Analysis of the effect of phaselocked loop on input admittance of converter station in flexible DC transmission system
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TM721.1

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    Abstract:

    The accuracy of the impedance model of the converter station directly affects the small interference stability analysis of the flexible DC transmission system. However, the more accurate the model, the higher the order, which increases the complexity of the analysis. To analyze the influence of the phaselocked loop on the impedance characteristics of the converter station, we firstly establish the admittance matrix of the AC side of the converter station under the two conditions of dq coordinates with and without consideration of the phaselocked loop, and then establish the same order and mirror admittance of the converter station at the static coordinates. By comparing and not considering the input admittance of the phaselocked loop, it is concluded that the influence of the phaselocked loop on the input admittance value is directly related to the cutoff frequency of the phaselocked loop transfer function. Finally, the simulation model is established in PSCAD software. We use the signal injection method to obtain the homologous and mirror admittance of the converter station to verify the correctness of the theoretical analysis.

    Reference
    [1] 刘卫东,李奇南,王轩,等.大规模海上风电柔性直流输电技术应用现状和展望[J].中国电力,2020,53(7):5571.LIU Weidong,LI Qinan,WANG Xuan,et al.Application status and prospect of VSCHVDC technology for largescale offshore wind farms[J].Electric Power,2020,53(7):5571.
    [2] 李祝昆,朱益华,徐海波,等.适应安全稳定控制的双端柔性直流输电系统故障闭锁判据研究[J].电力系统保护与控制,2018,46(11):145155.LI Zhukun,ZHU Yihua,XU Haibo,et al.Research on fault blocking criteria of twoterminal VSCHVDC transmission system adapting to safety and stability control[J].Power System Protection and Control,2018,46(11):145155.
    [3] 肖超,韩伟,李琼林,等.柔性直流输电系统交流侧线路继电保护适应性研究[J].智慧电力,2020,48(4):18.XIAO Chao,HAN Wei,LI Qionglin,et al.Adaptability of MMCHVDC system on relay protection of AC transmission lines[J].Smart Power,2020,48(4):18.
    [4] Wen B,Dong D,Boroyevich D,et al.Impedancebased analysis of gridsynchronization stability for threephase paralleled converters[J].IEEE Transactions on Power Electronics,2016,31(1):2638.
    [5] 年珩,杨洪雨.不平衡运行工况下并网逆变器的阻抗建模及稳定性分析[J].电力系统自动化,2016,40(10):7683.NIAN Heng,YANG Hongyu.Impedance modeling and stability analysis of gridconnected inverters under unbalanced operation conditions[J].Automation of Electric Power Systems,2016,40(10):7683.
    [6] Wen Bo,Boroyevich D,Burgos R,et al.Smallsignal stability analysis of threephase AC systems in the presence of constant power loads based on measured dq frame impedances[J].IEEE Transactions on Power Electronics,2015,30(10):59525963.
    [7] 辛焕海,李子恒,董炜,等.三相变流器并网系统的广义阻抗及稳定判据[J].中国电机工程学报,2017,37(5):12771292.XIN Huanhai,LI Ziheng,DONG Wei,et al.Generalizedimpedance and stability criterion for gridconnected converters[J].Proceedings of the CSEE,2017,37(5):12771292.
    [8] Zhao Mingquan,Yuan Xiaoming,Hu Jiabing,et al.Voltage dynamics of current control timescale in a VSCconnected weak grid[J].IEEE Transactions on Power Systems,2016,31(4):29252937.
    [9] Xu L,Fan L.Impedancebased resonance analysis in a VSCHVDC System[J].IEEE Transactions on Power delivery,2013,28(4):22092216.
    [10] 聂程,雷万钧,王跃,等.多变流器并联时谐振特性及最优虚拟阻尼方法[J].中国电机工程学报,2017,37(5):14671477.NIE Cheng,LEI Wanjun,WANG Yue,et al.Resonance analysis of multiparalleled converter systems and research on optimal virtual resistor damping methods[J].Proceedings of the CSEE,2017,37(5):14671477.
    [11] Sun J.Smallsignal methods for AC distributed power systemsA review[J].IEEE Transactions on Power Electronics,2009,24(11):25452554.
    [12] Cespedes M,Sun J.Impedancemodeling and analysis of gridconnected voltagesource converters[J].IEEE Transactions on Power Electronics,2013,29(3):12541261
    [13] Harnefors L,Bongiorno M,Lundberg S.Inputadmittance calculation and shaping for controlled voltagesource converters[J].IEEE Transactions on Industrial Electronics,2007,54(6):33233334.
    [14] 杨洁,刘开培,王东旭,等.向无源网络供电的双端柔性直流输电系统小信号稳定性分析[J].中国电机工程学报,2015,35(10):24002408.YANG Jie,LIU Kaipei,WANG Dongxu,et al.Small signal stability analysis of VSCHVSC applied to passive network[J].Proceedings of the CSEE,2015,35(10):24002408.
    [15] Wen B,Boroyevich D,Mattavelli P,et al.Influence of phaselocked loop on input admittance of threephase voltagesource converters[C]//IEEE Applied Power Electronics Conference & Exposition(APEC),Long Beach,CA,USA,2013.
    [16] Bakhshizadeh M K,Wang X,Blaabjerg F,et al.Couplings inphase domain impedance modeling of gridconnected converters[J].IEEE Transactions on Power Electronics,2016,31(10):67926796.
    [17] Golestan S,Guerrero J M,Vasquez J C.Threephase PLLs:A review of recent advances[J].IEEE Transactions on Power Electronics,2016,32(3):18941907.
    [18] Harnefors L.Modeling of threephase dynamic systems using complex transfer functions and transfer matrices[J].IEEE Transactions on Industrial Electronics,2007,54(4):22392248.
    [19] Wang X F,Harnefors L,Blaabjerg F.A unified impedance model of gridconnected voltagesource converters[J].IEEE Transactions on Power Electronics,2017,33(2):17751787.
    [20] Rygg A,Molinas M,Zhang C,et al.A Modified sequencedomain impedance definition andits equivalence to the dqdomain impedance definition for the stability analysis of AC power electronic systems[J].IEEE Journal of Emerging & Selected Topics in Power Electronics,2016,4(4):13831396.
    [21] KarimiGhartemani M.A unifying approach to single phase synchronous reference frame PLLs[J].IEEE Transactions on Power Electronics,2013,28(10):45504556.
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李培法,唐 欣,王 文,李 田.锁相环对柔性直流输电系统换流站输入导纳的影响分析[J].电力科学与技术学报英文版,2020,35(4):20-26. LI Peifa, TANG Xin, WANG Wen, LI Tian. Analysis of the effect of phaselocked loop on input admittance of converter station in flexible DC transmission system[J]. Journal of Electric Power Science and Technology,2020,35(4):20-26.

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  • Online: September 04,2020
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