2002Unpublished venueRequires access

A backstepping second order variable structure control design for a class of uncertain nonlinear systems

G. Bartolini, Antonella Ferrara, Luisa Giacomini

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Abstract

The problem of the stabilization of uncertain nonlinear systems expressible in the perturbed-chain-of-integrators form is considered. Under suitable assumptions, the control problem is solved via a combined backstepping/variable structure control strategy which retains n-1 steps of a backstepping like procedure, and associates with them a final step aimed at generating a second order sliding regime on a suitably selected sliding manifold.

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What this paper is about

The problem of the stabilization of uncertain nonlinear systems expressible in the perturbed-chain-of-integrators form is considered. Under suitable assumptions, the control problem is solved via a combined backstepping/variable structure control strategy which retains n-1 steps of a backstepping like procedure, and associates with them a final step aimed at generating a second order sliding regime on a suitably selected sliding manifold.

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Available abstract

The problem of the stabilization of uncertain nonlinear systems expressible in the perturbed-chain-of-integrators form is considered. Under suitable assumptions, the control problem is solved via a combined backstepping/variable structure control strategy which retains n-1 steps of a backstepping like procedure, and associates with them a final step aimed at generating a second order sliding regime on a suitably selected sliding manifold.

Key concepts: Backstepping, Control theory (sociology), Integrator, Nonlinear system, Variable structure control, Strict-feedback form, Variable (mathematics), Class (philosophy)

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