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首页> 外文期刊>Fibers and Polymers >Dynamic Modeling of Dry Non-Woven Fabric Roller Carding and Control of Web Density Uniformity. I. Precisely Industrial Controller Design
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Dynamic Modeling of Dry Non-Woven Fabric Roller Carding and Control of Web Density Uniformity. I. Precisely Industrial Controller Design

机译:干燥无纺布辊筒梳理的动态建模和纤网密度均匀度的控制。 I.精确的工业控制器设计

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This series of paper discussed the dynamic modeling of non-woven fabric roller carding and the control of web density uniformity. The dynamic system of dry non-woven fabric roller carding was set up to analyze the dynamic model; then in the process of derivation, theoretical exploration and studies were carried out on one carding unit in the system, consisting of cylinder, worker roller, stripper roller. After that, we probed into the relation between rotation angle and angular velocity of carding unit, and analyzed the time-delay of carding unit. With Pade approximation, the time-delay was taken as the simplification of the system model. The above conditions were utilized to derive the transfer function of carding unit and it was extended to the dry non-woven fabric roller carding system combining four of carding units, feed roller, take-in and doffer in series to obtain the transfer function of this whole system. After confirmed by the designed controller, the system was obviously improved in its tracking property. The steady-state error was also eliminated. Meanwhile, with the participation of the controller, this system might produce the maximum overshoot during its transient response. Therefore, this research regulated the reference input according to the designed dominant poles. This combination scheme effectively control the occurrence of the maximum overshoot and make for good system objectives.
机译:该系列文章讨论了无纺布辊梳理的动态建模和纤网密度均匀度的控制。建立了干法无纺布罗拉梳理动力学系统,对动力学模型进行了分析。然后在推导过程中,对该系统中的一个梳理单元进行了理论探索和研究,该梳理单元由滚筒,工作辊,剥离辊组成。在此之后,我们研究了梳理单元的旋转角度与角速度之间的关系,并分析了梳理单元的时间延迟。使用Pade近似时,将时延视为系统模型的简化。利用以上条件得出梳理单元的传递函数,并将其扩展到结合了四个梳理单元,喂入罗拉,卷取和落纱的干式无纺布辊梳理系统,从而获得梳理单元的传递函数。整个系统。经设计的控制器确认后,系统的跟踪性能有了明显提高。稳态误差也被消除。同时,在控制器的参与下,该系统可能会在其瞬态响应期间产生最大的过冲。因此,本研究根据设计的主导极点调节参考输入。这种组合方案可有效控制最大过冲的发生,并实现良好的系统目标。

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