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Uncertainty and disturbance rejections of complex dynamical networks via truncated predictive control

机译:通过截断预测控制复杂动态网络的不确定性和干扰抑制

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摘要

This study investigates the combined problems of uncertainty and disturbance rejections and syn- chronization of a class of complex dynamical networks with input delay. Specifically, a new uncertainty and disturbance estimator (UDE)-based truncated predictive control approach is used to simultaneously compensate the effects of unknown bounded disturbance and known input delay. The proposed approach relies on the conventional state prediction model to estimate the current state for the feedback by using the delayed state information and the estimation error is treated as an additional disturbance. Then, the effects of uncertainty and disturbance in the system model are robustly canceled with an appropriate filter based on the UDE approach. In addition, a set of sufficient conditions that guarantees the synchro- nization of the concerned system, the input delay compensation and the asymptotic disturbance rejection is derived with the aid of Lyapunov stability theory. In numerical examples, the proposed control method shows the better state estimation and robust synchronization performance by suppressing the effects of uncertainty and disturbance without any prior knowledge about them. (c) 2020 The Franklin Institute. Published by Elsevier Ltd. All rights reserved.
机译:本研究研究了不确定和干扰抑制的综合问题,以及一类具有输入延迟的复杂动态网络的同步。具体地,基于新的不确定性和扰动估计器(UDE)截断的预测控制方法用于同时补偿未知有界扰动和已知输入延迟的影响。所提出的方法依赖于传统状态预测模型来估计通过使用延迟状态信息来估计反馈的当前状态,并且将估计误差被视为额外的干扰。然后,利用基于UDE方法的适当滤波器强大地取消了系统模型中不确定性和干扰的影响。此外,借助Lyapunov稳定性理论导出了一组足够的充分条件,可保证有关系统的同步系统,输入延迟补偿和渐近扰动抑制。在数值例子中,所提出的控制方法通过抑制不确定和干扰的影响而没有任何关于它们的效果,显示了更好的状态估计和鲁棒同步性能。 (c)2020富兰克林学院。 elsevier有限公司出版。保留所有权利。

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  • 来源
    《Journal of the Franklin Institute》 |2020年第8期|4901-4921|共21页
  • 作者单位

    Chungbuk Natl Univ Sch Elect Engn 1 Chungdae Ro Cheongju 28644 South Korea;

    Chungbuk Natl Univ Sch Elect Engn 1 Chungdae Ro Cheongju 28644 South Korea;

    Chungbuk Natl Univ Sch Elect Engn 1 Chungdae Ro Cheongju 28644 South Korea;

    Bharathiar Univ Dept Appl Math Coimbatore 641046 Tamil Nadu India;

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  • 入库时间 2022-08-18 21:04:27

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