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Discrete-time sliding mode regulator for nonminimum phase systems

Marcos I. Galicia, Alexander G. Loukianov, Jorge Rivera, Vadim Utkin

Year
2012
Citations
2

Abstract

This work presents an approach to solve the output regulation problem for a class of nonlinear discrete-time nonminimum phase perturbed systems. Based on feedback linearization block control technique and discrete-time sliding mode (SM) control, we propose a sliding manifold on which the zero dynamics are stabilized. To enforce the robust SM motion on the designed manifold, a discrete-time super-twisting SM algorithm is implemented. The effectiveness of the proposed methodology is verified via the design of a position tracking controller for an under-actuated robotic system, the Pendubot.

Keywords

Control theory (sociology)Sliding mode controlDiscrete time and continuous timeManifold (fluid mechanics)Feedback linearizationController (irrigation)Nonlinear systemLinearizationComputer sciencePosition (finance)

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