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基于最优特征值配置理论设计的电力系统励磁控制器

Excitation Controller for Power System based on Optimal Eigenvalue Assignment
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摘要 提出了基于最优特征值配置原理设计最优励磁控制器的方法。首先建立了单机—无穷大系统中发电机组的线性化模型 ,在此基础上推导出了系统的状态空间描述并按最优特征值配置的原理设计了状态反馈矩阵。计算机仿真结果表明按特征值最优配置理论设计的控制器 ,不仅能使性能指标达到最优 。 In this paper, a method for designing optimal excitation controller for power system based on optimal eigenvalue assignment is presented. Firstly, a linearized model of a generator system in a Single Machine Infinite Bus (SMIB) System is developed on the basis of which the calculation of the system state space descriptions is derived and the state feedback matrix is designed in accordance with the principle of the optimal eigenvalue assignment. Computer simulation shows that the excitation controller designed in accordance with the principle of optimal eigenvalue assignment not only optimizes a quadratic performance index but also avoids selecting the state weight matrix designed based on the linear quadratic optimal control theory.
出处 《西安理工大学学报》 CAS 2001年第4期356-360,共5页 Journal of Xi'an University of Technology
关键词 电力系统 励磁系统 状态反馈 线性最优控制 特征值配置 水轮发电机 励磁控制器 power system excitation system state feedback linear optimal control eigenvalue assignment
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参考文献7

  • 1Yao-nan Yu. Electric Power System Dynamic[M]. Academic Press,Inc New York,1983.
  • 2Mehrdad Saif. Optimal linear regulator pole-place by weight selection[J]. Int J Control,1989,50(1):399~414.
  • 3Jia Luo,Edward Lan C. Determination of weighting matrices of a linear quadratic rugulator[J]. Journal of Guidance and Control and Dynamics,1995,18(6):1462~1463.
  • 4Al-Hamous Z M,Badran S M. Adaptive output feedback controller for wind turbine generators using neural networks[J]. Electric Machines and Power Systems,1999,27(5):465~479.
  • 5Working Grouping on Prime Mover and Energy Supply Model for System Dynamic Performance Studies. Hydraulic turbine and turbine control model for system dynamic studies[J]. IEEE Trans on Power System,1992,7(1):167~178.
  • 6Kautskey J,Nichols N K,Van Dooren P. Robust pole-assignment in linear state feedback[J]. International of control,1985,41(5):1129~1155.
  • 7Iracleous D P,Alexandridis A T. A Simple solution to the optimal eigenvalue assignment problem[J]. IEEE Trans on Automat Contr,1999,44(9):1746~1749.

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