用户名: 密码: 验证码:
区域电网电压稳定判别方法及系统研究
详细信息    本馆镜像全文|  推荐本文 |  |   获取CNKI官网全文
摘要
随着我国电力工业的快速发展,电网大规模广域互联和电力市场化改革的不断深入,以及间歇性可再生能源的大量接入,使得电力系统的运行点愈来愈接近稳定极限,而自然灾害多次造成区域电网电压崩溃事故发生,这些都导致电力系统的电压稳定问题比以往更加突出。通常情况下,电网发生电压失稳之前,由于母线电压相角、电网频率甚至电压幅值都相对稳定,系统中的保护和预警装置无法做出预判或动作。因此,如何准确地在线判别和预测复杂运行条件下区域电网的电压稳定性已成为电力调度部门所面临的巨大挑战之一。同步相量测量技术为基于广域同步测量数据的区域电网电压稳定动态分析与预测提供了条件,本文在同步相量测量算法研究的基础上,研究建立电压稳定动态特性分析与预测模型,进而研制区域电网电压稳定在线判别和预测系统,为电力系统电压稳定控制提供理论依据与技术支撑。
     本文的主要研究内容有:
     (1)针对DFT算法在采样信号频率变化时因频率泄漏及频率失配造成的测量误差,研究PMU(Phasor Measuring Unit,同步相量测量单元)同步采集各相电压、电流信号噪声含量及其动态特性在线估计模型,采用动态特性方差和噪声方差两个参数对采样系统实时状态进行量化,并在此基础上建立频率自适应模型及其求解算法,使频率跟踪算法在动态条件下具有快速的跟踪特性和有较好的抗噪特性;研究采样信号动态特性和衰减直流分量之间相互作用关系,建立基波信号直流分量跟踪模型及算法,进而研究建立动态基波滤波算法,实现电流、电压相量衰减直流分量动态特性估计,将自适应频率跟踪模型与直流分量跟踪模型结合;研究建立基于DFT的改进频率跟踪算法,得到精确的同步相量测量结果。
     (2)研究电网节点电压稳定临界点及其薄弱性指标的非线性规划模型与评估方法,建立识别节点电压薄弱状态的解析指标及其求解算法,并在此基础上研究建立区域电网PMU监测点优化配置方法。针对电压失稳先局部扩散后全局崩溃的特性,研究特定区域电力系统电网结构参数下,电网各元件和负荷的动态过程与电网各节点电压间非线性作用关系。基于区域电网数值仿真数据,研究系统逼近电压失稳临界状态过程与电压薄弱状态指标间关系模型,建立以灵敏度dV i/dQi指标的大小为基础,同时采用表征各节点灵敏度变化快慢的灵敏度变化率指标的电网节点电压薄弱程度判别模型,实现区域电网薄弱节点准确识别。在此基础上,针对电网状态可观测性和电压稳定性两方面因素,研究建立基于电压薄弱区域监视的非完全可观测PMU监测点优化配置方法。
     (3)研究基于同步相量测量数据的节点电压快速在线判别模型及求解算法,研究电压稳定轨迹的非线性时间序列预测模型及求解方法。针对同步测量的电网局部节点相量测量数据,采用节点及与其相关联的负荷节点的同步电压、电流相量,通过阻抗模和P Q解耦算法得到电网实时等值模型参数,并在此基础上将整个系统等值为一简单的两节点系统,研究建立包含负荷节点的戴维南等值模型,并根据等值模型阻抗模极限值推导出电网电压稳定在线判别指标,对电网电压水平做出快速判别。针对电网电压、电流实时监测数据,研究电网动态电压非线性时间序列分析方法,并重构出电压稳定非线性系统相空间,对重构相空间中相点变化轨迹的预测模型及模型参数进行确定,建立电压稳定的全局预测模型,采用支持向量机模型对动态电压非线性时间序列全局预测模型中非线性映射进行求解,建立非线性时间序列相空间中相轨迹的非线性回归求解方法,实现电网动态电压稳定轨迹的预测。
     (4)结合电网广域测量系统(Wide Area Measurement System,WAMS)要求及实际电网运行条件,研究建立区域电网电压稳定判别系统,完成了区域电网电压稳定在线判别与预测应用软件系统开发。在研究建立了区域电网单一节点电压稳定在线判别模型、多节点电压稳定在线辨识模型和电网电压稳定非线性时间序列预测模型的基础上,建立电压稳定判别系统数学模型及算法,以开发改进频率跟踪数据采集算法和电压稳定判别系统数学模型为核心,DSP技术、Visual C++技术和Oracle数据库技术为基础的区域电网电压稳定判别应用系统平台,实现根据电网节点实时监测数据对区域电网电压稳定状态及其相关参数做出在线判别及中短期预测,为电网运行管理部门提供电压稳定性实时判别及预测预报数据,作为电力系统电压稳定控制策略调整的参考和指导。
     (5)按照国家电网公司“电网自动电压控制技术规范(Q/GDW747-2012)”技术要求,结合辽宁电网电压稳定控制的实际情况,将区域电网电压稳定判别系统应用于电网实际运行管理系统当中。本文研究开发的区域电网电压稳定判别应用系统,于2012年6月在500kV变电站成功投入运行,实际运行中,系统硬件和软件运行性能稳定,电压稳定在线判别和预测预警结果合理。本文研究建立的区域电网电压稳定判别系统及其电压稳定性在线判别参数和预测结果能够满足电网电压稳定控制工作的实际工程要求。
The operating point of power system draws nearer to its stability limit under severalconditions, such as the rapid development of the power industry in our country, the widerdomain large-scale grid interconnection, the deepening of the electricity market-orientedreforms, and the input of the intermittent renewable energy sources. Moreover, naturaldisasters have repeatedly caused accidents of regional power grid voltage collapse, whichmake voltage stability problem of power system more prominent than ever before. Generally,if the bus voltage angle, power system frequency and the amplitude of voltage are relativelystable, the system protection and warning devices cannot predict or act in advance when thevoltage instability of the power grid happens. As a result, how to accurately online identifyand predict the regional power grid voltage stability on the complex operation conditions hasbecame one of the great challenges that the power dispatching departments are