In this paper, a controller that solves the problem of position synchronization of two (or more) robot systems, under a cooperative scheme, in the case when only position measurements are available, is presented. The synchronization controller consists of a feedback control law and a set of nonlinear observers. Coupling errors are introduced to create interconnections that render mutual synchronization of the robots. It is shown that the controller yields semiglobal exponential convergence of the synchronization closed-loop errors. Experimental results show, despite obvious model uncertainties, a good agreement with the predicted convergence
In this note we propose a controller that solves the problem of coordination of two (or more) robots...
In this note we propose a controller that solves the problem of coordination of two (or more) robots...
In this note we propose a controller that solves the problem of coordination of two (or more) robots...
In this paper, a controller that solves the problem of position synchronization of two (or more) rob...
In this paper, a controller that solves the problem of position synchronization of two (or more) rob...
In this paper, a controller that solves the problem of position synchronization of two (or more) rob...
In this paper, a controller that solves the problem of position synchronization of two (or more) rob...
A controller for position synchronization at two (or more) robot systems, under a cooperative scheme...
A controller for position synchronization at two (or more) robot systems, under a cooperative scheme...
A controller for position synchronization at two (or more) robot systems, under a cooperative scheme...
A controller for position synchronization at two (or more) robot systems, under a cooperative scheme...
In this paper, we propose a synchronization controller for flexible joint robots, which are intercon...
In this paper, we propose a synchronization controller for flexible joint robots, which are intercon...
In this note we propose a controller that solves the problem of coordination of two (or more) robots...
In this note we propose a controller that solves the problem of coordination of two (or more) robots...
In this note we propose a controller that solves the problem of coordination of two (or more) robots...
In this note we propose a controller that solves the problem of coordination of two (or more) robots...
In this note we propose a controller that solves the problem of coordination of two (or more) robots...
In this paper, a controller that solves the problem of position synchronization of two (or more) rob...
In this paper, a controller that solves the problem of position synchronization of two (or more) rob...
In this paper, a controller that solves the problem of position synchronization of two (or more) rob...
In this paper, a controller that solves the problem of position synchronization of two (or more) rob...
A controller for position synchronization at two (or more) robot systems, under a cooperative scheme...
A controller for position synchronization at two (or more) robot systems, under a cooperative scheme...
A controller for position synchronization at two (or more) robot systems, under a cooperative scheme...
A controller for position synchronization at two (or more) robot systems, under a cooperative scheme...
In this paper, we propose a synchronization controller for flexible joint robots, which are intercon...
In this paper, we propose a synchronization controller for flexible joint robots, which are intercon...
In this note we propose a controller that solves the problem of coordination of two (or more) robots...
In this note we propose a controller that solves the problem of coordination of two (or more) robots...
In this note we propose a controller that solves the problem of coordination of two (or more) robots...
In this note we propose a controller that solves the problem of coordination of two (or more) robots...
In this note we propose a controller that solves the problem of coordination of two (or more) robots...