Tracking control of uncertain surface vessels with global finite-time convergence
This paper investigates an innovative control technique for uncertain surface vessels working in enhanced sea states to guarantee global finite-time convergence. First, a new finite-time backstepping approach is investigated. However, the effects of the uncertainties and disturbances reduce the clos...
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sg-ntu-dr.10356-1640892023-01-04T07:11:29Z Tracking control of uncertain surface vessels with global finite-time convergence Van, Mien Do, Van Thanh Khyam, Mohammad Omar Do, Xuan Phu School of Mechanical and Aerospace Engineering Engineering::Mechanical engineering Control Of Surface Vessels Finite-Time Convergence This paper investigates an innovative control technique for uncertain surface vessels working in enhanced sea states to guarantee global finite-time convergence. First, a new finite-time backstepping approach is investigated. However, the effects of the uncertainties and disturbances reduce the closed-loop performance and prevent the global finite-time convergence of the system. In order to estimate these effects, an innovative finite-time disturbance observer is taken into consideration. The combination between the finite-time backstepping approach and the finite-time disturbance estimation creates a control system providing finite-time convergence of the system. The proposed approach is then tested on a tracking control problem for a surface vessel. The simulation results unveil the innovation of the proposed approach compared with existing ones. This work was supported by the Natural Environment Research Council, United Kingdom [grant number NE/V008080/1]. 2023-01-04T07:11:29Z 2023-01-04T07:11:29Z 2021 Journal Article Van, M., Do, V. T., Khyam, M. O. & Do, X. P. (2021). Tracking control of uncertain surface vessels with global finite-time convergence. Ocean Engineering, 241, 109974-. https://dx.doi.org/10.1016/j.oceaneng.2021.109974 0029-8018 https://hdl.handle.net/10356/164089 10.1016/j.oceaneng.2021.109974 2-s2.0-85117813742 241 109974 en Ocean Engineering © 2021 Elsevier Ltd. All rights reserved. |
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Engineering::Mechanical engineering Control Of Surface Vessels Finite-Time Convergence Van, Mien Do, Van Thanh Khyam, Mohammad Omar Do, Xuan Phu Tracking control of uncertain surface vessels with global finite-time convergence |
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This paper investigates an innovative control technique for uncertain surface vessels working in enhanced sea states to guarantee global finite-time convergence. First, a new finite-time backstepping approach is investigated. However, the effects of the uncertainties and disturbances reduce the closed-loop performance and prevent the global finite-time convergence of the system. In order to estimate these effects, an innovative finite-time disturbance observer is taken into consideration. The combination between the finite-time backstepping approach and the finite-time disturbance estimation creates a control system providing finite-time convergence of the system. The proposed approach is then tested on a tracking control problem for a surface vessel. The simulation results unveil the innovation of the proposed approach compared with existing ones. |
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School of Mechanical and Aerospace Engineering |
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School of Mechanical and Aerospace Engineering Van, Mien Do, Van Thanh Khyam, Mohammad Omar Do, Xuan Phu |
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Article |
author |
Van, Mien Do, Van Thanh Khyam, Mohammad Omar Do, Xuan Phu |
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Van, Mien |
title |
Tracking control of uncertain surface vessels with global finite-time convergence |
title_short |
Tracking control of uncertain surface vessels with global finite-time convergence |
title_full |
Tracking control of uncertain surface vessels with global finite-time convergence |
title_fullStr |
Tracking control of uncertain surface vessels with global finite-time convergence |
title_full_unstemmed |
Tracking control of uncertain surface vessels with global finite-time convergence |
title_sort |
tracking control of uncertain surface vessels with global finite-time convergence |
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2023 |
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https://hdl.handle.net/10356/164089 |
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1754611297972912128 |