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Passivity-Based Pose Regulation and Jacobian-Based Force Distribution of a Cable-Driven Parallel Robot

Sze Kwan Cheah, Ryan J. Caverly

Year
2021
Citations
5

Abstract

This paper investigates the set-point pose regulation of a six degree-of-freedom cable-driven parallel robot (CDPR) from a passivity perspective. The proposed control method makes use of the existence of a passive input-output mapping from a modified control input in task space to the velocity and angular velocity of the payload. A pose regulation control law that does not require an attitude parameterization and instead directly uses the direction cosine matrix is presented and shown to achieve asymptotic closed-loop stability. An additional contribution of this work is the development of a novel Jacobian-based force distribution method to account for the redundantly-actuated nature of CDPRs. An optimal linear programming formulation of this method is shown to match the performance of existing approaches in the literature. A numerical CDPR example is presented to illustrate the implementation of the proposed pose regulation control law and force distribution method.

Keywords

Jacobian matrix and determinantPassivityControl theory (sociology)Parallel manipulatorPayload (computing)Computer scienceStewart platformRobot kinematicsExponential stabilityTrajectory

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