faced with.PMU technology provides conditions for the analysis and prediction of voltage stabilitydynamics, which are based on wide area simultaneous measurement data of the regional powergrid. On the basis of the study of synchronous phasor measurement algorithm, the model ofthe analysis and prediction of voltage stability dynamic characteristics are established in thispaper. Thus, online identification and prediction system of the regional power grid voltagestability is developed. It provides guidance for the voltage stability control to the powersystem operation management department.
     The main contents are as follows:
     (1)The DFT algorithm causes the measurement errors due to the frequency leakage andfrequency mismatch when the frequency of the sampling signals changes. In this study, anonline model is developed which is using PMU to synchronously collect the noise content anddynamic characteristics of each phase voltage and current signal. It uses dynamiccharacteristics variance and noise variance to quantify the sampling system real-time state.Therefore, frequency adaptive model and solve algorithm are established. In this way, thetracking algorithm has both fast tracking and good anti-noise characteristics under dynamicconditions. With the analysis of the interaction between the dynamic characteristics ofsampling signal and decaying DC component, the dynamic fundamental wave filter algorithm is established. It can estimate the dynamic characteristics of the current and voltage phasesdecaying DC component. Based on the improved frequency tracking algorithm of DFT, thecombination of the adaptive frequency tracking model and DC component tracking model cancalculate accurate PMU measurements.
     (2) In order to establish the optimization location method of a regional grid PMUmonitoring which is based on node voltage weak state analysis index and its algorithm, thenonlinear programming model and assessment method for the voltage stability critical pointand the weakness indicator of the node are studied. With electric power system grid structureparameters in a particular area, a research for the nonlinear function relations is accomplishedwhich include the modules in grid and the dynamic process of load and voltages of nodes,considering that the voltage instability starts from local diffusion to the collapse of the whole.The model of the relationships between the process of system approach voltage instabilitycritical state and the voltage weakness status indicators is studied according to the regionalgrid numerical simulation data. A detection model is built up to accurately identify theregional grid weak nodes in accordance with the degree of node voltage weakness. The datacomes from the sizes of sensitivity indicators and sensitivity change rate indicators, whichcharacterize the change speed of all nodes sensitivities. Therefore, the optimizationconfiguration method of the not completely observable PMU monitoring points is establishedon the basis of the monitor at voltage weak areas in order to insure the grid observable andstability of the voltage.
