动态规划方法中的分散PMU放置

Xian-Chang Guo, Chung-Shou Liao, C. Chu
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引用次数: 0

摘要

为了适应广域监测、保护和控制(WAMPAC)应用的延迟要求,考虑了与测量系统和网络物理系统协作的分散架构。为此,利用树分解(TD)技术对电网进行分解。因此,许多难题可以通过只了解本地信息和/或与外部区域交换知识来解决。通过研究分散体系结构下图论中的相对幂支配集问题,对系统可观测性进行了几何分析。还讨论了由TD的最大树节点大小决定的子问题的硬度,用参数k表示。在多个IEEE测试平台系统上进行了大量的仿真,以证明所提出公式的有效性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Decentralized PMU Placements in a Dynamic Programming Approach
In order to fit in latency requirements for wide-area monitoring, protect and control (WAMPAC) applications, a decentralized architecture collaborated with measurement systems and cyber-physical systems is considered. To this end, a tree decomposition (TD) technique is utilized to decompose power grids. Many difficult problems can thus be solved by knowing local information only and/or exchanged knowledge with external regions. System-wide observability are geometrically analyzed by studying the relative power dominating set (PDS) problem in graph theory under the decentralized architecture. The hardness of subproblems determined by the maximal tree node size of a TD, denoted as parameter $k$, is also discussed. Extensive simulations are conducted on several IEEE testbed systems to demonstrate the effectiveness of the proposed formulation.
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