Dang Van Trong, Nguyen Xuan Bo, Tran Thi Dieu Trinh, Le Duc Thinh, Nguyen Tung Lam
Hanoi University of Science and Technology, 1st Dai Co Viet Str, Hanoi, 100000, Viet Nam.
Viettel Manufacturing Corporation, Hoai Duc, Hanoi, 100000, Viet Nam.
ISA Trans. 2025 Sep;164:61-74. doi: 10.1016/j.isatra.2025.05.036. Epub 2025 May 29.
Roll-to-Roll (R2R) systems operating in complex manufacturing industries encounter challenges from inherent system factors like model uncertainty or external interference. These factors directly lead to a significant reduction in productivity and output quality of the system, thereby causing great economic losses. In response to the growing demand for consistently high performance in industrial R2R processing, we propose a finite-time integral terminal sliding mode control integrated with a finite-time extended state observer. The proposed controller achieves consistently high tracking performance of transport speed and material surface tension of the system owing to the integral terminal sliding mode control method. Meanwhile, the extended state observer is integrated with three component observers to address the dual estimation task for velocity-based dynamic models of unwinder roll, active guide roll, and rewinder roll, encompassing both velocity states and disturbances/uncertainties. In this manner, observational errors under the estimation error dynamic models are proved to be ultimately uniformly bounded by the Lyapunov theory. Furthermore, the control framework, including an integral sliding controller and an observer, is also demonstrated through the Lyapunov stability theory. Comparisons with other nonlinear controllers are conducted and discussed to validate the efficiency of our proposal.
在复杂制造业中运行的卷对卷(R2R)系统面临着来自模型不确定性或外部干扰等固有系统因素的挑战。这些因素直接导致系统的生产率和输出质量大幅下降,从而造成巨大的经济损失。为了满足工业R2R加工中对持续高性能不断增长的需求,我们提出了一种结合有限时间扩展状态观测器的有限时间积分终端滑模控制方法。由于采用了积分终端滑模控制方法,所提出的控制器实现了系统运输速度和材料表面张力的持续高跟踪性能。同时,扩展状态观测器与三个分量观测器相结合,以解决放卷轴、主动导辊和收卷轴基于速度的动态模型的双重估计任务,包括速度状态和干扰/不确定性。通过李雅普诺夫理论证明,估计误差动态模型下的观测误差最终一致有界。此外,还通过李雅普诺夫稳定性理论论证了包括积分滑模控制器和观测器在内的控制框架。进行并讨论了与其他非线性控制器的比较,以验证我们所提方法的有效性。