     (3) Based on synchronized pharos measurements and the modules and algorithms of nodevoltage stability rapid judgment, the nonlinear time series prediction modules and algorithmsof voltage stability trajectory are studied. The parameters of real time grid equivalent model,aimed at the data of power grid local node synchronous pharos measurement, are calculated byinvertible decoupling and impedance modulus algorithms with synchronous voltage andcurrent pharos of nodes and related loads, and by which the whole system could be equivalentto a two nodes grid. The Thevenin equivalent model which includes load nodes andimpedance model limit algorithms is used to deduce a synchronous grid voltage stability indexfor rapid judgment of grid voltage stability. In view of the grid voltage and current real-timemonitoring data, the grid dynamic voltage nonlinear time series analysis method is studied toreconstruct phase point in phase space trajectory prediction model and to determine the phase space and the parameters of the voltage stability of nonlinear system. Thus, the voltagestability global forecast model can be set up by using the nonlinear mapping of support vectormachine model for dynamic voltage in the global nonlinear time series prediction. A nonlinearregression method of nonlinear time sequence of the phase trajectory in phase space isestablished to predict the dynamic voltage stability of power grid trajectory.
     (4) In accordance of the requirements of Wide Area Measure System (WAMS) and theactual power grid operating conditions, establishment of regional power grid voltage stabilitycriterion system is studied, and software for regional power grid voltage stability onlinedetection and prediction is developed. On the basis of an online detection model of regionalpower grid single node voltage stability, multiple node voltage stability online identificationmodels and nonlinear time series prediction model of grid voltage stability, a mathematicalmodel and an algorithm for voltage stability criterion are established. Based on the DSP,Visual C++and Oracle database technologies, a regional grid voltage stability detectionapplication system platform is developed with the improved frequency tracking dataacquisition algorithm and mathematical model of voltage stability criterion system as the core.It can accomplish the online detection and short-term prediction of regional grid voltagestability and its relevant parameters with real-time measurements of the grid nodes. It can alsobe used for providing voltage stability criterion and forecast data in real time to the gridoperation management departments as reference and guidance to make adjustments to theelectric power system voltage stability control strategies.
     (5) According to the technological standard in “Automatic Voltage Control TechnicalSpecification of The Grid (Q/GDW747-2012)” of State Grid Corporation of China, theregional grid voltage stability criterion system is applied to the grid operation management,combined with the actual situation of Liaoning grid voltage stability controlling system. Theregional grid voltage stability detection application system is successfully put into practice at a500kV substation in June2012. The hardware and software of system are stable and the resultsof online voltage stability criterion and warning in actual operation are reasonable andacceptable. As a conclusion, the regional grid voltage stability judging system and its onlinevoltage stability identification parameters and prediction results can meet the practicalengineering requirements of regional power grid voltage stability control.
引文
[1]汤涌等.电力系统稳定性分析[M].北京:科学出版社,2011.
    [2]卢强等.智能电力系统与智能电网[M].北京:清华大学出版社,2013.
    [3]陈为化,江全元,曹一家,等.基于风险理论的复杂电力系统脆弱性评估[J].电网技术,2005,29(4):12-17.
    [4]丁明,韩平平.基于小世界拓扑模型的大型电网脆弱性评估[J].中国电机工程学报,2005,25:118-122.
    [5]董飞飞,刘涤尘,吴军,等.基于改进电压灵敏度分析的大区电网间容量交换能力评估[J].电网技术,2013,37(7):1862-1867.
    [6]陈厚合,李国庆,姜涛.计及静态电压稳定约束的交直流系统可用输电能力[J].电网技术,2012,36(2):75-81.
    [7]周念成,廖彦洁,颜伟,等.基于相量测量的电压稳定裕度计算及减载方案[J].中国电力,2012,45(5):6-10.
