一种新的积分滑模扰动解耦方法

Tobias Posielek, K. Wulff, J. Reger
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引用次数: 2

摘要

本文提出了一种设计正则非线性系统积分滑模控制的新方法。该控制方法能够补偿一类匹配的不确定性,特别是相对于某些给定输出的不匹配的不确定性。给出了稳定性和解耦的条件。对于线性标称动力学,这些条件的形式很简单。给出了与传统ISMC设计方法的直接比较,并通过仿真实例说明了这些概念。
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Disturbance decoupling using a novel approach to integral sliding-mode
We propose a novel approach to design an integral sliding mode control (ISMC) for a nonlinear system in regular form. The control method is capable to compensate a class of matched and, in particular, unmatched uncertainties with respect to some given output. Conditions for stability and decoupling are presented. For the case of linear nominal dynamics these conditions take a very simple form. A direct comparison to conventional design methods for ISMC is given and the concepts are illustrated using a simulation example.
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