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Model-Based Nonlinear Cluster Space Control of Mobile Robot Formations

Ignacio Mas, Christopher Kitts, Robert Lee

Year
2011
Citations
6
Access
Open access

Abstract

We select as our state variables a set of position variables (and their derivatives) that capture the cluster's pose and geometry. For the general case of m-DOF robots, where the pose variables of {C} with respect to {G} are (x c , y c , z c , c , c , c ) and where the pose variables 54 Multi-Robot Systems, Trends and Development www.intechopen.com

Keywords

ScalabilityComputer scienceMobile robotDistributed computingNonlinear systemControl reconfigurationRobotArtificial intelligenceEmbedded system

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