    [8] PRABHA KUNDUR,电力系统稳定与控制[M].北京:中国电力出版社,2002.
    [9]卢强,梅生伟,孙元章.电力系统非线性控制[M].北京:清华大学出版社,2008.
    [10]孙元章,焦晓红,申铁龙.电力系统非线性鲁棒控制[M].北京:清华大学出版社,2007.
    [11]刘振亚等.智能电网技术[M].北京:中国电力出版社,2010.
    [12]钟浩,吴政球,张小兵,等.基于发电机功率分配因子的静态电压稳定预防控制[J].中国电机工程学报,2012,31(34):150-155.
    [13]科萨里,纳格拉斯.现代电力系统分析[M].北京:清华大学出版社,2009.
    [14]倪以信.动态电力系统的理论与分析[M].北京:清华大学出版社,2002:81-89.
    [15]周双喜等.电力系统电压稳定性及其控制[M].北京:中国电力出版社,2004.
    [16]陈文广,刘明波.结合详细和准稳态模型的长期电压稳定全过程混合动态仿真[J].电工技术学报,2012,27(6):242-251.
    [17]王义红,梅生伟.基于半张量积方法与准稳态时域仿真的电力系统中长期电压稳定分析[J].电网技术,2011,35(6):39-44.
    [18] Seydel R.Practical bifurcation and stability analysis:from equilibrium to chaos.Springer-Verlag NewYork Inc,1994.
    [19] A.Chakrabortty,J.H.Chow.Interarea model estimation for radial Power system transfer Paths withvoitage support using synehronized phasor measurements[C].Power and Energy Soeiety GeneralMeeting-Conversion and Delivery of Eleetrical Energy in the21st Century,2008IEEE.2008.
    [20] Sun Kai,S.Likhate,V.Vittal,et al.An online dynamic security assessment seheme using Phasormeasurements and deeision trees[C].Power and Energy Soeiety General Meeting-Conversion andDelivery of Electrieal Energy in the21st Century,2008IEEE.2008.
    [21] Qi Weifu,Yang Honglei,Xu Jianyuan.Optimum Arrangement Scheme of PMU and Voltage StabilityEvaluation in Region Electric Network[C].Proceeding of2007IEEE International Conference onAutomation and Logistics,Jinan,China,2007,1984-1987.
    [22]尚力,于占勋,荆铭,等.山东电网广域实时动态监测系统[J].山东电力技术,2008(01):11-16.
    [23]陈刚,李鹏,门锟,等.静态电压稳定分析在南方电网应用研究[J].南方电网技术,2013,7(2):16-20.
    [24]刘道伟,谢小荣,穆钢,等.基于同步相量测量的电力系统在线电压稳定指标[J].中国电机工程学报,2005,25(1):13-17.
    [25]唐维平.智能变电站同步相量测量装置设计与实现[D].北京:北京交通大学,2011.
    [26]熊宁,蔡恒,程虹.支路故障后静态电压稳定裕度的估算[J].电网技术,2012,36(9):151-154.
    [27]蔡田田.广域测量系统在电力系统中的应用研究[D].上海:上海交通大学,2008.
    [28]赵冬梅,陈晓云,张旭.基于广域测量系统的在线电压稳定预测指标的应用[J].电网技术,2011,35(7):118-122.
    [29]麻常辉.一种新型电压稳定性在线监测方法研究[J].华北电力大学学报,2013,40(1):7-12.
    [30]麦瑞坤,何正友,薄志谦,等.动态条件下的同步相量测量算法的研究[J].中国电机工程学报,2009,29(10):52-58.
    [31]马世英,刘道伟,汤勇,等.基于多相应信息源的电压稳定全势量化评估与辅助决策系统[J].电网技术,2013,37(8):2151-2156.
    [32]杨柳青,刘明波,林舜江.按控制分区中含有多个先导节点的静态电压稳定欲度计算[J].电网技术,2013,37(5):1346-1352.
    [33]颜伟,文一宇,余娟,等.基于戴维南等值的静态电压稳定广域切负荷控制策略[J].电网技术,2011,35(8):88-92.
