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Adaptive dynamic programming for robust neural control of unknown continuous-time non-linear systems

机译:未知连续时间非线性系统鲁棒神经控制的自适应动态规划

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摘要

The design of robust controllers for continuous-time (CT) non-linear systems with completely unknown non-linearities is a challenging task. The inability to accurately identify the non-linearities online or offline motivates the design of robust controllers using adaptive dynamic programming (ADP). In this study, an ADP-based robust neural control scheme is developed for a class of unknown CT non-linear systems. To begin with, the robust non-linear control problem is converted into a non-linear optimal control problem via constructing a value function for the nominal system. Then an ADP algorithm is developed to solve the non-linear optimal control problem. The ADP algorithm employs actor-critic dual networks to approximate the control policy and the value function, respectively. Based on this architecture, only system data is necessary to update simultaneously the actor neural network (NN) weights and the critic NN weights. Meanwhile, the persistence of excitation assumption is no longer required by using the Monte Carlo integration method. The closed-loop system with unknown non-linearities is demonstrated to be asymptotically stable under the obtained optimal control. Finally, two examples are provided to validate the developed method.
机译:对于具有完全未知的非线性的连续时间(CT)非线性系统,鲁棒控制器的设计是一项艰巨的任务。无法准确地在线或离线识别非线性,促使使用自适应动态编程(ADP)的鲁棒控制器设计成为可能。在这项研究中,针对一类未知的CT非线性系统,开发了一种基于ADP的鲁棒神经控制方案。首先,通过为标称系统构造一个值函数,将鲁棒的非线性控制问题转换为非线性最优控制问题。然后,开发了一种ADP算法来解决非线性最优控制问题。 ADP算法采用行为者对偶网络来分别近似控制策略和值函数。基于此体系结构,仅需要系统数据即可同时更新演员神经网络(NN)权重和评论者NN权重。同时,不再需要使用蒙特卡罗积分方法来维持激励假设的持久性。在所获得的最优控制下,具有未知非线性的闭环系统被证明是渐近稳定的。最后,提供了两个示例来验证所开发的方法。

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