Adaptive finite-time disturbance observer based sliding mode control for dual-motor driving system
Adaptive finite-time disturbance observer based sliding mode control for dual-motor driving system
This paper investigates a precise tracking control method based on an adaptive disturbance observer for the dual-motor driving system. The unknown matched disturbance is fully considered and estimated in this paper, and the estimation error is proven to be finite-time convergent. A sliding mode controller based on the multiple sliding surface technique is proposed in which the disturbance is compensated. The overall system containing both the observer and the controller is proven to be stable. The tracking error is within the neighbourhood of the origin before the observer completes its convergence and converges to zero thereafter. Simulation results verify the effectiveness of the disturbance observer and the sliding mode controller.
Zeng, Tianyi
0c259925-4a87-4aaf-b373-215f65c56298
Ren, Xuemei
189f687a-5e0c-4b31-af04-196ecae6927a
Zhang, Yao
a4f30318-ab42-4b38-a60d-f7199ff3a02a
27 September 2018
Zeng, Tianyi
0c259925-4a87-4aaf-b373-215f65c56298
Ren, Xuemei
189f687a-5e0c-4b31-af04-196ecae6927a
Zhang, Yao
a4f30318-ab42-4b38-a60d-f7199ff3a02a
Zeng, Tianyi, Ren, Xuemei and Zhang, Yao
(2018)
Adaptive finite-time disturbance observer based sliding mode control for dual-motor driving system.
Complexity, 2018, [1489859].
(doi:10.1155/2018/1489859).
Abstract
This paper investigates a precise tracking control method based on an adaptive disturbance observer for the dual-motor driving system. The unknown matched disturbance is fully considered and estimated in this paper, and the estimation error is proven to be finite-time convergent. A sliding mode controller based on the multiple sliding surface technique is proposed in which the disturbance is compensated. The overall system containing both the observer and the controller is proven to be stable. The tracking error is within the neighbourhood of the origin before the observer completes its convergence and converges to zero thereafter. Simulation results verify the effectiveness of the disturbance observer and the sliding mode controller.
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Accepted/In Press date: 14 August 2018
Published date: 27 September 2018
Additional Information:
Funding Information:
This work is sponsored by National Natural Science Foundation of China (no. 61433003, no. 61273150 and no. 61321002).
Publisher Copyright:
© 2018 Tianyi Zeng et al.
Identifiers
Local EPrints ID: 472379
URI: http://eprints.soton.ac.uk/id/eprint/472379
ISSN: 1076-2787
PURE UUID: 82bb70d3-20b6-40f9-871e-98f749c1a5d9
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Date deposited: 02 Dec 2022 17:47
Last modified: 06 Jun 2024 02:14
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Author:
Tianyi Zeng
Author:
Xuemei Ren
Author:
Yao Zhang
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