Continuous finite-time terminal sliding mode to solve the tracking problem in a class of mechanical systems

R. Rascón, Luis Moreno-Ahedo, Andrés Calvillo-Téllez
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Abstract

The major contribution of this study is the feedback design of a finite-time convergence sliding mode control to solve the trajectory-tracking problem in a class of mechanical systems. Some advantages are that the controller presents a continuous signal by integration of the high-frequency switching term. Another benefit is the design and implementation of an uncertainty and disturbance estimator (UDE) to robustify the closed-loop system. We use Lyapunov tools to develop the closed-loop stability analysis and to give an expression of the convergence time [Formula: see text] t through this, we can reduce the convergence time by tuning the gains of the controller. We illustrate the performance of the proposed control structure via numerical simulations conducted for a mass-spring-damper system and experiments developed in a pendular system.
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用连续有限时间终端滑动模式解决一类机械系统的跟踪问题
本研究的主要贡献在于反馈设计有限时间收敛滑模控制,以解决一类机械系统的轨迹跟踪问题。它的一些优点是,通过对高频开关项进行积分,控制器可呈现连续信号。另一个优点是设计和实施了不确定性和干扰估计器 (UDE),以增强闭环系统的鲁棒性。我们使用 Lyapunov 工具来进行闭环稳定性分析,并给出收敛时间的表达式[公式:见正文]t 通过这种方法,我们可以通过调整控制器的增益来缩短收敛时间。我们通过对质量-弹簧-阻尼系统的数值模拟和对悬垂系统的实验来说明所提出的控制结构的性能。
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