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Fixed-Time Leader-Following Consensus for Multiple Wheeled Mobile Robots

Boda Ning, Qing‐Long Han, Qiang Lu

发表年份
2019
引用次数
143

摘要

This article deals with the problem of leader-following consensus for multiple wheeled mobile robots. Under a directed graph, a distributed observer is proposed for each follower to estimate the leader state in a fixed time. Based on the observer and a constructed nonlinear manifold, a novel protocol is designed such that the estimated leader state is tracked in a fixed time. Moreover, a switching protocol together with a linear manifold is proposed to ensure that fixed-time leader-following consensus is realized for any initial conditions without causing singularity issues. In contrast to alternative fixed-time consensus protocols in some existing results, the protocol proposed in this article is designed by constructing the nonlinear or linear manifold, which builds a new framework for fixed-time leader-following consensus. Furthermore, the obtained upper bound of settling time is explicitly linked with a single parameter in the protocol, which facilitates the adjustment of the bound under different performance requirements. Finally, the proposed protocol is applied to formation control of wheeled mobile robots.

关键词

Upper and lower boundsSettling timeProtocol (science)Nonlinear systemMobile robotControl theory (sociology)Computer scienceManifold (fluid mechanics)Observer (physics)Robot

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