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Implementation of Super-Twisting Control: Super-Twisting and Higher Order Sliding-Mode Observer-Based Approaches

机译:超扭曲控制的实现:基于超扭曲和高阶滑模观测器的方法

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摘要

In this paper, an output feedback stabilization of perturbed double-integrator systems using super-twisting control (STC) is studied. It is shown that when STC is implemented based on super-twisting observer (STO), then it is not possible to achieve second-order sliding mode (SOSM) using continuous control on the chosen sliding surface. Two methodologies are proposed to circumvent the above-mentioned problem. In the first method, control input is discontinuous, which may not be desirable for practical systems. In the second method, continuous STC is proposed based on higher order sliding mode observer (HOSMO) that achieves SOSM on the chosen sliding surface. For simplicity, we are considering here only the perturbed double integrator, which can be generalized for an arbitrary-order systems. Numerical simulations and experimental validation are also presented to show the effectiveness of the proposed method.
机译:本文研究了采用超扭曲控制(STC)的扰动双积分器系统的输出反馈镇定。结果表明,当基于超扭曲观察者(STO)实现STC时,就不可能在选定的滑动面上使用连续控制来实现二阶滑动模式(SOSM)。提出了两种方法来避免上述问题。在第一种方法中,控制输入是不连续的,这对于实际系统可能是不希望的。在第二种方法中,基于高阶滑模观测器(HOSMO)提出了连续STC,该观测器在所选滑动面上实现了SOSM。为简单起见,我们在这里仅考虑扰动的双积分器,可以将其推广到任意阶系统。还进行了数值模拟和实验验证,以证明该方法的有效性。

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