    [34]巩伟峥,房鑫炎.基于广域测量系统的电压稳定指标[J].电网技术,2011,35(4):71-75.
    [35] B.B.Monehusi,Y.Mitani,L.Changsong,et al.Stability analysis based on synchronized phasormeasurements[C].Sustainable Energy Technologies,2008.ICSET2008.IEEE InternationalConfereneeon.2008.
    [36] D.M.Laverty,D.J.Morrow,R.Best,et al.Intenet based phasor measurement system for phase control ofsynchronous islands[C].Power and Energy society General Meeting-Conversion and Delivery ofElectrical Energy in the21st Century,2008IEEE.2008.
    [37]刘道伟,韩学山,韩力,等.实时环境下有功损耗及静态电压稳定裕度与功率因数角的关系[J].电机工程学报,2010,30(16):38-46.
    [38]刘光晔,杨以涵.电力系统电压稳定与功角稳定的统一分析原理[J].中国电机工程学报,2013,33(13):135-149.
    [39] Ajjarap.u.V, Colin C.The continuation power flow:a tool for steady state voltage stabilityanalysis.IEEE Trans.on Power Systems,1992,7(1):416-423.
    [40]姜涛,陈厚合,李国庆.基于局部电压稳定指标的电压/无功分区调节方法[J].电网技术,2012,36(7):207-212.
    [41]李大虎,曹一家.基于SCADA/PMU混合量测的广域动态实时状态估计方法[J].电网技术,2007,31(6):72-78.
    [42] B.B.Monehusi,Y.Mitani,L.Changsong,et al.Stability analysis based on synchronized phasormeasurements[C].Sustainable Energy Technologies,2008.ICSET2008.IEEE InternationalConfereneeon.2008.
    [43] D.M.Laverty,D.J.Morrow,R.Best,et al.Intenet based phasor measurement system for phase control ofsynchronous islands[C].Power and Energy society General Meeting-Conversion and Delivery ofElectrical Energy in the21st Century,2008IEEE.2008.
    [44]蒋正威.基于线性整数规划模型的高适应性PMU配置算法[J].电网技术,2009,33(1):42-47.
    [45] I.Kamwa,R.Grondin.PMU configuration for system dynamic performance measurement inlarge,multiarea power systems[J].Power Systems,2002,17(2):385-394.
    [46]郭晓鸣,刘俊勇,贺星棋.基于PMU计及动态过程的电压在线评估[J].电力系统及其自动化学报,2012,24(1):73-78.
    [47]刘光晔,施海亮,杨以涵.非解析复变电力系统电压稳定的动态分析方法[J].中国电机工程学报,2013,33(10):50-56.
    [48]刘光晔,汪洋,彭丽,等.应用非线性等值原理解析计算电压稳定临界点[J].中国电机工程学报,2013,33(16):129-136.
    [49]徐建源,杨红磊,齐伟夫.区域电网相量测量单元的配置方案及变电站动态电压稳定性的模拟评估[J].电网技术,2008,32(3):79-83.
    [50]汪洋,卢继平,李文沅,等.基于局部网络电压相量的等值模型及其电压稳定性指标[J].中国电机工程学报,2008,28(34):52-58.
    [51] Mei Kejun,S.M.Rovnyak,Ong Chee-Mun.Clustering-Based Dynamic Event Location Usingwide-Area Phasor Measurements.power Systems,IEEE Transactions on,2008,23(2):673-679.
    [52]傅万学,张卫东,邢应春.基于静态电压稳定分析的电压薄弱节点研究[J].电网技术,2011,27(3):41-46.
    [53]颜伟,户秀琼,余娟.考虑薄弱支路功率约束的静态电压稳定预防控制[J].重庆大学学报,2012,35(7):61-93.
    [54] H.X.Wu,K.Tsakalis,GT.Heydt. Evaluation of time delay effects to Wide area Power systemstabilizer design. IEEE Transactions on Power Systems,2004;19(4):1935-1941.
    [55]李娟,周建颖,王坤,等.混沌鱼群算法计算静态电压稳定裕度[J].电力系统及其自动化学报,2013,25(4):79-84.
