phasor measurement unit in distribution networks considering the changes in topology

机译:考虑拓扑变化的相量测量单元在配电网中的优化布置

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摘要

Distribution networks usually have a meshed structure but are operated radially to improve the operating efficiency and ensure the power supply under an emergency situation. It is of great significance to guarantee the observability of the entire system under the topology changes in operation. This paper proposes an optimal placement method of phasor measurement unit (PMU) for distribution networks. A generalized binary integer linear programming (ILP) model for PMU placement is proposed. The changes in topology are considered to guarantee the observability under any possible operation mode. The existence of zero injection nodes (ZINs), the existing measurements, and their relevance are also covered in the proposed method to reduce the installed PMU number. The objective of the ILP problem is weighted by the degree of the corresponding node to obtain a scheme with higher measurement redundancy. The correctness and effectiveness of the proposed method are verified via case studies on the IEEE 33-node test feeder, PG&E 69-node test feeder, and a medium voltage distribution network in Southern China.
机译:配电网络通常具有网状结构,但会径向运行以提高运行效率并确保在紧急情况下的供电。在运行中发生拓扑变化时,保证整个系统的可观察性具有重要意义。本文提出了一种用于配电网的相量测量单元(PMU)的最优布置方法。提出了一种用于PMU放置的广义二进制整数线性规划(ILP)模型。拓扑的变化被认为可以保证在任何可能的操作模式下的可观察性。所提出的减少安装的PMU数量的方法还涵盖了零注入节点(ZIN)的存在,现有的测量及其相关性。通过相应节点的程度对ILP问题的目标进行加权,以获得具有更高测量冗余度的方案。通过在中国南方的IEEE 33节点测试馈线,PG&E 69节点测试馈线以及中压配电网络上的案例研究,验证了该方法的正确性和有效性。

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