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Comparative analysis of first order and second order discrete sliding mode control for non-minimum phase systems

机译:非最小相位系统的一阶和二阶离散滑模控制比较分析

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Discrete sliding mode control (DSMC) with the classical sliding function in input-output representation (I/O) is not feasible for non-minimum phase systems (NMPS), as the existence of unstable zero. To settle this issue, the first order DSMC (FODSMC) with the generalized sliding function (GSF) for NMPS is proposed in this paper. The trouble of the chattering phenomenon has been always the major problem of the FODSMC. As a solution, we propose a second order DSMC (SODSMC) via I/O model with GSF. The obtained control law is synthesized for NMPS. Simulation example is shown to illustrate the importance of the proposed method.
机译:对于非最小相位系统(NMPS),在输入输出表示(I / O)中具有经典滑动功能的离散滑模控制(DSMC)不可行,因为存在不稳定的零。为了解决这个问题,本文提出了具有针对NMPS的广义滑动函数(GSF)的一阶DSMC(FODSMC)。震颤现象的麻烦一直是FODSMC的主要问题。作为解决方案,我们通过I / O模型和GSF提出了二阶DSMC(SODSMC)。为NMPS合成了获得的控制律。仿真例子说明了所提方法的重要性。

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