Self-tuning type variable structure control method for a class of nonlinear systems

Jian-xin Xu, Tong-heng Lee, Mao Wang
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引用次数: 6

Abstract

In this paper we propose a new self-tuning type variable structure control (VSC) method for a class of nonlinear dynamical systems with parametric uncertainties. The control law is designed to satisfy the sliding mode condition while the online parameter identification is incorporated in the control system. Necessary modifications are made for the parameter identification to avoid the singularity of control input. By virtue of sliding mode, the proposed identification algorithm can be applied to those nonlinear systems which may not be linear in parametric space but are linear while in sliding mode. A model-based strategy is further introduced to estimate the uncertainty bound. The new approach attains the gain scheduling property by tuning the switching gain in accordance with the estimated system uncertainties, that is, the switching gain tends to reduce asymptotically while ensuring that the sliding mode condition is maintained.
一类非线性系统的自整定型变结构控制方法
针对一类具有参数不确定性的非线性动力系统,提出了一种新的自整定型变结构控制方法。设计了满足滑模条件的控制律,并在控制系统中引入了在线参数辨识。为避免控制输入的奇异性,对参数辨识进行了必要的修改。利用滑模特性,该辨识算法可以应用于那些在参数空间中可能不是线性的但在滑模状态下却是线性的非线性系统。进一步引入了一种基于模型的策略来估计不确定性边界。该方法通过根据估计的系统不确定性对切换增益进行调谐来获得增益调度特性,即在保证滑模条件保持的情况下,切换增益趋于渐近减小。
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