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非匹配不确定系统积分型滑模控制器设计
引用本文:汤仁彪.非匹配不确定系统积分型滑模控制器设计[J].哈尔滨商业大学学报(自然科学版),2005,21(6):739-742.
作者姓名:汤仁彪
作者单位:江阴职业技术学院,电子信息工程系,江苏,江阴,214400
摘    要:针对一类非匹配不确定性系统的滑模控制问题,在假设系统不确定性有界约束的情况下,提出了基于Lyapunov稳定的积分型滑模控制方法. 通过引入积分项,构造非匹配不确定系统的切换函数,由滑模运动的可达条件,设计系统的积分型滑模控制器(ISMC). 采用该方法设计二自由度机械系统的控制系统,并与采用二次型调节器(LQG)的情况相比较,仿真结果表明了积分型滑模控制策略的有效性.

关 键 词:积分型滑模控制  非匹配不确定性  二次型调节器  切换函数  稳定性
文章编号:1672-0946(2005)06-0739-04
修稿时间:2005年7月22日

A class of integral-type sliding mode control for unmatched uncertain systems
TANG Ren-biao.A class of integral-type sliding mode control for unmatched uncertain systems[J].Journal of Harbin University of Commerce :Natural Sciences Edition,2005,21(6):739-742.
Authors:TANG Ren-biao
Abstract:The problem of sliding mode control for systems with unmatched uncertainties is discussed.An integral sliding mode control(ISMC) technology based on Lyapunov theory is proposed based on the assumption that the uncertainties of the system are bounded by some known function.And the switching function is designed by adding an integral term into the linear sliding surface,and the corresponding controller is derived by realizable condition for the sliding mode conditions.A two-degree-of-freedom mechanical system is used in the study and the performance of the controller is compared to the linear quadratic regulator(LQG).A simulation study is performed to prove the effectiveness and robustness of the control approach.
Keywords:integral sliding mode control  unmatched uncertainty  linear quadratic regulator(LQG)  switching function  reaching condition  
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