    [56]贺泳华,刘光晔,高磊.求取电压稳定分歧点的改进步长连续潮流法[J].电力系统及其自动化学报,2012,24(5):112-116.
    [57]李颖晖,张保会,李勐.电力系统稳定边界的研究[J].中国电机工程学报,2002,22(3):72-77.
    [58]胡扬宇,吕天光,褚双伟.基于准稳态仿真的电压稳定轨迹灵敏度分析方法[J].电网技术,2012,36(6):157-162.
    [59]乔媛媛,郑飞平,杨若松,等.一种基于支路量测的电压稳定评估指标[J].电力系统保护与控制,2011,39(8):18-22.
    [60]徐琳,卢继平,汪洋,等.电力系统节点电压稳定指标的研究[J].电网技术,2010,34(3):27-30.
    [61]伍利,古婷婷,姚李孝.基于改进连续潮流法的静态电压稳定分析[J].电网技术,2011,35(10):99-103.
    [62]常鲜戎,王旋,方学珍.基波电流瞬时值检测及同步电流相量测量方法.电力系统保护与控制[J],2013,41(11):60-66.
    [63] Huang Chien-Hung,Lee Chien-Hsing,Shih Kuang-Jung,et al.Frequeney Estimation of DistortedPower System Signals Using a Robust Algorithm.Power Delivery,IEEE Transaetions on,2008,23(1):41-51.
    [64] Routray A,Pradhan A K,Rao K P.A novel Kalman filter for frequency estimation of distorted signalsin power systems Instrumentation and Measurement.IEEE trans on power system,2002(51):469-479.
    [65] Fan Lingling,Synchronized global phasor measurement based inter-area oscillation controlconsidering communication delay[C].Power and Energy Soeiety General Meeting-Conversion andDelivery of Electrieal Energy in the21st Century,2008IEEE.2008.
    [66] Milenko B.Djuric,Zeljko R.Djurisic.Frequeney measurement of distorted signals using Fourier andzero crossing techniques.Eleetric Power Systems Research,2008,78(8):1407-1415.
    [67]刘林,林涛,徐遐龄.用于动态条件下同步相量测量的复带通滤波算法[J].中国电机工程学报,2012,32(10):143-149.
    [68] Lin Xin,Xue Jun,Xu Jianyuan,et al.Design of database remote monitoring system in distributionautomation[C].Proceedings of2007Secong IEEE conference on industrial electronics andapplications,Harbin,China,2007,436-440.
    [69]李一泉,何奔腾.一种基于傅氏算法的高精度测频方法[J].中国电机工程学报,2006,26(2):78-81.
    [70] Yong Min.Phasor measurement applications in China.IEEE transactions on PWRS,2002:485-489.
    [71]罗蛟,江亚群,黄纯,等.基于DRSC窗递推DFT算法的电力谐波检测[J].电工技术学报,2013,28(9):48-53.
    [72]刘亚梅,惠锦,杨洪耕.电力系统谐波分析的多层DFT插值校正法[J].中国电机工程学报,2012,32(25):182-188.
    [73]徐建源,王亮,林莘,等.基于递推DFT同步相量测量算法的研究[J].高压电器,2011,47(11):40-44.
    [74]禹永植,张忠民,席志红.基于傅里叶变换的高精度频率及相量算法[J].电网技术,2007,31(23):83-86.
    [75]麦瑞坤,何文,何正友,等.滤除衰减直流分量的动态同步相量测量算法[J].中国电机工程学报,2010,30(31):123-129.
    [76] Lin Xin,Xue Jun,Xu Jianyuan.Algorithm Selection and Non-synchronous Sample Error Correctionof Phase Measurement in Power Network[C].Proceedings of2007IEEE International Conference onMechatronics and Automation,Harbin,China,2007,3823-3827.
    [77]罗堪持,张明.基于sigma点卡尔曼滤波器的电力频率跟踪新算法[J].电力系统自动化,2008,32(13):66-70.
    [78]罗堪持,张明.基于sigma点卡尔曼滤波器的电力频率跟踪新算法[J].电力系统自动化,2008,32(13):66-70.
