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风电系统参数对Hopf分岔影响的仿真 被引量:1

Influence of Wind Power Generation System Parameters on Hopf Bifurcation
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摘要 提出一种应用延拓法求解以风电场注入有功功率、无功功率及传输线路导纳为分岔参数的Hopf分岔点和两参数Hopf分岔边界方法,分析了风电系统参数对电压稳定性的影响及静止无功补偿器对Hopf分岔的控制作用.仿真实验结果表明,无功功率是系统发生Hopf分岔的主要参数,静止无功补偿器可有效延迟Hopf分岔. Based on the continuation method, active power and reactive power inputted by wind power and the admittance of wind power generation system were taken as bifurcation parameters, Hopf bifurcation points and two-parameter Hopf bifurcation boundary were calculated to analyze the influences of the system parameters on the voltage stability of wind power generation system. Meanwhile, the control action of static vat compensation on Hopf bifurcation was researched. Research result shows that reactive power is a main Hopf bifurcation parameter, and Hopf bifurcation can be effectively delayed by static var compensation.
出处 《吉林大学学报(理学版)》 CAS CSCD 北大核心 2012年第5期998-1002,共5页 Journal of Jilin University:Science Edition
基金 国家自然科学基金(批准号:50877053) 天津市自然科学基金(批准号:09JCYBJC07100)
关键词 风电系统 延拓法 HOPF分岔 电压稳定 静止无功补偿器 wind power generation system continuation method Hopf bifurcation voltage stability staticvar compensation
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  • 1安祎春,张庆灵,邢伟.基于Moore-Spence扩展方程电力系统Hopf分岔点的降阶新算法[J].继电器,2007,35(S1):359-364. 被引量:2
  • 2Driesen J, Belmans R. Distriuted generation: challenges and possible solutions[ C ]//2006 IEEE Power Engineering So- ciety General Meeting Montreal. Cannda,2006.
  • 3Dobson I, Lu L. New method for computing a closest sad- dle-node bifutcation and worst case load power margin for voltage collapse in electrical power systems [ J ]. IEEE Trans on Automatic Control, 1993,8 (3) :905 - 913.
  • 4Dobson I, Lu Li-ming. Computing an optimum direction in control space to avoid saddle- node bifutcation and voltage collapse in electrical power systems [ J ]. IEEE Trans on Au- tomatic Control. 1992,37 (10) : 1616 - 1620.
  • 5Dobson I. Observation on the geometry of saddle-node bifur- cation and voltage collapse in electrical power systems [J]. IEEE Trans on Circuit and Systems, 1992,39(3 ) :240 - 243.
  • 6Tan C W, Varghese M, Varaiya P, et al. Bifurcation chaos, and voltage collapse in power syst-ems [J].Proceeding of IEEE, 1995 ( 11 ) : 1484 - 1496.
  • 7Sedyel R. From equilibrium to chaos, practical bifurcation and stability analysis[ M ]. Amsterdam : Elsevier Science Publishing, Co. Inc. , 1988.
  • 8Roose D, Hlavacek L. A direct method for the computation of Hopf bifurcation points [ J ]. SIAMJ Applied Mathemat- ics, 1985,45,879 - 894.
  • 9Chiang H D, Jumeau R J. A more efficient formulation for compulation of the maximum loading in electric power sys- tem[J].IEEE Trans on Power Systems, 1995,10 ( 2 ) : 635 -646.
  • 10Ajjarapu V. Application of bifurcation and continuation methods for the analysis of power system dynamics [ C ]// Proc. of 4th IEEE Conf on Control Applications, Albany : 1995,52 - 56.

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