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Output Tracking via Adaptive Backstepping Higher Order Integral Sliding Mode for Uncertain Nonlinear Systems

机译:不确定非线性系统通过自适应反步高阶积分滑模进行输出跟踪

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摘要

The authors propose a new tracking control design strategy for uncertain non-linear systems which are convertible to Semi- Strict Feedback Form (SSFF).The system in SSFF is first converted into new variables via existing adaptive backstepping control techniques. The control law is obtained by combining adaptive backstepping procedure and higher order integral sliding mode. The component of control law designed via backstepping is continuous which shows robustness against parametric uncertainties where as the discontinuous control component provides robustness against unmodeled dynamics and external disturbances. Since, this strategy relies on an integral manifold of the adaptively developed variables, therefore, the reaching phase is eliminated in this approach, which is an advantage in termof robustness. Furthermore, the parameters update law correctly provides the estimation of parameters which is again results in enhanced robustness of the strategy.The stability of proposed method is analysed theoretically and validated through a numerical example.
机译:作者提出了一种可转换为半严格反馈形式(SSFF)的不确定非线性系统的新跟踪控制设计策略。SSFF中的系统首先通过现有的自适应反推控制技术转换为新变量。通过将自适应反推过程与高阶积分滑模相结合来获得控制律。通过反步设计的控制律的组成部分是连续的,这显示出对参数不确定性的鲁棒性,而不连续的控制部分则对未建模的动力学和外部干扰提供了鲁棒性。由于此策略依赖于自适应开发变量的整数集,因此,在此方法中消除了到达阶段,这在鲁棒性方面是一个优势。此外,参数更新定律正确地提供了参数的估计,这又增加了该策略的鲁棒性。理论上分析了所提出方法的稳定性,并通过数值算例进行了验证。

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