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A new digital approach to design multivariable robust optimal control systems
作者姓名:刘翔  陈琳  孙优贤
作者单位:National Laboratory of Industrial Control Technology Zhejiang University,National Laboratory of Industrial Control Technology Zhejiang University,National Laboratory of Industrial Control Technology Zhejiang University Hangzhou 310027,China,Hangzhou 310027,China,Hangzhou 310027,China
摘    要:This paper presents a new design of robust optimal controller for multivariable system. The row characteristic functions of a linear multivariable system and dynamic decoupling of its equivalent system, were applied to change the transfer function matrix of a closed-loop system into a normal function matrix, so that robust H∞optimal stability is guaranteed. Furthermore, for the decoupled equivalent control system the l∞optimization approach is used to have the closed-loop system embody optimal time domain indexes. A successful application on a heater control system verified the excellence of the new control scheme.

关 键 词:l∞/H∞
收稿时间:2004-10-27
修稿时间:2005-04-05

A new digital approach to design multivariable robust optimal control systems
Liu Xiang,Chen Lin,Sun You-xian.A new digital approach to design multivariable robust optimal control systems[J].Journal of Zhejiang University Science,2005,6(7):707-710.
Authors:Liu Xiang  Chen Lin  Sun You-xian
Institution:(1) National Laboratory of Industrial Control Technology, Zhejiang University, 310027 Hangzhou, China
Abstract:This paper presents a new design of robust optimal controller for multivariable system. The row characteristic functions of a linear multivariable system and dynamic decoupling of its equivalent system, were applied to change the transfer function matrix of a closed-loop system into a normal function matrix, so that robustH∞ optimal stability is guaranteed. Furthermore,for the decoupled equivalent control system the l∞ optimization approach is used to have the closed-loop system embody optimal time domain indexes. A successful application on a heater control system verified the excellence of the new control scheme.
Keywords:Dynamic decoupling  Normal matrix  Row characteristic function
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