对角优势的可实现性

聂为清

聂为清. 对角优势的可实现性[J]. 信息与控制, 1984, 13(2): 1-5.
引用本文: 聂为清. 对角优势的可实现性[J]. 信息与控制, 1984, 13(2): 1-5.
Nie Weiqing. Realizability of Diagonal Diminance[J]. INFORMATION AND CONTROL, 1984, 13(2): 1-5.
Citation: Nie Weiqing. Realizability of Diagonal Diminance[J]. INFORMATION AND CONTROL, 1984, 13(2): 1-5.

对角优势的可实现性

Realizability of Diagonal Diminance

  • 摘要: 本文根据多变量控制系统设计的逆乃氏阵列(INA)法,讨论了用常数阵对多变量控制系统传递函数阵实现对角优势的问题,并给出了相应的判据,最后还给出了一种用一阶动态阵实现对角优势的算法.
    Abstract: In this paper,we discuss the realizability of diagonal dominance of transfer matrix using constant compensator matrix,based on the Inverse Nuquist Array(INA)design method of multivariable control system.Corresponding criteria are given.Finally,a new algorithm to realize diagonal dominance by using first-order dynamic compensator matrix is obtained.
  • [1] Rosenbrock, H,H.,Computer-aided Control System Design, ACADEMIC PRESS INC.,1974.
    [2] Hawkins, D, J.,Pseudodiagonalisation' and the Inverse-Nyquist-Array Method,Proc,IEE. Vo1,119(1972),No.3, pp337-342,
    [3] Johnson, M.A., Diagonal Dominance and the Method of Pseudodiagonalisation Proc. IEE.Vo1.126(1979),No.10, pp,1011-1017.
    [4] 张远达,线性代数原理,上海教育出版社,上海,1980年8月.
    [5] CS'AKI, F., State-space Methods for Control Systems, Akademiai Kiado, Budapest,1977.
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出版历程
  • 收稿日期:  1983-03-21
  • 发布日期:  1984-04-19

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