基于密度聚类方法的电力使用性能测量

Arief Bramanto Wicaksono Putra, A. F. O. Gaffar
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引用次数: 1

摘要

基于密度的聚类是指用数据点包围非数据点的值空间。该算法采用多分辨率网格数据结构,利用网格密度形成聚类。基于密度的聚类算法首先确定聚类密度的大小或阈值。在本研究中,基于密度的聚类方法将电力使用数据集分为三个密度簇(低、中、高密度)。电力使用数据集有两个属性:实际使用和理想使用。UOL(使用率非峰值负载)和UPL(使用率峰值负载)的理想使用数据的生成使用两种场景:最差和最佳场景。这两种场景的应用有望在性能上产生显著差异。聚类密度阈值是根据数据点之间的极端距离范围(min和max)的选择来确定的。使用这种聚类技术的目的是获得由每个聚类的密度水平表示的每月电力使用模式。然后使用高密度集群的所有成员来测量其性能。研究结果表明,平均性能为−17.48%(超过kWh)。与两种场景的理想使用数据生成结果(最佳场景的682%)相比,最差和最佳场景之间的使用负载的总性能没有太大差异(最佳场景的25.15%)。这一结果可能表明造成这些情况的其他因素需要进行更深入的分析,其中之一可能是现有电力装置的可行性方面。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Measurement of Electrical Power Usage Performance using Density Based Clustering Approach
Density-based clustering is related to the value space surrounding non-data points with data points. This algorithm uses a multi-resolution grid data structure and uses grid density to form clusters. The density-based clustering algorithm starts by determining the size or threshold of cluster density. In this study, density-based clustering is used to group the electrical power usage dataset into three density clusters (low, medium, and high density). The electrical power usage dataset has two attributes: the actual use and ideal use. The generation of the ideal use data for both UOL (Usage Off-peak Load) and UPL (Usage Peak Load) is using two scenarios: worst and best scenario. The application of these two scenarios is expected to provide a significant difference in performance. The cluster density threshold is determined based on the selection of the extreme distance range between data points (min and max). The purpose of the use of this clustering technique is to obtain the pattern of electrical power usage per month represented by the density level of each cluster. All the members of the high-density cluster are then used to measure its performance. The results of the study showed that the average performance of −17.48% (over kWh). The total performance of the usage load between the worst and best scenario was not so significantly different (25.15% of the best scenario) compared to the generation results of the ideal use data for both scenarios (682% of the best scenario). This result can be an indication of other factors contributing to these conditions which need to be analyzed in more depth, perhaps one of which is the aspect of the feasibility of existing electrical installations.
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