Nonlinear adaptive controller applied to an Antilock Braking System with parameters variations

被引:0
作者
Cuauhtémoc Acosta Lúa
Stefano Di Gennaro
María Eugenia Sánchez Morales
机构
[1] Universidad de Guadalajara,Departamento de Ciencias Tecnológicas
[2] Centro Universitario de la Ciénega,Department of Information Engineering, Computer Science and Mathematics, and with the Center of Excellence DEWS
[3] University of L’Aquila,undefined
来源
International Journal of Control, Automation and Systems | 2017年 / 15卷
关键词
Adaptive control; antilock braking system; nonlinear control; real-time simulation;
D O I
暂无
中图分类号
学科分类号
摘要
The control of an Antilock Braking System is a difficult problem, due to its nonlinear dynamics and to the uncertainties in its characteristics and parameters. To overcome these issues, in this work an adaptive controller is proposed. The controller is designed under the assumption that the friction coefficient is unknown, and further perturbing frictions act on the system. Finally, the convergence to an ε-ball of the origin is proved when these perturbing parameters vary. The performance of the nonlinear dynamic controllers is evaluated by some experimental tests on a mechatronic system representing a quarter-car model. The results show how the controller ensures the tracking of the desired reference and identifies the unknown parameters.
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页码:2043 / 2052
页数:9
相关论文
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  • [1] Lin C. H.(2003)Self-learning fuzzy sliding mode control for antilock braking systems IEEE Trans. on Control System Technology 11 273-278
  • [2] Chun H.(2012)Integrated control of break pressure and rearwheel steering to improve lateral stability with fuzzy logic International Journal of Automotive Technology 13 563-570
  • [3] Song J.(1999)Intelligent control for brake system IEEE Trans. on Control System Technology 7 188-202
  • [4] Lennon W. K.(2016)Robust estimation of maximum tire-road friction coefficient considering road surface irregularity International Journal of Automotive Technology 17 415-425
  • [5] Passino K. M.(2014)Adaptive exponentialreaching sliding-mode control for antilock braking systems Nonlinear Dyn 77 993-1010
  • [6] Han K.(2014)Performance comparison between sliding mode control and active force control for a nonlinear anti-lock brake system WSEAS Trans. on System and Control 9 101-107
  • [7] Hwang Y.(2009)A dynamic method to forecast the wheel slip for antilock braking system and its experimental evaluation IEEE Trans. on System, Man and Cybernetics-Part B: Cybernetics 39 551-560
  • [8] Lee E.(2009)A Grey system modeling approach for sliding-mode control of antilock braking system IEEE Trans. on Industrial Electronics 56 3244-3252
  • [9] Choi S.(2011)Experimental-based teaching in advanced control engineering IEEE Trans. on Education 61 345-355
  • [10] Chun-Fei H.(1986)Higher order sliding regimes in the binary control systems Soviet Physics 31 291-293