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An efficient graph partition method for fault section estimation in large-scale power network

机译:大型电网故障区间估计的有效图划分方法

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In order to make fault section estimation (FSE) in large scale power networks using a distributed artificial intelligence approach, we have to develop an efficient way to partition the large-scale power network into the desired number of connected sub-networks such that each sub-network should have balanced working burden in performing FSE. In this paper, a new efficient multiple-way graph partition method is suggested for the partition task. The method consists of three basic steps. The first step is to form the weighted depth-first-search tree of the power network. The second step is to further partition the network into connected balanced sub-networks. The last step is an iterative process, which tries to minimize the number of the frontier nodes of the sub-networks in order to reduce the required interaction of the adjacent sub-networks. The proposed graph partition approach has been implemented with applications of sparse storage technique. It is further tested in the IEEE 14-bus, 30-bus and 118-bus systems respectively. Computer simulation results show that the proposed multiple-way graph partition approach is suitable for FSE in large-scale power networks and is compared favorably with other graph partition methods suggested in references.
机译:为了使用分布式人工智能方法在大型电力网络中进行故障区间估计(FSE),我们必须开发一种有效的方法将大型电力网络划分为所需数量的连接子网,以便每个子网络-网络在执行FSE时应具有平衡的工作负担。本文提出了一种新的高效的多向图分区方法。该方法包括三个基本步骤。第一步是形成电力网络的加权深度优先搜索树。第二步是将网络进一步划分为连接的平衡子网。最后一步是一个迭代过程,该过程尝试最小化子网的前沿节点的数量,以减少相邻子网的所需交互。所提出的图分区方法已经实现了稀疏存储技术的应用。分别在IEEE 14总线,30总线和118总线系统中进行了测试。计算机仿真结果表明,所提出的多向图划分方法适用于大型电网中的FSE,并且与参考文献中建议的其他图划分方法相比具有优势。

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