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Event-driven optimal control for uncertain nonlinear systems with external disturbance via adaptive dynamic programming

机译:基于自适应动态规划的不确定外部事件非线性系统的事件驱动最优控制

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This paper investigates the optimal control of uncertain nonlinear systems with external disturbance via adaptive dynamic programming, where two kinds of controllers are introduced and event-driven strategy is used to update the controllers as well as the network weights. One controller is constrained-input, and another is used to offset the external disturbance. Three kinds of neural networks (identifier network, critic network and actor network) are used to approximate the uncertain dynamics, the optimal value, control inputs and external disturbance, respectively. To the best knowledge of the authors, the advantage of this paper is that almost all the existing systems about optimal control via adaptive dynamic programming can be considered as special cases of this system, where the external disturbance is considered. By designing appropriate parameters, the uncertain nonlinear system is asymptotically stable with the event-driven controller. And, under the given learning rates of neural networks, the system state and the estimation error of neural networks are proved to be uniform ultimate boundedness (UUB) via adaptive dynamic programming. Finally, numerical simulation results are presented to verify the theoretical analysis. (C) 2017 Elsevier B.V. All rights reserved.
机译:本文通过自适应动态规划研究了具有外部干扰的不确定非线性系统的最优控制,引入了两种控制器,并采用事件驱动策略对控制器和网络权重进行了更新。一个控制器是受约束的输入,另一个用于抵消外部干扰。三种神经网络(标识符网络,评论者网络和行为者网络)分别用于近似不确定动力学,最优值,控制输入和外部干扰。据作者所知,本文的优势在于,几乎所有现有的通过自适应动态规划进行最优控制的系统都可以视为该系统的特殊情况,其中考虑了外部干扰。通过设计适当的参数,不确定非线性系统在事件驱动控制器的作用下渐近稳定。并且,在给定的神经网络学习率的情况下,通过自适应动态规划证明了神经网络的系统状态和估计误差为统一的极限有界度。最后,给出了数值模拟结果以验证理论分析。 (C)2017 Elsevier B.V.保留所有权利。

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