Fixed-time bipartite flocking of perturbed networked UAV systems: A distributed optimization approach

IF 7.5 1区 计算机科学 Q1 COMPUTER SCIENCE, ARTIFICIAL INTELLIGENCE
Weihao Li , Mengji Shi , Lei Shi , Boxian Lin
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引用次数: 0

Abstract

Flocking, inspired by the collective dynamics observed in biological swarms, exemplifies the emergence of self-organization and swarm intelligence through local agent interactions. Motivated by these principles, this paper investigates the fixed-time bipartite flocking control problem for networked unmanned aerial vehicle (UAV) systems under external disturbances from the perspective of distributed optimization. The proposed solution addresses key concerns in multi-agent coordination, including the emergence rate of flocking behavior, robustness against uncertainties, and performance optimization. A hierarchical distributed optimal control framework is developed, consisting of a distributed optimization layer and a trajectory tracking layer. Theoretically, the proposed control scheme ensures (i) convergence to the global optimum of the distributed optimization problem within a fixed time, and (ii) fixed-time emergence of bipartite flocking behavior characterized by subgroup cohesion and velocity alignment. The stability of the closed-loop system is rigorously established via a Lyapunov-based analysis method, which also guarantees robustness against dynamic disturbances. In addition, explicit upper bounds on the settling time for both layers are derived, allowing the trade-off between convergence speed and control effort to be tuned through parameter selection. Finally, numerical simulations together with real-world experiments are presented to validate the effectiveness and practical feasibility of the proposed fixed-time bipartite flocking control scheme.
摄动网络化无人机系统的定时二部群集:一种分布式优化方法
在生物群体中观察到的集体动力学启发下,群集体现了通过局部代理相互作用产生的自组织和群体智能。基于这些原理,本文从分布式优化的角度研究了外部干扰下网络化无人机系统的定时二部集群控制问题。提出的解决方案解决了多智能体协调中的关键问题,包括群集行为的出现率、对不确定性的鲁棒性和性能优化。提出了一种由分布式优化层和轨迹跟踪层组成的分层分布式最优控制框架。理论上,所提出的控制方案保证了(1)分布式优化问题在固定时间内收敛到全局最优,(2)以子群内聚和速度对准为特征的二部群集行为在固定时间内出现。通过基于李雅普诺夫的分析方法严格建立了闭环系统的稳定性,保证了系统对动态扰动的鲁棒性。此外,导出了两层的明确的稳定时间上界,允许通过参数选择来调整收敛速度和控制努力之间的权衡。最后,通过数值仿真和实际实验验证了所提出的定时二部蜂拥控制方案的有效性和实际可行性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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来源期刊
Expert Systems with Applications
Expert Systems with Applications 工程技术-工程:电子与电气
CiteScore
13.80
自引率
10.60%
发文量
2045
审稿时长
8.7 months
期刊介绍: Expert Systems With Applications is an international journal dedicated to the exchange of information on expert and intelligent systems used globally in industry, government, and universities. The journal emphasizes original papers covering the design, development, testing, implementation, and management of these systems, offering practical guidelines. It spans various sectors such as finance, engineering, marketing, law, project management, information management, medicine, and more. The journal also welcomes papers on multi-agent systems, knowledge management, neural networks, knowledge discovery, data mining, and other related areas, excluding applications to military/defense systems.
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