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水轮发电机组一次调频仿真与参数辨识 被引量:6

Primary Frequency Modulation Simulation and Parameter Identification for Hydroelectric Generating Set
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摘要 对公伯峡水电站4号水轮发电机组控制系统结构、控制规律及各环节调节特性进行分析,建立了调节系统数学模型;对4号机一次调频试验过程进行仿真,并利用Matlab参数辨识工具箱中非线性最小二乘法对原始参数进行校验,取得了满意的效果;对水轮机及压力引水系统非线性模型进行改进,使仿真吻合度和参数辨识结果都得到很大改善。 The mathematical model of regulation system is set up through the analysis of system structure, control rule and regulation characteristics in No.4 hydroelectric generating set, Gongboxia Hydropower Station. Satisfactory effect has been obtained through the calibration of original parameter by nonlinear least square method which in Matlab parameter identification tool box. Nonlinear model of Hydrogenerator and pressure diversion system are improved to make simulation fitness and parameter identification result improve greatly.
出处 《陕西电力》 2009年第3期55-58,共4页 Shanxi Electric Power
关键词 水轮发电机组 一次调频 调节系统 仿真 参数辨识 hydroelectric generating set primary frequency modulation modulation system simulation parameter identification
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  • 1张东成,关小刚,李育红.大峡水电站3号机组一次调频试验[J].水电自动化与大坝监测,2007,31(4):17-19. 被引量:6
  • 2魏守平,伍永刚,林静怀.水轮机调速器与电网负荷频率控制 (二)电网负荷频率控制仿真研究[J].水电自动化与大坝监测,2006,30(1):18-22. 被引量:26
  • 3高翔,高伏英,杨增辉.华东电网因直流故障的频率事故分析[J].电力系统自动化,2006,30(12):102-107. 被引量:38
  • 4寿梅华 张秀彬.水轮机线性控制系统动态模型研究[J].中国电机工程学报,1984,4(2):48-57.
  • 5张建明,谭建辉,刘同安,李越.水电机组一次调频若干问题的探讨[J].水电厂自动化,2007,28(3):31-33. 被引量:13
  • 6IEEE Working Group. Hydraulic turbine and turbine control model for system dynamic studies[ J ]. IEEE Trans on Power System, 1992, 7(1) : 167 - 179.
  • 7Wang H O, Abed E H, Hamdan A M A. Bifurcations, chaos, and crises in voltage collapse of a model power system[ J ]. IEEE Trans on Circuits and Systems Ⅰ : Fundamental Theory and Applications, 1994,41(3) : 294 - 302.
  • 8Mansoor S P, Jones D I, Bradley D A et al. Reproducing oscillatory behaviour of a hydroelectric power station by computer simulation [ J ] . Control Engineering Practice, 2000, 8(11) : 1261 - 1272.
  • 9De Jaeger E, Janssens N, Malflit B et al. Hydro turbine model for system dynamic studies[ J ]. IEEE Tram.on Power Systems, 1994,9(4) : 1709 - 1715.
  • 10Mess A I, Chua L O. The Hopf bifurcation theory and its application to nonlinear oscillation in circuits and systems[ J ]. IEEE Trans. Circuit and systems, 1979, CAS-26(4) : 235 - 254.

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