    [79] A.Jain,N.R.Shivakumar.Phasor Measurements in Dynamic State Estimation of PowerSystems[C].TENCON2008-2008,TENCON2008.IEEE Region10Conferenee.2008.
    [80] D.Belega,D.Dallet.Frequency estimation via weighted multipoint interpolatedDFT.Seienee,Measurement&Teelinology,IET,2008,2(1):1-8.
    [81]万秋兰,丁涛,王莹,马兆兴.薄弱电压节点的在线辨识[J].电网技术,2012,36(3):156-161.
    [82] G.B.Denegri,M.Invernizzi,F.Milano.A security oriented approach to PMU positioning for advancedmonitoring of a transmission grid[C].Power System Technology,2002IEEE,2002.
    [83]高鹏,石立宝,姚良忠,等.辨识电网薄弱节点的多准则综合电压稳定指标[J].电网技术,2009,33(19):26-31.
    [84]安天瑜,周苏荃,于继来.基于电压薄弱区域监视的PMU非完全观测配置[J].电网技术,2006,30(16):24-28.
    [85] Dongxiao Niu,Zhuangzhi Liu,Honglei Yang.PMU Configuration Scheme of Regional Power Systemand Dynamic Voltage Stability Online Evaluation of Substation[C].Power and Energy EngineeringConference,2010Asia-Pacific,2010.
    [86] Jinghe Zhang,G.Welch,G.Bishop,Zhenyu Huang.Optimal PMU placement evaluation for powersystem dynamic state estimation[C]. Innovative Smart Grid Technologies Conference Europe,2010IEEE PES,2010.
    [87]陈晓刚,于浩,王波,等.满足多种约束条件的最优PMU配置方法[J].浙江大学学报,2010,44(3):539-543.
    [88]唐岚,吴军基.基于电网脆弱性和经济性评估的PMU最优配置新方法[J].电网技术,2012,36(8):260-264.
    [89]陈晓刚,于浩,王波,等.满足多种约束条件的最优PMU配置方法[J].浙江大学学报,2010,44(3):539-543.
    [90] Tianyu An,Suquan Zhou.Practical PMU configuration based on weak voltage area monitoring andincomplete observability[C].Power Engineering Society General Meeting,2006IEEE,2006.
    [91]卞晓猛,邱家驹.基于记忆的改进克隆算法及其PMU配置多目标优化应用[J].中国电机工程学报,2007,27(22):33-37.
    [92]郭晓鸣,刘俊勇,贺星棋.基于PMU计及动态过程的电压在线评估[J].电力系统及其自动化学报,2012,24(1):73-78.
    [93] Jiang Weiqing,V.Vittal,G.T.Heydt.Diakoptic State Estimation Using Phasor MeasurementUnits.Power Systems,IEEE Transaetions on,2008,23(4):1580-1589.
    [94] Price W W,Taylor C W, Rogers G J, et al.Standard load models power flow and dynamicperformance simulation. IEEE Trans on Power Systems,1995,10(3):1302-1313.
    [95]孙宏斌,李钦,张明晔,等.基于动态潮流方程的连续潮流模型[J].中国国电机工程学报,2011,31(7):77-82.
    [96]齐伟夫,杨红磊,李君明,等.适应多节点电压稳定性的模拟评估指标[J].电网技术,2013,37(6):1639-1644.
    [97] Suykens A K, Gestel T Van, Brabanter J De, Moor B De, Vandewalle J. Least Squares SupportVector Machines[J]. World Scientific Pub. Co., Singapore,2002
    [98] Erdogmus D, Principe J C. An Error-Entropy Minimization Algorithm for Supervised Training ofNonlinear Adaptive System[J]. IEEE Trans. on Signal Processing,2002,50(7):1780~1786.
    [99] Thissen U, Brakel R V, Weijer A P D, et al. Using support vector machines for time seriesprediction[J]. Chemometrics and Intelligent Laboratory Systems,2003,69(1-2):35-49.

© 2004-2018 中国地质图书馆版权所有 京ICP备05064691号 京公网安备11010802017129号

地址:北京市海淀区学院路29号 邮编:100083

电话:办公室:(+86 10)66554848;文献借阅、咨询服务、科技查新:66554700