2019 IEEE International Conference on Vehicular Electronics and Safety (ICVES) 2019
DOI: 10.1109/icves.2019.8906381
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Multi-Path Planning Method for UAVs Swarm Purposes

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Cited by 16 publications
(11 citation statements)
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“…A fast random search tree locus is shown in Figure 10. Madridano et al [26] proposed a multi-trajectory PRM-based planning method by establishing a parameter to define three different modes, so that different UAVs in the UAV formation can achieve different mission goals.…”
Section: Rapidly Exploring Random Treesmentioning
confidence: 99%
See 1 more Smart Citation
“…A fast random search tree locus is shown in Figure 10. Madridano et al [26] proposed a multi-trajectory PRM-based planning method by establishing a parameter to define three different modes, so that different UAVs in the UAV formation can achieve different mission goals.…”
Section: Rapidly Exploring Random Treesmentioning
confidence: 99%
“…[14] Information, Environment ARSP Dijkstra 2D S. Ueno and S. J. Kwon [15] Time, Optimality Optimal control Dijkstra 2D R. Aggarwal et al [16] Security LARAC Dijkstra 2D E. D'Amato, M. Mattei, and I. Notaro [17] Environment RVG, Bi-level optimization Dubins 3D J. Yang et al [18] Resources PFIH Floyd 2D F. Zhou and H. Nie [19] Environment Shortest path Floyd 2D B. López et al [20,21] Trajectory Lead-Follow, Multiple applications FM 3D B.-b. Meng et al [22] Environment Task allocation Voronoi + Dijkstra 2D [26] Trajectory Multiple trajectories PRM 2D/3D M. Kothari et al [27] Environment Anytime, Guide rate RRT 2D W. Zu et al [28] Environment pruning RRT 2D J. Huang and W. Sun [29] Environment Greedy strategy, Adaptive step size RRT 3D B. Shi et al [30] Environment Minimum snap, Flight corridor RRT 2D…”
Section: Rapidly Exploring Random Treesmentioning
confidence: 99%
“…This unique and fast exploration of the environment allows you to establish a highly scalable path planner for use in swarms of UAVs made up of a variable number of agents. Together with the PRM algorithm in charge of exploration, the A* algorithm is used to generate an optimal solution, in terms of total distance traveled, in such a way that, from the set of possible paths, establish, for each UAV, that path that allows it to reach a destination location traveling as little distance as possible [21,22]. This path planner not only has the advantage of being able to generate an optimal solution for a scalable number of UAVs or, being able to work with information in two or three dimensions of the environment, but also contemplates the possibility of being used for different situations such as: a labeled case, in which the location to which each swarm agent must go is previously known; an unlabeled case, for which the proposed path planner not only generates the paths, but is previously responsible for establishing which combination UAV target locations minimizes the total distance traveled by the swarm by using the Hungarian method; Finally, in order to be able to undertake, in the future, firefighting work optimally with a swarm of UAVs, the proposed path planner, allows to establish the final positions each swarm agent within a specific geometric formation and then establish the set of optimal and safe trajectories so that each UAV reaches its position within the formation.…”
Section: Layer I: Global Path Plannermentioning
confidence: 99%
“…Once these costs are known, the well-known primal-dual Hungarian algorithm (Kuhn 1955;Munkres 1957) can be applied to find the optimal assignment minimizing the total cost. Several multi-robot goal assignment and path planning algorithms Madridano et al 2019;Turpin et al 2014;Hönig et al 2018) do compute the costs for all robot-goal pairs as an integral part of the algorithm. An efficient way of computing these costs is to employ Dijkstra's shortest path algorithm (Dijkstra 1959) for each robot to find the shortest paths from its initial location to all the goal locations.…”
Section: Introductionmentioning
confidence: 99%