Research on Unwinding Tension System Control Based on Inverse System Theory

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In the printing process, it mainly depends on the stability of systematic tension control to ensure the quality of print. Meanwhile, systematic tension is mainly created from unwinding section, from which it is easy to cause fluctuation and variation of tension. Hence, how to maintain the stability of the tension in unwinding system has become a key problem to tension control system. Unwinding system is a typical multi-input-multi-output, nonlinear and strong coupling system. It is difficult to control with the traditional design method. In this paper, we realize the system’s decoupling and linearization based on the inverse system theory, which make the system change from a coupled and nonlinear system to two order pseudo-linear systems after a series of control variable transformations. We introduce active-damping into the pseudo-linear system to overcome the zero-damping and enhance the ability of disturbance-resist. On the basis of these, a PID controller is designed for the unwinding tension control system. Though simulation and analysis, it shows that the proposed strategy of inverse system decoupling control can achieve the decoupling unwinding control system, and the PID controller which is designed after introducing the active-damping makes the system get an ideal control effect.

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2822-2826

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December 2010

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© 2011 Trans Tech Publications Ltd. All Rights Reserved

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[1] N. Rabbah and B. Bensassi: The Annals of Dunarea de Jos University of Galati, Fascicle III(2007), pp.107-113.

Google Scholar

[2] F.L. Luo: IEE Pro. Electr. Power Applications, vol. 145, NO. 3 (1998), p.239–245.

Google Scholar

[3] Okada K, Sakamoto T: Industrial Electronics Society Proceedings of the 24th Annual Conference of the IEEE, vol. 3(1998), p.1762–1767.

Google Scholar

[4] Hakan Koc, Dominique Knittel, Michel de Mathelin, and Gabriel Abba: IEEE Trans. On Control System Technology, vol. 10, NO. 2(2002), p.197–208.

DOI: 10.1109/87.987065

Google Scholar

[5] Bernard Widrow and Eugene Walach: Procedings of the 1993 International Symposlum on Intelligent Control, TA1-8: 30(1993), pp.1-6.

Google Scholar