Control of uncertain nonlinear systems using mixed nonlinear damping function and backstepping techniques
This paper depicts the design of control law to stabilize nonlinear system with mixed match-mismatch uncertainties with bounded disturbance. The design approach exploit the advantages and flexibility of backstepping technique. To compensate for the uncertainties and bounded disturbance, nonlinear da...
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my.utm.509622017-09-25T06:33:36Z http://eprints.utm.my/id/eprint/50962/ Control of uncertain nonlinear systems using mixed nonlinear damping function and backstepping techniques Kamarudin, M. N. Husain, A. R. Ahmad, M. N. QA Mathematics This paper depicts the design of control law to stabilize nonlinear system with mixed match-mismatch uncertainties with bounded disturbance. The design approach exploit the advantages and flexibility of backstepping technique. To compensate for the uncertainties and bounded disturbance, nonlinear damping function is augmented to the pre-designed unperturbed stabilizing function. Throughout the design, Young's inequality and comparing squares method is used to avoid elimination of useful nonlinear terms as well as to obtain feasible control law. 2013 Conference or Workshop Item PeerReviewed Kamarudin, M. N. and Husain, A. R. and Ahmad, M. N. (2013) Control of uncertain nonlinear systems using mixed nonlinear damping function and backstepping techniques. In: Proceedings - 2012 IEEE International Conference on Control System, Computing and Engineering, ICCSCE 2012. |
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QA Mathematics Kamarudin, M. N. Husain, A. R. Ahmad, M. N. Control of uncertain nonlinear systems using mixed nonlinear damping function and backstepping techniques |
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This paper depicts the design of control law to stabilize nonlinear system with mixed match-mismatch uncertainties with bounded disturbance. The design approach exploit the advantages and flexibility of backstepping technique. To compensate for the uncertainties and bounded disturbance, nonlinear damping function is augmented to the pre-designed unperturbed stabilizing function. Throughout the design, Young's inequality and comparing squares method is used to avoid elimination of useful nonlinear terms as well as to obtain feasible control law. |
format |
Conference or Workshop Item |
author |
Kamarudin, M. N. Husain, A. R. Ahmad, M. N. |
author_facet |
Kamarudin, M. N. Husain, A. R. Ahmad, M. N. |
author_sort |
Kamarudin, M. N. |
title |
Control of uncertain nonlinear systems using mixed nonlinear damping function and backstepping techniques |
title_short |
Control of uncertain nonlinear systems using mixed nonlinear damping function and backstepping techniques |
title_full |
Control of uncertain nonlinear systems using mixed nonlinear damping function and backstepping techniques |
title_fullStr |
Control of uncertain nonlinear systems using mixed nonlinear damping function and backstepping techniques |
title_full_unstemmed |
Control of uncertain nonlinear systems using mixed nonlinear damping function and backstepping techniques |
title_sort |
control of uncertain nonlinear systems using mixed nonlinear damping function and backstepping techniques |
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2013 |
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http://eprints.utm.my/id/eprint/50962/ |
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1643652898014363648 |
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13.160551 |