宽频域谐波谐振监测装置优化配置
CSTR:
作者:
作者单位:

(1.四川大学电气工程学院,四川 成都 610065;2.国网四川省电力公司阿坝供电公司,四川 阿坝藏族羌族自治州 623200)

通讯作者:

舒 勤(1958—),男,博士,教授,博士生导师,主要从事电力系统稳定与控制、智能电网以及现代信号处理等方面的研究;E?mail:shuchin@163.com

中图分类号:

TM711

基金项目:

国家自然科学基金(51877141)


Optimized placement of wide‑band frequency harmonic resonance monitoring device
Author:
Affiliation:

(1.College of Electrical Engineering, Sichuan University, Chengdu 610065, China;2.Aba Power Supply Company, State Grid Sichuan Electric Power Company,Aba Tibetan and Qiang Autonomous Prefecture 623200, China)

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    摘要:

    近年来,宽频谐波谐振成为危害电力系统安全稳定运行的重要问题之一。为构建宽频域谐波谐振监测系统,提出一种基于电网拓扑结构的监测装置优化配置方法。首先,从谐波谐振可观性的角度定义综合节点关键度;然后,在保证电力系统关键线路发生N?1故障仍全网可观的前提下,以监测装置配置数目最低以及关键度最高为目标,构建0?1整数规划数学模型,并利用改进二进制粒子群算法求解模型得出最优配置方案;最后,通过IEEE 14、IEEE 30节点系统的仿真试验,验证所提算法的可靠性和经济性。

    Abstract:

    In recent years, the wide?band harmonic resonance has become one of the most important issues that endanger the stability of the power system. In order to build wide?band harmonic resonance oscillation monitoring system, an optimal placement method of monitor device is proposed based on the power grid topology. Firstly, this method defines the criticality of comprehensive nodes from the perspective of the harmonic resonance observability. Then, under the premise of ensuring the overall observability of the power system in the event of N?1 contingencies on critical transmission lines, a 0?1 integer programming mathematical model is constructed for the goal of monitoring device configurations number minimization and the criticality maximization. The optimal placement scheme is obtained by using the improved binary particle swarm algorithm to solve the model. Finally, the reliability and economy of the proposed algorithm are verified through the simulation tests of the IEEE 14?bus system and the IEEE 30?bus system.

