1. Control of an Underactuated 4 Cable-Driven Parallel Robot using Modified Input-Output Feedback Linearization
- Author
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Gabriel Abba, Jean-François Antoine, Atal Anil Kumar, Laboratoire de Conception Fabrication Commande (LCFC), Université de Lorraine (UL)-Arts et Métiers Sciences et Technologies, HESAM Université (HESAM)-HESAM Université (HESAM), and Projet Robotix-Academy
- Subjects
Scheme (programming language) ,0209 industrial biotechnology ,Underactuation ,Computer science ,Nonlinear control ,020208 electrical & electronic engineering ,Stability (learning theory) ,Parallel manipulator ,Input-output feedback linearization ,02 engineering and technology ,Underactuated CDPR ,Degrees of freedom (mechanics) ,Automatique / Robotique [Sciences de l'ingénieur] ,[SPI.AUTO]Engineering Sciences [physics]/Automatic ,Internal dynamics ,020901 industrial engineering & automation ,Control and Systems Engineering ,Control theory ,0202 electrical engineering, electronic engineering, information engineering ,Feedback linearization ,Stability ,computer ,computer.programming_language - Abstract
This paper presents the control of an underactuated four Cable-Driven Parallel Robot (CDPR) using a modified input-output feedback linearization technique. The effect of internal dynamics (due to the underactuated degrees of freedom of the CDPR) on the behavior of the moving platform is presented to highlight the need of an improved controller to stabilize the system outputs. A modified control scheme is then proposed as a solution to obtain stable system outputs. A structure with two separate branches is modeled to simultaneously act on the control inputs and the mathematical calculations are done using the well-established equations of nonlinear control theory. Following this, the response of the system to the modified control law is then verified by simulation. A comparison between the classical and modified feedback linearization is shown to illustrate the significant improvement in the stabilization of the various parameters such as the cable tensions and platform orientations.
- Published
- 2020
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