Output Feedback Variable Structure Control Design for Uncertain Nonlinear Lipschitz Systems

This paper develops a full-order compensator-based output feedback variable structure control law for uncertain nonlinear Lipschitz systems having matched perturbations. Given that the sufficient condition is satisfied, the developed control scheme, with the observer-like technique incorporated into...

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Main Authors: Jeang-Lin Chang, Tsui-Chou Wu
Format: Article
Language:English
Published: Wiley 2015-01-01
Series:Journal of Control Science and Engineering
Online Access:http://dx.doi.org/10.1155/2015/573805
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author Jeang-Lin Chang
Tsui-Chou Wu
author_facet Jeang-Lin Chang
Tsui-Chou Wu
author_sort Jeang-Lin Chang
collection DOAJ
description This paper develops a full-order compensator-based output feedback variable structure control law for uncertain nonlinear Lipschitz systems having matched perturbations. Given that the sufficient condition is satisfied, the developed control scheme, with the observer-like technique incorporated into the design of the compensator, can achieve global exponential stabilization. An illustrative example is provided with simulation results to show the effectiveness of the proposed method.
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institution Kabale University
issn 1687-5249
1687-5257
language English
publishDate 2015-01-01
publisher Wiley
record_format Article
series Journal of Control Science and Engineering
spelling doaj-art-4fcda52c1d6a4145acaa1e5aab4926d22025-02-03T01:30:07ZengWileyJournal of Control Science and Engineering1687-52491687-52572015-01-01201510.1155/2015/573805573805Output Feedback Variable Structure Control Design for Uncertain Nonlinear Lipschitz SystemsJeang-Lin Chang0Tsui-Chou Wu1Department of Electrical Engineering, Oriental Institute of Technology, Banciao District, New Taipei City 220, TaiwanDepartment of Electrical Engineering, Oriental Institute of Technology, Banciao District, New Taipei City 220, TaiwanThis paper develops a full-order compensator-based output feedback variable structure control law for uncertain nonlinear Lipschitz systems having matched perturbations. Given that the sufficient condition is satisfied, the developed control scheme, with the observer-like technique incorporated into the design of the compensator, can achieve global exponential stabilization. An illustrative example is provided with simulation results to show the effectiveness of the proposed method.http://dx.doi.org/10.1155/2015/573805
spellingShingle Jeang-Lin Chang
Tsui-Chou Wu
Output Feedback Variable Structure Control Design for Uncertain Nonlinear Lipschitz Systems
Journal of Control Science and Engineering
title Output Feedback Variable Structure Control Design for Uncertain Nonlinear Lipschitz Systems
title_full Output Feedback Variable Structure Control Design for Uncertain Nonlinear Lipschitz Systems
title_fullStr Output Feedback Variable Structure Control Design for Uncertain Nonlinear Lipschitz Systems
title_full_unstemmed Output Feedback Variable Structure Control Design for Uncertain Nonlinear Lipschitz Systems
title_short Output Feedback Variable Structure Control Design for Uncertain Nonlinear Lipschitz Systems
title_sort output feedback variable structure control design for uncertain nonlinear lipschitz systems
url http://dx.doi.org/10.1155/2015/573805
work_keys_str_mv AT jeanglinchang outputfeedbackvariablestructurecontroldesignforuncertainnonlinearlipschitzsystems
AT tsuichouwu outputfeedbackvariablestructurecontroldesignforuncertainnonlinearlipschitzsystems