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面向分布式电源并网的多谐波源责任划分
引用本文:张逸,阮正鑫,邵振国,林芳,陈育欣.面向分布式电源并网的多谐波源责任划分[J].电力系统及其自动化学报,2022,34(2):56-64.
作者姓名:张逸  阮正鑫  邵振国  林芳  陈育欣
作者单位:福州大学电气工程与自动化学院,福州 350116,国网福建省电力有限公司电力科学研究院,福州 350007,国网福建省电力有限公司石狮市供电公司,石狮 362300
摘    要:充分考虑大量分布式电源接入电网导致背景谐波波动增大以及分布呈非对称特点的影响,提出了一种聚类算法与复合分位数回归相结合的多谐波源责任划分方法.首先,提出基于回归模型系数波动的有效数据选择方法对数据进行处理,在此基础上,采用主导波动量与OFMMK-means聚类算法结合的方法对波动的背景谐波电压进行聚类,并按照电压值分成...

关 键 词:多谐波源  谐波责任  背景谐波  聚类算法  复合分位数回归

Contribution Determination of Multiple Harmonic Sources for Distributed Generations Connected to Grid
ZHANG Yi,RUAN Zhengxin,SHAO Zhenguo,LIN Fang,CHEN Yuxin.Contribution Determination of Multiple Harmonic Sources for Distributed Generations Connected to Grid[J].Proceedings of the CSU-EPSA,2022,34(2):56-64.
Authors:ZHANG Yi  RUAN Zhengxin  SHAO Zhenguo  LIN Fang  CHEN Yuxin
Affiliation:(College of Electrical Engineering and Automation,Fuzhou University,Fuzhou 350116,China;Electric Power Research Institute,State Grid Fujian Electric Power Co.,Ltd,Fuzhou 350007,China;Shishi Power Supply Company,State Grid Fujian Electric Power Co.,Ltd,Shishi 362300,China)
Abstract:Considering the influences of a large number of distributed generations(DGs)connected to grid such as the increasing fluctuations in background harmonics and asymmetrical distribution characteristics,a contribution determi?nation method for multiple harmonic sources is proposed by combining the clustering algorithm with composite quantile regression.First,the effective data selection method based on fluctuations in the regression model coefficient is pro?posed to process data.On this basis,the fluctuating background harmonic voltage is clustered by combining the domi?nant fluctuation with the OFMMK-means clustering algorithm,which is further divided into different data segments.Second,the harmonic contribution of each data segment is calculated by means of the composite quantile,and the total harmonic contribution is obtained through weighting.Finally,the conclusions are verified through the comparison be?tween measured data and simulation analysis.Results show that the proposed method has a higher calculation accuracy than the traditional method,and it can maintain a satisfying accuracy and applicability in the case of large fluctuations in background harmonics.
Keywords:multiple harmonic sources  harmonic contribution  background harmonics  clustering algorithm  composite quantile regression
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