2003Unpublished venueRequires access

An hybrid controller for a SCARA robot: Analysis and simulation

Louis‐A. Dessaint, Maarouf Saad, B. Hébert, Kamal Al‐Haddad

Open publisher page 2 citations

Abstract

The authors present a hybrid controller that allows simultaneous force tracking in constrained directions and position tracking in unconstrained directions. The controller is an extension of a well-known adaptive position control scheme that exhibits remarkable performance in joint space. The hybrid controller is obtained by adding a commonly used force controller to the Cartesian space version of the adaptive position tracking controller. Analysis and simulation are used to evaluate the hybrid controller's ability to execute trajectories using force and position feedback. The application robot is a four-degree-of-freedom SCARA.>

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What this paper is about

The authors present a hybrid controller that allows simultaneous force tracking in constrained directions and position tracking in unconstrained directions. The controller is an extension of a well-known adaptive position control scheme that exhibits remarkable performance in joint space. The hybrid controller is obtained by adding a commonly used force controller to the Cartesian space version of the adaptive position tracking controller. Analysis and simulation are used to evaluate the hybrid controller's ability to execute trajectories using force and position feedback. The application robot is a four-degree-of-freedom SCARA.>

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Available abstract

The authors present a hybrid controller that allows simultaneous force tracking in constrained directions and position tracking in unconstrained directions. The controller is an extension of a well-known adaptive position control scheme that exhibits remarkable performance in joint space. The hybrid controller is obtained by adding a commonly used force controller to the Cartesian space version of the adaptive position tracking controller. Analysis and simulation are used to evaluate the hybrid controller's ability to execute trajectories using force and position feedback. The application robot is a four-degree-of-freedom SCARA.>

Key concepts: SCARA, Controller (irrigation), Control theory (sociology), Position (finance), Tracking (education), Computer science, Robot, Cartesian coordinate system

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