Division of Multi-harmonic Responsibilities Based on DBSCAN Clustering and Interval Regression

The traditional harmonic responsibility division methods are not applicable to the existing statistical harmonic monitoring data in the context of background harmonic impedance changes and background harmonic voltage fluctuations. Therefore, this paper proposes a multi-harmonic responsibility divisi...

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Main Authors: Shilong CHEN, Tao WU, Cheng GUO, Zirui ZHANG, Jinghao SUN
Format: Article
Language:zho
Published: State Grid Energy Research Institute 2024-02-01
Series:Zhongguo dianli
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Online Access:https://www.electricpower.com.cn/CN/10.11930/j.issn.1004-9649.202303072
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author Shilong CHEN
Tao WU
Cheng GUO
Zirui ZHANG
Jinghao SUN
author_facet Shilong CHEN
Tao WU
Cheng GUO
Zirui ZHANG
Jinghao SUN
author_sort Shilong CHEN
collection DOAJ
description The traditional harmonic responsibility division methods are not applicable to the existing statistical harmonic monitoring data in the context of background harmonic impedance changes and background harmonic voltage fluctuations. Therefore, this paper proposes a multi-harmonic responsibility division method based on monitoring data under background harmonic changes. Firstly, a harmonic monitoring data interval sample set is constructed, and a mathematical model of multi-harmonic source interval harmonic responsibility division under background harmonic changes is established. Secondly, the collected statistical harmonic data set is clustered as the evaluation period by DBSCAN, and the data satisfying the linear relationship threshold requirement is screened by sliding window dynamic correlation analysis. Finally, the equation parameter and the optimal sample division scheme are obtained with the PM algorithm-based interval linear regression method, and the harmonic responsibility in the medium and long term time scope is calculated on the basis of the constructed interval harmonic responsibility division. The harmonic monitoring data of an actual power grid is used to verify the proposed method, and it is proved that the proposed method can use the existing statistical harmonic monitoring data to allocate the harmonic responsibility of each harmonic source in a reasonable time scale under background harmonic changes, which can provide new ideas for the division of responsibility for multiple harmonics during the operation of the actual power system.
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spelling doaj-art-5b639b5ccb494b7a82dee969aee7dd7c2025-08-20T01:58:24ZzhoState Grid Energy Research InstituteZhongguo dianli1004-96492024-02-0157213814810.11930/j.issn.1004-9649.202303072zgdl-56-12-chenshilongDivision of Multi-harmonic Responsibilities Based on DBSCAN Clustering and Interval RegressionShilong CHEN0Tao WU1Cheng GUO2Zirui ZHANG3Jinghao SUN4Faculty of Electric Power Engineering, Kunming University of Science and Technology, Kunming 650500, ChinaFaculty of Electric Power Engineering, Kunming University of Science and Technology, Kunming 650500, ChinaFaculty of Electric Power Engineering, Kunming University of Science and Technology, Kunming 650500, ChinaFaculty of Electric Power Engineering, Kunming University of Science and Technology, Kunming 650500, ChinaFaculty of Electric Power Engineering, Kunming University of Science and Technology, Kunming 650500, ChinaThe traditional harmonic responsibility division methods are not applicable to the existing statistical harmonic monitoring data in the context of background harmonic impedance changes and background harmonic voltage fluctuations. Therefore, this paper proposes a multi-harmonic responsibility division method based on monitoring data under background harmonic changes. Firstly, a harmonic monitoring data interval sample set is constructed, and a mathematical model of multi-harmonic source interval harmonic responsibility division under background harmonic changes is established. Secondly, the collected statistical harmonic data set is clustered as the evaluation period by DBSCAN, and the data satisfying the linear relationship threshold requirement is screened by sliding window dynamic correlation analysis. Finally, the equation parameter and the optimal sample division scheme are obtained with the PM algorithm-based interval linear regression method, and the harmonic responsibility in the medium and long term time scope is calculated on the basis of the constructed interval harmonic responsibility division. The harmonic monitoring data of an actual power grid is used to verify the proposed method, and it is proved that the proposed method can use the existing statistical harmonic monitoring data to allocate the harmonic responsibility of each harmonic source in a reasonable time scale under background harmonic changes, which can provide new ideas for the division of responsibility for multiple harmonics during the operation of the actual power system.https://www.electricpower.com.cn/CN/10.11930/j.issn.1004-9649.202303072power qualitymonitoring datadbscan clusteringinterval regressionharmonic responsibility division
spellingShingle Shilong CHEN
Tao WU
Cheng GUO
Zirui ZHANG
Jinghao SUN
Division of Multi-harmonic Responsibilities Based on DBSCAN Clustering and Interval Regression
Zhongguo dianli
power quality
monitoring data
dbscan clustering
interval regression
harmonic responsibility division
title Division of Multi-harmonic Responsibilities Based on DBSCAN Clustering and Interval Regression
title_full Division of Multi-harmonic Responsibilities Based on DBSCAN Clustering and Interval Regression
title_fullStr Division of Multi-harmonic Responsibilities Based on DBSCAN Clustering and Interval Regression
title_full_unstemmed Division of Multi-harmonic Responsibilities Based on DBSCAN Clustering and Interval Regression
title_short Division of Multi-harmonic Responsibilities Based on DBSCAN Clustering and Interval Regression
title_sort division of multi harmonic responsibilities based on dbscan clustering and interval regression
topic power quality
monitoring data
dbscan clustering
interval regression
harmonic responsibility division
url https://www.electricpower.com.cn/CN/10.11930/j.issn.1004-9649.202303072
work_keys_str_mv AT shilongchen divisionofmultiharmonicresponsibilitiesbasedondbscanclusteringandintervalregression
AT taowu divisionofmultiharmonicresponsibilitiesbasedondbscanclusteringandintervalregression
AT chengguo divisionofmultiharmonicresponsibilitiesbasedondbscanclusteringandintervalregression
AT ziruizhang divisionofmultiharmonicresponsibilitiesbasedondbscanclusteringandintervalregression
AT jinghaosun divisionofmultiharmonicresponsibilitiesbasedondbscanclusteringandintervalregression