    参考文献
    [1] 胡钰杰,李子欣,罗龙,等.串联谐振间接矩阵型电力电子变压器高频电流特性分析及开关频率设计[J].电工技术学报,2022,37(6):1442?1454. HU Yujie,LI Zixin,LUO Long,et al.Characteristic analysis of high?frequency?link current of series resonant indirect matrix type power electronics transformer and switching frequency design[J].Transactions of China Electrotechnical Society,2022,37(6):1442?1454.
    [2] 李明节,于钊,许涛,等.新能源并网系统引发的复杂振荡问题及其对策研究[J].电网技术,2017,41(4):1035?1042.LI Mingjie,YU Zhao,XU Tao,et al.Study of complex oscillation caused by renewable energy integration and its solution[J].Power System Technology,2017,41(4):1035?1042.
    [3] 王杨,宋子宏,占颖,等.风电并网系统次同步振荡监测装置优化配置方法[J].电力系统自动化,2021,45(13):141?150.WANG Yang,SONG Zihong,ZHAN Ying,et al.Optimal placement method for subsynchronous oscillation monitoring devices in grid?connected wind power system[J].Automation of Electric Power Systems,2021,45(13):141?150.
    [4] KRUMPHOLZ G R,CLEMENTS K A,DAVIS P W.Power system observabilit: a practical algorithm using network topology[J].IEEE Transactions on Power Apparatus & System,1980,99(4):1534?1542.
    [5] BALDWIN T L MILI L,BOISEN M B,et al.Power system observability with minimal phasor measurement placement[J].IEEE Transactions on Power Systems,1993,8(2):707?715.
    [6] XU B,ABUR A.Observability analysis and measurement placement for systems with PMUs[C]//IEEE Power Systems Conference and Exposition,New York,NY,USA,2004.
    [7] 蒋正威.相量测量装置优化配置的研究[D].杭州:浙江大学,2008.JIANG Zhengwei.Research on optimal placement of phasor measurement units[D].Hangzhou:Zhejiang University,2008.
    [8] 曹鹏,刘敏.基于改进的整数规划法结合零注入节点的PMU优化配置方法[J].电力系统保护与控制,2021,49(16):143?150. CAO Peng,LIU Min.PMU placement method based on improved integer programming method combined with zero injection buses[J].Power System Protection and Control,2021,49(16):143?150.
    [9] 罗毅,赵冬梅.电力系统PMU最优配置数字规划算法[J].电力系统自动化,2006,30(9):20?24.LUO Yi,ZHAO Dongmei.Optimal PMU placement in power system using numerical formulation[J].Automation of Electric Power Systems,2006,30(9):20?24.
    [10] 李强,于尔铿,吕世超,等.一种改进的相量测量装置最优配置方法[J].电网技术,2005,29(12):57?61.LI Qiang,YU Erkeng,LüShichao,et al.An improved optimal phasor measurement unit placement algorithm[J].Power System Technology,2005,29(12):57?61.
    [11] 蔡田田,艾芊.电力系统中PMU最优配置的研究[J].电网技术,2006,30(13):32?37.CAI Tiantian,AI Qian.Research on optimal PMU placement in power systems[J].Power System Technology,2006,30(13):32?37.
    [12] 贾宏杰,吕英辉,曾沅,等.PMU在电力系统中的优化配置方法[J].电力科学与技术学报,2010,25(1):54?59+66.JIA Hongjie,Lü Yinghui,ZENG yuan,et al.Optimal PMU placement in power system[J].Journal of Electric Power Science and Technology,2010,25(1):54?59+66.
    [13] 王艳松,韩美玉,谭志勇.基于遗传算法的PMU配置对谐波状态估计质量影响的研究[J].电力系统保护与控制,2010,38(21):233?236+240.WANG Yansong,HAN Meiyu,TAN Zhiyong.Study on the effect of PMU allocation on the quality of harmonic state estimation[J].Power System Protection and Control,2010,38(21):233?236+240.
    [14] RAD M S,MOKATARI H,KARIMI H.A new algorithm for optimal measurement placement,observability analysis and Harmonic State Estimation in power systems[C]//IEEE Power Electronics,Drive Systems and Technologies Conference (PEDSTC),Tehran,Iran,2013.
    [15] KUMAR A,DAS B,SHARMA J.Genetic algorithm?based meter placement for static estimation of harmonic sources[J].IEEE Transactions on Power Delivery,2005,20(2):1088?1096.
    [16] 吴杰,杨阳,卢志刚.应用粒子群算法的谐波状态估计量测点综合最优配置[J].电网技术,2010,34(9):115?121.WU Jie,YANG Gang,LU Zhigang.Particle swarm optimization?based integrated optimal configuration for measuring point of harmonic state estimation[J].Power System Technology,2010,34(9):115?121.
    [17] ABU?HASHIM R,BURCH R,CHANG G,et al.Test systems for harmonics modeling and simulation[J].IEEE Transactions on Power Delivery,1999,14(2):579?587.
    [18] XU W,HUANG Z,YU C,et al.Harmonic resonance mode analysis[J].IEEE Transactions on Power Delivery,2005,20(2):1182?1190.
    [19] 张园园,龚庆武,刘栋,等.保留电压可观节点降阶的系统受扰轨迹快速预测[J].电力系统自动化,2010,34(6):17?21.ZHANG Yuanyuan,GONG Qingwu,LIU Dong,et al.Fast prediction of perturbed trajectories using a reduced?order approach of reserving voltage?observable nodes[J].Automation of Electric Power Systems,2010,34(6):17?21.
    [20] CAPITANESCU F,GLAVIC M,ERNST D,et al.Contingency filtering techniques for preventive security?constrained optimal power flow[J].IEEE Transactions on Power Systems,2007,22(4):1690?1697.
    [21] KENNEDY J,EBERHART R C.A discrete binary version of the particle swarm algorithm[C]//IEEE International Conference on Systems,Man,and Cybernetics.Computational Cybernetics and Simulation,Orlando,FL,USA,1997.
    [22] LIU J,MEI Y,LI X.An analysis of the inertia weight parameter for binary particle swarm optimization[J].IEEE Transactions on Evolutionary Computation,2016,20(5):666?681.
    [23] 樊海锋.电力系统PMU优化配置研究[D].杭州:浙江大学,2013.FAN Haifeng.Investigation of optimal PMU placement in power system[D].Hangzhou:Zhejiang University,2013.
    [24] 何胜,杨斌,俞明,等.一种谐波量测点优化配置的两阶段算法[J].电力系统及其自动化学报,2021,33(6):22?27.HE Sheng,YANG Bin,YU Ming,et al.A two?stage algorithm for optimal configuration of harmonic measurement device[J].Proceedings of the CSU?EPSA,2021,33(6):22?27.
    [25] 闫玲玲,刘中印,艾永乐,等.基于0?1整数规划算法的PMU量测点优化配置新方法[J].电力系统保护与控制,2017,45(12):101?106. YAN Lingling,LIU Zhongyin,AI Yongle,et al.A new method of the optimal placement PMU based on 0?1 integer program[J].Power System Protection and Control,2017,45(12):101?106.
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罗淞泓,舒 勤,刘 勇,等.宽频域谐波谐振监测装置优化配置[J].电力科学与技术学报,2023,38(4):177-186.
LUO Songhong, SHU Qin, LIU Yong, et al. Optimized placement of wide‑band frequency harmonic resonance monitoring device[J]. Journal of Electric Power Science and Technology,2023,38(4):177-186.

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  • 在线发布日期: 2023-11-06
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