Abstract

In the present paper, some recent theoretical results obtained from the analysis of the non-interacting control with simultaneous input-output linearization problem of nonsquare nonlinear systems, using restricted state feedback, are applied to the inverse dynamic control of an over-actuated three-link robot manipulator. The control purpose, in this paper, is to design a nonlinear restricted state feedback control law, such that the generalized coordinates related to links 2 and 3, to be independent of viscous and coulomb friction, and the input-output behavior of the closed-loop system to be I/O linearized and decoupled. The results of the paper offer a new perspective and some new insights to the inverse dynamic control problem of robot manipulators.

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