Home /Research /Intelligent switching control of nonlinear non-minimum phase relative degree two systems
OTHER

Intelligent switching control of nonlinear non-minimum phase relative degree two systems

Jörg Mareczek, Simon Hecker, Martin Buss

Year
2001
Citations
3

Abstract

In this paper we extend earlier results on Invariance Control to the special class of nonlinear control input affine systems with relative degree two. A switching strategy for control parameters and an easy to calculate invariance region together form an intelligent switching Invariance Controller, achieving asymptotic stability for the controlled dynamics and positive invariance of a prescribed bounded state space region. Experiments with an underactuated robot show the applicability of the proposed theory.

Keywords

Control theory (sociology)Bounded functionNonlinear systemController (irrigation)Degree (music)MathematicsAffine transformationStability (learning theory)Class (philosophy)Exponential stability

Related papers

Browse all OTHER papers