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Robust tension observers design for web-winding systems

机译:幅材卷绕系统的稳固张力观察器设计

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In web-winding systems, precise regulation of web tensions is critical. Generally, most tension control strategies are sensor-based control, which relies on precise measurement of the tensions. However, measuring devices such as load cells or swing rolls are expensive, require either special or extra rolls, add system complexity and reduce system reliability. In this paper, two nonlinear tension observers are designed to estimate web tensions using only conventional system measurements. Firstly, the nonlinear model of an experimental web-winding system is developed. Two nonlinear observers with time-varying error dynamics are deduced from the presented model, and interval matrix is used to deal with the time-varying parameters of the error dynamics. Then, two sufficient conditions of the error dynamics asymptotical stability are obtained based on Lyapunov stability theory, and the observer gains are obtained by solving linear matrix inequalities (LMIs). Finally, some simulation and real web-winding system experiments show the accuracy and effectiveness of the proposed observer.
机译:在纸幅卷绕系统中,精确调节纸幅张力至关重要。通常,大多数张力控制策略是基于传感器的控制,它依赖于张力的精确测量。但是,诸如称重传感器或摆动辊之类的测量设备很昂贵,需要特殊或额外的辊,增加了系统的复杂性并降低了系统的可靠性。在本文中,设计了两个非线性张力观测器以仅使用常规系统测量值来估计纸幅张力。首先,建立了实验性绕线系统的非线性模型。从所提出的模型中推导了两个具有时变误差动态的非线性观测器,并使用区间矩阵来处理误差动态的时变参数。然后,基于Lyapunov稳定性理论,获得了误差动力学渐近稳定性的两个充分条件,并且通过求解线性矩阵不等式(LMI)获得了观察者增益。最后,一些仿真和真实的网络绕线系统实验证明了所提出的观测器的准确性和有效性。

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