In this article, we propose a distributed guiding-vector-field (DGVF) algorithm for a team of robots to form aspontaneous-orderingplatoon moving along a predefined desired path in then-dimensional Euclidean space. Particularly, by adding a path parameter as an additional virtual coordinate to each robot, the DGVF algorithm can eliminate thesingular pointswhere the vector fields vanish, and govern robots to approach aclosedand evenself-intersectingdesired path. Then, the interactions among neighboring robots and a virtual target robot through their virtual coordinates enable the realization of the desired platoon; in particular, relative parametric displacements can be achieved with arbitrary ordering sequences. Rigorous analysis is provided to guarantee the global convergence of thespontaneous-orderingplatoon on the common desired path from any initial positions. Two-dimensional experiments using three HUSTER-0.3 unmanned surface vessels (USVs) are conducted to validate the practical effectiveness of the proposed DGVF algorithm, and 3-D numerical simulations are presented to demonstrate its effectiveness and robustness when tackling higher dimensional multirobot path-navigation missions and some robots breakdown.
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Hu et al. (2023) studied this question.
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