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Finite-time stabilization for a class of nonholonomic feedforward systems subject to inputs saturation
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文摘

A general model of nonlinear feedforward systems subject to nonholonomic constraints is introduced in this paper.

A weaker sufficient condition on characterizing the nonlinear growth of the nonholonomic systems for its saturated finite-time stabilization is derived.

A new systematic saturated state feedback control design procedure is proposed to solve the finite-time stabilization problem for all plants in the considered class.

An application example for vertical wheel on rotating table is modeled and solved by the proposed method.

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