Finite Time Distance-based Rigid Formation Stabilization and Flocking
Date
2014
Authors
Sun, Zhiyong
Mou, Shaoshuai
Deghat, Mohammad
Anderson, Brian
Morse, A Stephen
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International Federation of Automatic Control (IFAC)
Abstract
Most of the existing results on distributed distance-based rigid formation control establish asymptotic and often exponentially asymptotic convergence. To further improve the convergence rate, we explain in this paper how to modify existing controllers to obtain finite time stability. For point agents modeled by single integrators, the controllers proposed in this paper drive the whole formation to converge to a desired shape with finite settling time. For agents modeled by double integrators, the proposed controllers allow all agents to both achieve the same velocity and reach a desired shape in finite time. All controllers are totally distributed. Simulations are also provided to validate the proposed control.
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Proceedings of the 19th IFAC World Congress, 2014
Type
Conference paper
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2037-12-31
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