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Nonsingular terminal sliding mode control of nonlinear second-order systems with input saturation

机译:输入饱和的非线性二阶系统的非奇异终端滑模控制

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This paper considers the nonsingular terminal sliding mode (TSM) controller design for a nonlinear second-order system subject to input saturation. A new nonsingular TSM manifold is constructed by integrating the conventional nonsingular TSM manifold with a saturation function. When the bound of the uncertainty is known, based on the designed TSM manifold, a saturated controller can be designed directly for the nonlinear system. When the bound of the uncertainty is unknown, a disturbance observer is first employed to estimate the uncertainty, followed by constructing a composite controller consisting of a bounded feedback controller and a forward compensator. Theoretical analysis shows that under the proposed two control methods, the states of the closed-loop system will both converge to zero in finite time. Simulation results demonstrate the effectiveness of the proposed methods. Copyright (c) 2015John Wiley & Sons, Ltd.
机译:本文考虑了具有输入饱和的非线性二阶系统的非奇异终端滑模(TSM)控制器设计。通过将传统的非奇异TSM歧管与饱和函数集成在一起,构造了一个新的非奇异TSM歧管。当不确定性的界限已知时,基于设计的TSM流形,可以直接为非线性系统设计饱和控制器。当不确定性的界限未知时,首先使用干扰观察器来估计不确定性,然后构造一个复合控制器,该组合控制器由有限反馈控制器和前向补偿器组成。理论分析表明,在提出的两种控制方法下,闭环系统的状态都将在有限的时间内收敛到零。仿真结果证明了所提方法的有效性。版权所有(c)2015 John Wiley&Sons,Ltd.

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