间谐波源对地导纳对配电网并联谐振影响研究
CSTR:
作者:
中图分类号:

TM711

基金项目:

国家电网有限公司总部科技项目(5400-201921142A-0-0-00)


Research on influence of admittance of inter-harmonic sources to ground on parallel resonance of distribution network
Author:
  • 摘要
  • | |
  • 访问统计
  • |
  • 参考文献 [21]
  • | | | |
  • 文章评论
    摘要:

    间谐波源对地导纳幅值很小,因此传统并联谐振分析一般忽略间谐波源对地导纳。如果间谐波源对地导纳对并联谐振的影响较大,则忽略间谐波源对地导纳可能会严重降低并联谐振分析结果的准确性。为证明并联谐振分析计入间谐波源对地导纳的必要性,该文基于IEEE 33节点配电网模型建立并联谐振测试系统,开展间谐波源对地导纳对配电网并联谐振影响的研究。基于模态分析法发现特定节点处间谐波源对地导纳能够明显影响并联谐振,通过灵敏度分析,发现在特定节点处间谐波源对地导纳虚部对并联谐振的影响较大,揭示了间谐波源对地导纳显著影响并联谐振的本质原因,并验证了配电网并联谐振分析计入间谐波源对地导纳的必要性。

    Abstract:

    The admittance amplitude of inter-harmonic sources to ground is very small, so traditional parallel resonance analysis generally ignores the admittance of inter-harmonic sources to ground. However, if the admittance of inter-harmonic sources to ground has a greater influence on the parallel resonance to a high degree, ignoring the admittance of inter-harmonic sources to ground couldseriously reduce the accuracy of the parallel resonance analysis results.In order to prove the necessity of the parallel resonance analysis to include the admittance of inter-harmonic sources to ground, this paper establishes a parallel resonance test system based on the IEEE-33 nodes distribution network model, and carries out the research on the influence of admittance of inter-harmonic sources to ground on the parallel resonance of distribution network.Based on the modal analysis method, it is found that the admittance of inter-harmonic sources to ground at a specific node can significantly affect the parallel resonance. Through sensitivity analysis, it is found that the admittance imaginarypart of inter-harmonic sources to ground at a specific node has a greater influence on the high degree to the parallel resonance, which revealsthe reason why the admittance of inter-harmonic sources to ground can obviously affect the parallel resonance, and finally validatesthe necessity of including the admittance of inter-harmonic sources to ground in the parallel resonance analysis of distribution network.

