Electricity distribution clustering and configuration study using KM-MST

Enrico Laoh, I. Surjandari, Arian Dhini
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Abstract

One of the most concerned things on the power system is how to build an optimum distribution configuration. Several techniques are developed in order to get the minimum number of distribution cost and also reduce total loss along the distribution system. Minimizing total cable spanning distance is the best way to achieve those objectives. Minimum spanning tree is appropriate to find the best configuration because of its ability to connect all nodes with minimum cost. The problem is, in this case study, the configuration must be deal with sub-system constrain. To deal with that, this study attempts to build the electricity configuration using KM-MST (K Means-Minimum Spanning Tree). By using KM-MST, the best number of cluster that can be built is 5 clusters with error 0.0958. Furthermore, as the final result, the optimal configuration for each sub-system in the whole system is achieved with total distance cost of 7.11222.
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基于KM-MST的电力分布聚类与配置研究
如何建立一个最优的配电配置是电力系统中最受关注的问题之一。为了使配电系统的配电成本最小,同时降低配电系统的总损耗,开发了几种技术。最小化总电缆跨越距离是实现这些目标的最佳方式。最小生成树适合于寻找最佳配置,因为它能够以最小的成本连接所有节点。问题是,在这个案例研究中,配置必须处理子系统约束。为了解决这个问题,本研究尝试使用KM-MST (K均值-最小生成树)来构建电配置。利用KM-MST,构建的最佳簇数为5个,误差为0.0958。最终得到了整个系统中各子系统的最优配置,总距离成本为7.11222。
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