2008Kongzhi yu jueceRequires access

High-order sliding mode control of uncertain multivariable systems

Xiangwei Han

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Abstract

Based on a derivative estimator and eigenvalue configuration,a second-order nonsingular terminal sliding mode decomposed control method is proposed for a class of multivariable systems with uncertain systemic matrix and input matrix.The proposed method is suitable for high-dimensional multivariable systems,which can simplify the design of controller,eliminate the chattering phenomenon and realize robust hierarchical control.The simulation results show the effectiveness of the design method.

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What this paper is about

Based on a derivative estimator and eigenvalue configuration,a second-order nonsingular terminal sliding mode decomposed control method is proposed for a class of multivariable systems with uncertain systemic matrix and input matrix.The proposed method is suitable for high-dimensional multivariable systems,which can simplify the design of controller,eliminate the chattering phenomenon and realize robust hierarchical control.The simulation results show the effectiveness of the design method.

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Available abstract

Based on a derivative estimator and eigenvalue configuration,a second-order nonsingular terminal sliding mode decomposed control method is proposed for a class of multivariable systems with uncertain systemic matrix and input matrix.The proposed method is suitable for high-dimensional multivariable systems,which can simplify the design of controller,eliminate the chattering phenomenon and realize robust hierarchical control.The simulation results show the effectiveness of the design method.

Key concepts: Multivariable calculus, Control theory (sociology), Eigenvalues and eigenvectors, Invertible matrix, Estimator, Controller (irrigation), Matrix (chemical analysis), Derivative (finance)

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