2014
DOI: 10.1016/j.robot.2014.03.014
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Multiple targets enclosure by robotic swarm

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Cited by 15 publications
(6 citation statements)
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“…That is, if the relationship between a robot and its reference robot is considered as a link in graph theory, the graph of the group of robots must be a Hamiltonian cycle. The authors proved the convergence to the goal state of the target enclosing task under this constraint 3 . Fig.3 The most powerful signal (MOPS) direction…”
Section: Takayama's Target Enclosing Modelmentioning
confidence: 93%
“…That is, if the relationship between a robot and its reference robot is considered as a link in graph theory, the graph of the group of robots must be a Hamiltonian cycle. The authors proved the convergence to the goal state of the target enclosing task under this constraint 3 . Fig.3 The most powerful signal (MOPS) direction…”
Section: Takayama's Target Enclosing Modelmentioning
confidence: 93%
“…with r the distance to point of interest, b it the bearing toward this point, b ip the bearing toward robot i predecessor in the circle (i.e. the closest robot in front), and f , k, parameters of the pursuit behavior similar to those used by Kubo et al [49]. Cyclic pursuit is the control algorithm selected by the focus group to represent happiness in our second user study (see Section 5).…”
Section: Cyclic Pursuitmentioning
confidence: 99%
“…Our implementation takes a leader in the group to gather the bids of each robot for assignments, based only on their distance to the graph nodes, and allocate the position to each robot. (3) Pursuit as a behavior to patrol around a point of interest, with each robot linear and rotational velocity, similarly to the work of Kubo et al (2014), given by, respectively:…”
Section: Software Ecosystemmentioning
confidence: 99%