    参考文献
    [1] 陈思源,景巍巍,史明明,等.新能源接入背景下的谐波源建模方法综述[J].电力系统保护与控制,2022,50(7):162-175.CHEN Siyuan,JING Weiwei,SHI Mingming,et al.Review of harmonic source modeling methods with the background of renewable energy access[J].Power System Protection and Control,2022,50(7):162-175.
    [2] 马喜欢,陶顺,徐永海,等.非线性负荷接入高压-超高压系统应用评估[J].中国电力,2021,54(12):63-72.MA Xihuan,TAO Shun,XU Yonghai,et al.Application evaluation of non-linear load connected to HV-EHV systems[J].Electric Power,2021,54(12):63-72.
    [3] 李嘉彬,杨建华,张涛,等.电力电子设备谐波对配电网电压骤升的影响研究[J].智慧电力,2021,49(5):35-41.LI Jiabin,YANG Jianhua,ZHANG Tao,et al.Harmonic impact of power electronic devices upon voltage swell in distribution networks[J].Smart Power,2021,49(5):35-41.
    [4] 林才华,张逸,邵振国,等.用于低频非平稳间谐波研究的超高功率电弧炉模型[J].中国电力,2020,53(11):1-8.LIN Caihua,ZHANG Yi,SHAO Zhenguo,et al.An ultra-high-power electric arc furnace model for low-frequency non-stationary inter-harmonics studies[J].Electric Power,2020,53(11):1-8.
    [5] 张金平,李建立,段晨.计及负频率影响的新能源发电低频间谐波检测方法[J].电测与仪表,2020,57(2):95-100.ZHANG Jinping,LI Jianli,DUAN Chen.Low frequency interharmonic detection method for renewable energy generation with negative frequency contribution[J].Electrical Measurement & Instrumentation,2020,57(1):95-100.
    [6] 李国欣,费骏韬,朱堂宇,等.基于自适应变分模态分解的谐波检测算法[J].供用电,2021,38(11):1-8+13.LI Guoxin,FEI Juntao,ZHU Tangyu,et al.Harmonic detection algorithm based on adaptive variational modal decomposition[J].Distribution & Utilization,2021,38(11):1-8+13.
    [7] 陈佳浩,王琦,朱鑫要,等.谐波电压造成直流输电换相失败风险评估[J].高压电器,2020,56(5):196-202.CHEN Jiahao,WANG Qi,ZHU Xinyao,et al.Risk assessment of commutation failure for HVDC transmission due to harmonic voltage[J].High Voltage Apparatus,2020,56(5):196-202.
    [8] JIANG X,GOLE A M.A frequency scanning method for the identification of harmonic instabilities in HVDC systems[J].IEEE Transactions on Power Delivery,1995,10(4):1875-1881.
    [9] CURRENCE E J,PLIZGA J E,NELSON H N.Harmonic resonance at a medium-sized industrial plant[J].IEEE Transactions on Industry Applications,1995,31(4):682-690.
    [10] 李海峰,刘崇茹,韩民晓.基于频率扫描法与特征值法的交流系统串补引起的次同步谐振分析[J].电网技术,2012,36(5):107-112.LI Haifeng,LIU Chongru,HAN Minxiao.Analysis on subsynchronous resonance caused by series compensation in AC system based on frequency-scanning and eigenvalue[J].Power System Technology,2012,36(5):107-112.
    [11] 张姗,梁志瑞,张丽芳,等.一种谐振接地系统电容电流测量新方法[J].电力科学与技术学报,2020,35(1):109-114.ZHANG Shan,LIANG Zhirui,ZHANG Lifang,et al.A new capacitor current measurement method for resonance grounding system[J].Journal of Electric Power Science and Technology,2020,35(1):109-114.
    [12] 曾祥君,刘玉铃,喻锟.改进的配电网对地参数谐振测量方法[J].电力科学与技术学报,2020,35(3):3-11.ZENG Xiangjun,LIU Yuling,YU Kun.An improved resonance measurement method of grounded parameters for distribution networks[J].Journal of Electric Power Science and Technology,2020,35(3):3-11.
    [13] 白雪,高瑞雪,闻福岳,等.特定次谐波注入抑制模块化多电平换流器电容电压波动[J].电网与清洁能源,2020,36(9):8-14.BAI Xue,GAO Ruixue,WEN Fuyue,et al.Suppression of capacitor voltage fluctuation of the modular multilevel converter by specific sub-harmonic injection[J].Power System and Clean Energy,2020,36(9):8-14.
    [14] 刘洋,帅智康,李杨,等.多逆变器并网系统谐波谐振模态分析[J].中国电机工程学报,2017,37(14):4156-4164+4295.LIU Yang,SHUAI Zhikang,LI Yang,et al.Harmonic resonance modal analysis of multi-inverter grid-connected systems[J].Proceedings of the CSEE,2017,37(14):4156-4164+4295.
    [15] HONG L C,SHU W T,WANG J H,et al.Harmonic resonance investigation of a multi-inverter grid-connected system using resonance modal analysis[J].IEEE Transactions on Power Delivery,2019,34(1):63-72.
    [16] 徐文远,张大海.基于模态分析的谐波谐振评估方法[J].中国电机工程学报,2005,25(22):89-93.XU Wenyuan,ZHANG Dahai.A modal analysis method for harmonic resonance assessment[J].Proceedings of the CSEE,2005,25(22):89-93.
    [17] 仰彩霞.基于模态分析法的电力系统谐波谐振问题研究及其灵敏度分析[D].武汉:武汉大学,2013.
    [18] HUANG Z Y,CUI Y,XU W.Application of modal sensitivity for power system harmonic resonance analysis[J].IEEE Transactions on Power Systems,2007,22(1):222-231.
    [19] 仰彩霞,刘开培,李建奇,等.谐波谐振模态灵敏度分析[J].电工技术学报,2011,26(S1):207-212.YANG Caixia,LIU Kaipei,LI Jianqi,et al.Modal sensitivity analysis for harmonic resonance[J].Transactions of China Electrotechnical Society,2011,26(S1):207-212.
    [20] KASHEM M A,GANAPATHY V,JASMON G B,et al.A novel method for loss minimization in distribution networks[C]//International Conference on Electric Utility Deregulation and Restructuring and Power Technologies(DRPT2000),London,UK:IEEE,2000:251-256.
    [21] 陈磊.电弧炉电气系统的建模与谐波分析[D].沈阳:东北大学,2011.
    相似文献
    引证文献
    网友评论
    网友评论
    分享到微博
    发 布
引用本文

李博强,刘开培,林焱,等.间谐波源对地导纳对配电网并联谐振影响研究[J].电力科学与技术学报,2022,37(3):94-101.
LI Boqiang, LIU Kaipei, LIN Yan, et al. Research on influence of admittance of inter-harmonic sources to ground on parallel resonance of distribution network[J]. Journal of Electric Power Science and Technology,2022,37(3):94-101.

复制
分享
文章指标
  • 点击次数:133
  • 下载次数: 658
  • HTML阅读次数: 0
  • 引用次数: 0
历史
  • 在线发布日期: 2022-07-24
文章二维码