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密集型固有振荡模式电力系统的模态分析
引用本文:赵书强,陈慷,马燕峰,胡永强.密集型固有振荡模式电力系统的模态分析[J].电力系统自动化,2011,35(21):6-11.
作者姓名:赵书强  陈慷  马燕峰  胡永强
作者单位:新能源电力系统国家重点实验室,华北电力大学,北京市102206
基金项目:中央高校基本科研业务费专项资金资助项目(09MG07)和河北省自然科学基金(E2010001693、E2011502014)
摘    要:大规模电力系统具有振荡模式非常密集的特点,参数的微小变化会使系统产生模态不稳定现象。运用复模态摄动理论对密集型固有振荡模式电力系统进行了模态分析,结果表明,系统的特征值对参数摄动不敏感,但密集振荡模式对应的左、右特征向量有很大的变化,影响状态变量对振荡模式的可控性和可观性。最后,以新英格兰10机系统和NPCC 48机系...

关 键 词:动态稳定  低频振荡  密集振荡模式  复模态摄动理论  模态分析  电力系统
收稿时间:5/10/2011 1:13:58 PM
修稿时间:2011/10/12 0:00:00

Modal Analysis of Electric Power System with Close Oscillation Modes
ZHAO Shuqiang,CHEN Kang,MA Yanfeng,HU Yongqiang.Modal Analysis of Electric Power System with Close Oscillation Modes[J].Automation of Electric Power Systems,2011,35(21):6-11.
Authors:ZHAO Shuqiang  CHEN Kang  MA Yanfeng  HU Yongqiang
Affiliation:(State Key Laboratory of Alternate Electrical Power System with Renewable Energy Sources, North China Electric Power University,Beijing 102206,China)
Abstract:The frequencies of natural oscillation mode in large power system are very close.When the system parameters experience minor changes,system has the potential to instability of close modes.A perturbation technique for complex modes is used to make modal analysis of the close modes shapes in a power system.It shows that eigenvalues are not sensitive to the perturbation while the left eigenvectors and right eigenvectors of close modes change a lot after the perturbation of system parameters.This will directly affect the controllability and observability of state variables on the oscillation modes.The 10-machine New England and NPCC 48-machine test systems are employed to verify the conclusion. This work is supported by Fundamental Research Funds for the Central Universities(No.09MG07) and Natural Science Foundation of Hebei Province(No.E2010001693,No.E2011502014).
Keywords:dynamic stability  low frequency oscillation  close oscillation mode  complex modal perturbation theory  modal analysis  power system
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