The parameterization design of the optimal discrete control system

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The parameterization design of the optimal discrete control system

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[1]Feng Dongqing,Xie Songhe,The parameterization design of the optimal discrete control system[J].Journal of Zhengzhou University (Engineering Science),1993,14(01):96-101.

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Journal of Zhengzhou University (Engineering Science)[ISSN 1671-6833/CN 41-1339/T] Volume: 14 Number of periods: 1993 01 Page number: 96-101 Column: Public date: 1993-03-28

Title:: The parameterization design of the optimal discrete control system

Author(s):: Feng Dongqing; Xie Songhe;; Department of Computer and Automation of Zhengzhou Institute of Technology, Department of Control Engineering, Zhengzhou Light Industry College,

Keywords:: Discrete system; optimal control; lq inverse problem; closed loop plate configuration

CLC:: -

DOI:: -

Abstract:: This article proposes an analysis of the optimal control system design method based on the discrete system LQ inverse problem analysis, which obtains an analytical relationship between the linear optimal system opening and closed -loop characteristic polynomial coefficients and the weighted matrix in the secondary performance index. Finally, the existence of the LQ inverse problem solution was analyzed in order to reasonably select the desired closed -loop pole to make it a set of best points.

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