Topology Identification of Medium Voltage Distribution Network Based on Copula Entropy

Yingjie Tian, Fan Li, Yi Wu, Haoran Chen, Chengze Li, Xiu Yang
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引用次数: 1

Abstract

In order to solve the problems of frequent changes in distribution network topology and difficult topology identification, a topology identification method for medium voltage distribution network based on Copula entropy (CE) is proposed. First, a Copula function containing multivariable dependencies is established. Second, the CE defined by the Copula function is estimated by using the nonparametric method to obtain the Copula entropy correlation matrix between nodes. Finally, the maximum spanning tree algorithm is used to complete the topology identification of the medium voltage distribution network. The method measures the precision of the dependency of global variables, and the measured dependency is not related to the attributes of a single variable, and the local optimal problem is avoided. At the same time, this method has no linear and Gaussian assumptions, which is more conducive to the application in the actual distribution network in the future. The effectiveness and robustness of the proposed method are verified by IEEE33 bus distribution network simulation, and it shows some advantages over the existing methods.
基于Copula熵的中压配电网拓扑识别
为解决配电网拓扑变化频繁、拓扑识别困难的问题,提出了一种基于Copula熵的中压配电网拓扑识别方法。首先,建立了包含多变量依赖关系的Copula函数。其次,利用非参数方法估计Copula函数定义的CE,得到节点间的Copula熵相关矩阵;最后,利用最大生成树算法完成了中压配电网的拓扑识别。该方法测量全局变量依赖关系的精度,且测量的依赖关系与单个变量的属性无关,避免了局部最优问题。同时,该方法不存在线性假设和高斯假设,更有利于今后在实际配电网中的应用。通过IEEE33总线配电网仿真验证了该方法的有效性和鲁棒性,与现有方法相比具有一定的优势。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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