电网鲁棒谱嵌入聚类的后处理方法

I. Tyuryukanov, J. Quirós-Tortós, M. Naglic, M. Popov, M. Meijden, V. Terzija
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引用次数: 6

摘要

电网分区在电力系统规划、运行和控制中有着广泛的应用。基于谱聚类的方法是解决分割问题最受欢迎的方法之一。频谱聚类的应用包括控制区的定义、电网连接结构的分析、有意控制的孤岛、分区策略的设计和可视化。虽然频谱聚类是一种具有许多扩展的最先进的方法,但在将其应用于大规模电网时可能会出现一些实际问题。当与k- mediids等鲁棒后处理方法相结合时,光谱聚类对异常值的鲁棒性明显增强,但不能保证结果分区的连通性。本文提出了一种贪婪算法来解决许多鲁棒后处理方法所固有的连通性问题。此外,提出了利用基于标签传播的启发式方法来提高最终分区的质量。测试结果在大型1354总线PEGASE测试网络上评估了该方法的步骤。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A post-processing methodology for robust spectral embedded clustering of power networks
Partitioning of electric networks into zones or areas is a procedure that has numerous applications in power system planning, operation and control. Spectral clustering based approaches are among the most favoured ones to solve the partitioning problem. Applications of spectral clustering include definition of control zones, analysis of connectivity structure of power networks, intentional controlled islanding, design of sectionalising strategies, and visualisation. Although spectral clustering is a state-of-the-art family of methods with numerous extensions, some practical issues can arise when applying it to large-scale power networks. While spectral clustering becomes significantly more robust to outliers when combined with a robust post-processing method like k-medoids, the connectedness of the resulting partitioning cannot be guaranteed. This paper proposes a greedy algorithm to solve the connectedness issues inherent to many robust post-processing methods. Furthermore, it is proposed to utilise a label propagation based heuristic to improve the quality of the final partitions. The test results evaluate the steps of the methodology on a large-scale 1354-bus PEGASE test network.
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