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鲁棒非脆弱保成本控制及其应用仿真 被引量:2

Robust Non-Fragile Guaranteed Cost Control and Its Application Simulation
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摘要 针对不确定系统设计了非脆弱鲁棒保成本控制器,考虑了控制器增益存在加性和乘性两种情形.利用Lyapunov稳定性方法,以线性矩阵不等式的形式给出了非脆弱鲁棒保成本控制器存在的条件.在分析活套控制系统参数不确定等因素的基础上,把所设计的非脆弱保成本控制器应用于热连轧活套自动控制系统.通过仿真可以看出,在活套系统参数摄动的情况下,采用非脆弱保成本控制器活套系统仍具有鲁棒性能好,抗扰动强等优点.图4,参9. The robust non-fragile guaranteed cost controller design for uncertain systems was discussed. Both additive and muhiplicative perturbations of controller gain were considered. The existing condition of robust non-fragile guaranteed cost controller was given by using a proper Lyapunov function and linear matrix inequalities. Based on parameters uncertainties analysis of looper systems, the non-fragile guaranteed cost controller was applied to looper systems of hot strip rolling mill. Simulation results illustrate that this controller make looper systems have some good characteristics such as perfect robust stabilization and strong disturbance attenuation.4figs., 9refs.
出处 《湖南科技大学学报(自然科学版)》 CAS 北大核心 2007年第2期73-76,共4页 Journal of Hunan University of Science And Technology:Natural Science Edition
基金 北京市自然科学基金重点项目(B类) 北京市教委科技发展计划重点项目(KZ200611232020) 湖南省科技计划项目(05JT1014)
关键词 不确定性 非脆弱 保成本控制 活套系统 uncertainty non-fragile guaranteed cost control looper systems
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  • 1[1]XU S Y,DOOREN P V,STEFAN R.Robust Stability and Stabilization for Singular Systems with State Delay and Parameter Uncertainty.IEEE Trans[J].Aautomatic Control,2002,47 (7):1 122-1 128.
  • 2[2]SU N J,SU H Y,CHU J.Delay-Dependent Robust H∞ Control for Uncertain Time-Delay Systems[J].IEEE Proc Control Theory Appl,2003,150 (5):489-492.
  • 3[3]KEEL L H,BHATTACHARYYA S P.Robust Fragile or Optimal[J].IEEE Trans on Automatic Control.1997,42 (8):1 098-1 105.
  • 4[5]YANG G H,WANG J L.Non-fragile H∞ Control for Linear Systems with Multiplicative Gain Variations[J].Automatica,2001,37 (5):727-737.
  • 5[6]CHANG S S L,PENG T K C.Adaptive Guaranteed Cost Control of Systems with Uncertain Parameters[J].IEEE Trans on Automatic Control,1972,17 (4):474-483.
  • 6俞立,冯浩.不确定离散时滞系统的保性能控制[J].自动化学报,2001,27(3):392-396. 被引量:38

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