• HOME
  • About Journal
    • Historical evolution
    • Journal Honors
  • Editorial Board
    • Members of Committee
    • Director of the Committee
    • President and Editor in chief
  • Submission Guide
    • Instructions for Authors
    • Manuscript Processing Flow
    • Model Text
    • Procedures for Submission
  • Academic Influence
  • Open Access
  • Ethics&Policies
    • Publication Ethics Statement
    • Peer Review Process
    • Academic Misconduct Identification and Treatment
    • Advertising and Marketing
    • Correction and Retraction
    • Conflict of Interest
    • Authorship & Copyright
  • Contact Us
  • Chinese
Site search        
文章摘要
基于相关性筛选原理的公共连接点谐波畸变量的分层量化
CHEN Zong-Bi, XIAO Xian-Yong
Received:March 24, 2014  Revised:March 26, 2014
DOI:
中文关键词: 公共连接点  谐波发射水平  系统谐波阻抗  测定系数  相关性筛选原理  非干预式。
英文关键词: point of common coupling  harmonic emission level  system harmonic impedance  coefficient of determination  correlation filtering principle  on-invasive.
基金项目:国家863高技术基金项目(CRI2012RCPS00998)
Author NameAffiliationE-mail
chenzongbi* School of Electrical Engineering and Information, Sichuan University 770466844@qq.com 
xiaoxianyong School of Electrical Engineering and Information, Sichuan University  
Hits: 1734
Download times: 862
中文摘要:
      系统谐波阻抗的准确计算是公共连接点谐波畸变量分层量化的关键。经典波动量法计算谐波阻抗时受到背景谐波波动的影响,存在较大的误差。鉴于背景谐波没有波动时,公共连接点谐波电压、电流波动量之间表现为很强的线性相关性,提出一种基于相关性筛选原理的系统谐波阻抗计算方法,引入“测定系数”作为判据,筛选出背景谐波相对稳定的时间段对应的PCC点波动量样本,利用波动量之比计算系统谐波阻抗。仿真及实际工程算例证明该方法提高了谐波阻抗的计算精度,更准确有效地实现了谐波畸变量的分层量化。
英文摘要:
      System harmonic impedance’s accurately measurement is the key to hierarchical quantification on harmonic distortion of point of common coupling. The classic approach has large errors for the fluctuations of the background harmonic. Based on a strong linear correlation between the point of common coupling of the harmonic voltage and current fluctuations, when background harmonic has no fluctuation, proposed a method on the basis of the correlation filtering principle to calculate system harmonic impedance, introducing the "coefficient of determination" as the criterion, selecting the periods of the corresponding samples when the background harmonic is relatively stable, using the ratio of the fluctuating quantity to calculate system harmonic impedance. Simulation and practical engineering examples show that the method improves the accuracy of harmonic impedance, more accurately and effectively to achieve the hierarchical quantify the amount of harmonic distortion.
View Full Text   View/Add Comment  Download reader
Close
  • Home
  • About Journal
    • Historical evolution
    • Journal Honors
  • Editorial Board
    • Members of Committee
    • Director of the Committee
    • President and Editor in chief
  • Submission Guide
    • Instructions for Authors
    • Manuscript Processing Flow
    • Model Text
    • Procedures for Submission
  • Academic Influence
  • Open Access
  • Ethics&Policies
    • Publication Ethics Statement
    • Peer Review Process
    • Academic Misconduct Identification and Treatment
    • Advertising and Marketing
    • Correction and Retraction
    • Conflict of Interest
    • Authorship & Copyright
  • Contact Us
  • 中文页面
Address: No.2000, Chuangxin Road, Songbei District, Harbin, China    Zip code: 150028
E-mail: dcyb@vip.163.com    Telephone: 0451-86611021
© 2012 Electrical Measurement & Instrumentation
黑ICP备11006624号-1
Support:Beijing Qinyun Technology Development Co., Ltd