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Formation control and trajectory tracking of mobile robotic systems - A Linear Algebra approach
ArticleAbstract: A novel approach for trajectory tracking of a mobile-robots formation by using linear algebra theoryPalabras claves:Dynamic model, Formation states, Linear Algebra, Multi-robot system, Numerical Methods, Trajectory trackingAutores:Andrés Rosales, Di Sciascio F., Gustavo Juan Eduardo Scaglia, Mut V.A.Fuentes:scopusTracking trajectory of underactuated surface vessels: A numerical method approach
ArticleAbstract: The main difficulty in the control of an underactuated system is that the system has more outputs toPalabras claves:Control system design, Linear Algebra, Nonlinear Model, Tracking trajectory controlAutores:Gustavo Juan Eduardo Scaglia, Jordan M., Mut V.A., Ortiz O.A., Serrano M.E.Fuentes:scopusTrajectory tracking of mobile robots in dynamic environments-a linear algebra approach
ArticleAbstract: A new approach for navigation of mobile robots in dynamic environments by using Linear Algebra TheorPalabras claves:Collision Avoidance, Dynamic model, Force field method, Linear Algebra, mobile robot, Trajectory trackingAutores:Andrés Rosales, Di Sciascio F., Gustavo Juan Eduardo Scaglia, Mut V.A.Fuentes:scopusTrajectory tracking of underactuated surface vessels: A linear algebra approach
ArticleAbstract: This brief presents the design of a controller that allows an underactuated vessel to track a referePalabras claves:Control system design, Linear Algebra, Nonlinear Model, tracking trajectory control.Autores:Godoy S.A., Gustavo Juan Eduardo Scaglia, Mut V.A., Ortiz O.A., Serrano M.E.Fuentes:scopus