Adaptive neural torsional vibration suppression of the rolling mill main drive system subject to state and input constraints with sensor errors

Torsional vibration often occurs in rolling mill drive system, which seriously affects the product quality accuracy and the service life of transmission equipment. This paper studies the adaptive neural torsional vibration suppression control problem for the rolling mill main drive system with state...

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Published inJournal of the Franklin Institute Vol. 357; no. 17; pp. 12886 - 12903
Main Authors Qian, Cheng, Hua, Changchun, Zhang, Liuliu, Bai, Zhenhua
Format Journal Article
LanguageEnglish
Published Elmsford Elsevier Ltd 01.11.2020
Elsevier Science Ltd
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Abstract Torsional vibration often occurs in rolling mill drive system, which seriously affects the product quality accuracy and the service life of transmission equipment. This paper studies the adaptive neural torsional vibration suppression control problem for the rolling mill main drive system with state and input constraints subject to unknown measurement sensitivities. Firstly, considering the nonlinear friction between the work roll and strip, nonlinear damping at the motor and the load and unknown uncertainties on system parameters, a new torsional vibration model of the main drive system of rolling mill is established. Then, by selecting the proper asymmetric tangent barrier Lyapunov function, the motor torque control law is proposed based on backstepping algorithm. The adaptive neural networks are introduced to solve the unknown uncertainties and the unknown measurement errors and a continuous differentiable Gaussian error function is employed to deal with actuator saturation. It is strictly proved that the designed main drive torsional vibration system is stable and the performances of the transformed states are preserved. Finally, simulation shows the validity and the advantages of the proposed algorithm.
AbstractList Torsional vibration often occurs in rolling mill drive system, which seriously affects the product quality accuracy and the service life of transmission equipment. This paper studies the adaptive neural torsional vibration suppression control problem for the rolling mill main drive system with state and input constraints subject to unknown measurement sensitivities. Firstly, considering the nonlinear friction between the work roll and strip, nonlinear damping at the motor and the load and unknown uncertainties on system parameters, a new torsional vibration model of the main drive system of rolling mill is established. Then, by selecting the proper asymmetric tangent barrier Lyapunov function, the motor torque control law is proposed based on backstepping algorithm. The adaptive neural networks are introduced to solve the unknown uncertainties and the unknown measurement errors and a continuous differentiable Gaussian error function is employed to deal with actuator saturation. It is strictly proved that the designed main drive torsional vibration system is stable and the performances of the transformed states are preserved. Finally, simulation shows the validity and the advantages of the proposed algorithm.
Author Qian, Cheng
Zhang, Liuliu
Hua, Changchun
Bai, Zhenhua
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  givenname: Zhenhua
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  organization: National Engineering Research Center for Equipment and Technology of Cold Strip Rolling, Yanshan University, Qinhuangdao 066004, China
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Snippet Torsional vibration often occurs in rolling mill drive system, which seriously affects the product quality accuracy and the service life of transmission...
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SubjectTerms Actuators
Adaptive algorithms
Adaptive control
Algorithms
Computer simulation
Continuity (mathematics)
Control equipment
Control theory
Damping
Error functions
Liapunov functions
Motors
Neural networks
Nonlinear systems
Parameter uncertainty
Rolling mills
Service life
Torsional vibration
Vibration
Vibration control
Title Adaptive neural torsional vibration suppression of the rolling mill main drive system subject to state and input constraints with sensor errors
URI https://dx.doi.org/10.1016/j.jfranklin.2020.08.003
https://www.proquest.com/docview/2478621611
Volume 357
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