具有控制间隙的高阶非线性严格反馈多智能体系统实用化时变输出编队跟踪

Jianglong Yu, Xiwang Dong, Qingdong Li, Z. Ren
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引用次数: 0

摘要

研究了具有控制间隙的高阶非线性严格反馈多智能体系统的实用化时变输出编队跟踪问题。在跟踪领导者的输出时,希望追随者的输出形成一个时变的队形。此外,各智能体的动力学具有高阶不匹配非线性和控制间隙,领导者具有未知的控制信号。首先,将不匹配非线性、控制间隙和领导者的未知控制信号转化为综合不确定性,利用自适应神经网络和反演技术构建了实用的时变输出队列跟踪协议;然后,将该方案的设计过程总结为包含可行时变编队跟踪条件和控制参数选择准则的算法。第三,通过Lyapunov稳定性理论的分析方法,可以保证闭环多智能体系统的稳定性。最后,通过仿真实例验证了所提方法的有效性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Practical time-varying output formation tracking for high-order nonlinear strict-feedback multi-agent systems with control gap using adaptive neural networks
Practical time-varying output formation tracking issues for high-order nonlinear strict-feedback multi-agent systems with control gap are studied in this paper. The outputs of the followers are desired to form a time-varying formation while tracking the leader’s output. Besides, the dynamics of each agent has high-order mismatched nonlinearities and control gap, and the leader has unknown control signal. Firstly, the mismatched nonlinearities, the control gap and the leader’s unknown control signal are transformed into the integrated uncertainties, and a practical time-varying output formation tracking protocol is constructed by using adaptive neural networks and back-stepping technique. Then, the procedures for designing the protocol are summarized to an algorithm including the feasible time-varying formation tracking condition and the criteria for the selection of the control parameters. Thirdly, the stability of the closed-loop multi-agent system can be guaranteed through the analysis method of the Lyapunov stability theory. Finally, a simulation example is presented for illustrating the effectiveness of the proposed method.
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