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Second-Order Integral Sliding Mode Control for Uncertain Systems With Control Input Time Delay Based on Singular Perturbation Approach

机译:基于奇摄动法的不确定输入时滞系统的二阶积分滑模控制

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摘要

This note proposes a robust integral sliding mode (RISM) manifold and a corresponding design method for stabilization control for uncertain systems with control input time delay. Delay-independent sufficient condition for the existence of the RISM surface is given in terms of LMI. An improved sliding mode control (SMC), which is delay-dependent and suitable for small input time delay, keeps system stay on the neighborhood of the RISM surface in finite time. With uncertainties and disturbances, the reaching condition for the neighborhood of the RISM is satisfied. Furthermore, the control makes second-order sliding mode. Based on a numerical example, the proposed method is verified to be efficient and feasible.
机译:本说明提出了一种鲁棒的积分滑模(RISM)歧管和相应的设计方法,用于具有控制输入时延的不确定系统的稳定控制。根据LMI给出了RISM表面存在的与时延无关的充分条件。改进的滑模控制(SMC)依赖于延迟,适用于较小的输入时间延迟,可以使系统在有限的时间内停留在RISM表面附近。在不确定性和干扰的条件下,满足了RISM邻域的到达条件。此外,控制进入二阶滑动模式。通过算例验证了该方法的有效性和可行性。

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