GLOBAL STABILIZATION OF LINEAR SYSTEMS WITH BOUNDED-CONTROLS USING STATE-DEPENDENT SATURATION FUNCTIONS

By using the so-called SP-stable polynomials, this paper reconsiders the problem of global stabilization of linear systems with input saturation. Firstly, a new nonlinear feedback law consisting of parallel connections of saturation functions by means of the so-called state-dependent saturation func...

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Published inJournal of systems science and complexity Vol. 24; no. 3; pp. 477 - 490
Main Authors Zhou, Bin, Duan, Guangren, Kong, He
Format Journal Article
LanguageEnglish
Published Beijing Academy of Mathematics and Systems Science, Chinese Academy of Sciences 01.06.2011
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ISSN1009-6124
1559-7067
DOI10.1007/s11424-011-8325-8

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Abstract By using the so-called SP-stable polynomials, this paper reconsiders the problem of global stabilization of linear systems with input saturation. Firstly, a new nonlinear feedback law consisting of parallel connections of saturation functions by means of the so-called state-dependent saturation function is proposed for global stabilization of chains of integrators system. The state-dependent saturation function allows increasing the control energy when some of the states are badly scaled and can improve significantly the transient performances of the closed-loop system. Secondly, this type of global stabilization nonlinear feedback laws is extended to a class of linear systems that can be globally stabilized by bounded controls. Numerical examples show the effectiveness of the proposed approach.
AbstractList By using the so-called SP -stable polynomials, this paper reconsiders the problem of global stabilization of linear systems with input saturation. Firstly, a new nonlinear feedback law consisting of parallel connections of saturation functions by means of the so-called state-dependent saturation function is proposed for global stabilization of chains of integrators system. The state-dependent saturation function allows increasing the control energy when some of the states are badly scaled and can improve significantly the transient performances of the closed-loop system. Secondly, this type of global stabilization nonlinear feedback laws is extended to a class of linear systems that can be globally stabilized by bounded controls. Numerical examples show the effectiveness of the proposed approach.
By using the so-called SP-stable polynomials, this paper reconsiders the problem of global stabilization of linear systems with input saturation. Firstly, a new nonlinear feedback law consisting of parallel connections of saturation functions by means of the so-called state-dependent saturation function is proposed for global stabilization of chains of integrators system. The state-dependent saturation function allows increasing the control energy when some of the states are badly scaled and can improve significantly the transient performances of the closed-loop system. Secondly, this type of global stabilization nonlinear feedback laws is extended to a class of linear systems that can be globally stabilized by bounded controls. Numerical examples show the effectiveness of the proposed approach.
Author Bin ZHOU Guangren DUAN He KONG
AuthorAffiliation Center for Control Theory and Guidance Technology, Harbin Institute of Technology, Harbin 150001, China.
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crossref_primary_10_1016_j_automatica_2013_09_029
crossref_primary_10_1080_00207179_2014_982710
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Keywords global stabilization
stable polynomials
Bounded feedback
nonlinear control
state-dependent saturation functions
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Notes By using the so-called SP-stable polynomials, this paper reconsiders the problem of global stabilization of linear systems with input saturation. Firstly, a new nonlinear feedback law consisting of parallel connections of saturation functions by means of the so-called state-dependent saturation function is proposed for global stabilization of chains of integrators system. The state-dependent saturation function allows increasing the control energy when some of the states are badly scaled and can improve significantly the transient performances of the closed-loop system. Secondly, this type of global stabilization nonlinear feedback laws is extended to a class of linear systems that can be globally stabilized by bounded controls. Numerical examples show the effectiveness of the proposed approach.
Bounded feedback, global stabilization, nonlinear control, state-dependent saturation functions, SP-stable polynomials.
11-4543/O1
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PublicationTitle Journal of systems science and complexity
PublicationTitleAbbrev J Syst Sci Complex
PublicationTitleAlternate Journal of Systems Science and Complexity
PublicationYear 2011
Publisher Academy of Mathematics and Systems Science, Chinese Academy of Sciences
Publisher_xml – name: Academy of Mathematics and Systems Science, Chinese Academy of Sciences
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Snippet By using the so-called SP-stable polynomials, this paper reconsiders the problem of global stabilization of linear systems with input saturation. Firstly, a...
By using the so-called SP -stable polynomials, this paper reconsiders the problem of global stabilization of linear systems with input saturation. Firstly, a...
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chongqing
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SubjectTerms Complex Systems
Control
Mathematics
Mathematics and Statistics
Mathematics of Computing
Operations Research/Decision Theory
Statistics
Systems Theory
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Title GLOBAL STABILIZATION OF LINEAR SYSTEMS WITH BOUNDED-CONTROLS USING STATE-DEPENDENT SATURATION FUNCTIONS
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https://link.springer.com/article/10.1007/s11424-011-8325-8
Volume 24
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