基于整数线性规划(ILP)的(N-1)权变相量测量单元(PMU)最优配置算法

Aaron Kyle Monton, Vanessa Larioza, M. Pacis
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引用次数: 1

摘要

获得一个好的相量测量单元(PMU)的位置等同于必须处理更少的电力系统需求。它可以对网络进行高精度的监控和维护。在本文中,研究人员形成了一种算法,通过主要针对IEEE-6、IEEE-9、IEEE-14和IEEE-30总线系统呈现不同的IEEE总线案例,得出PMU应该放置在哪里才能获得一个完整的可观察网络,并对所有N-1 Contingency进行排序和筛选。这允许对给定网络上可能发生的每次中断的严重程度进行评估。此外,研究人员使用高斯-塞德尔方法来确定算法的负载流和电压无功性能指标,以确定每次停电的严重程度,同时利用整数线性规划来确定PMU的适当放置。
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An Optimal Phasor Measurement Unit (PMU) Placement Algorithm with (N-1) Contingency Using Integer Linear Programming (ILP)
Obtaining a good Phasor Measurement Unit (PMU) placement equates with having to deal with less power system demands. It allows the monitoring and maintenance of the network at high precision. In this paper, the researchers formed an algorithm wherein an output of where the PMU should be placed to obtain a complete observable network along with the ranking and screening of all N-1 Contingency is obtained through presenting different cases of IEEE buses largely for IEEE-6, IEEE-9, IEEE-14, and IEEE-30 bus system. This allows that evaluation of the severity of each outage that might occur on a given network. Also, the researchers made use of Gauss-Seidel Method for the algorithm’s load flow and Voltage-Reactive Performance Index in determining the severity of each outage while, the utilization of Integer Linear Programming was used on determining the proper PMU Placement.
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