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Dynamic modeling and evaluation for constituent fibers in fabrication of twisted flexible yarns with consideration of fiber mass and viscoelasticity

机译:考虑纤维质量和粘弹性的加捻柔性纱线制造过程中组成纤维的动态建模和评估

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摘要

Yarn made from natural fibers, synthetic fibers, or other types of fibrous materials is all formed by twisting an assembly of short or long fibers and its performance is significantly influenced by the physical behavior of these fibers in the yarn forming region - a small triangle area called spinning triangle. In spinning process, the fibers in spinning triangle where they are finally twisted into a yarn are subject to dynamic loads. However, earlier theoretical models are all based on the static assumptions and it cannot reflect the real status of the spinning process. Therefore, in this study, a new dynamic model of spinning triangle was developed by using finite-element method with consideration of the dynamic effects such as the inertia and damping forces of constituent fibers for a more complete and accurate description. With consideration of dynamic characteristics of fiber, earlier static model of spinning triangle can be considered as a special case of the proposed dynamic model. In order to verify the developed theoretical model, comparisons of the proposed model with earlier model and experimental measurements were carried out and good agreements were achieved. Furthermore, the dynamic behavior of fibers in spinning triangle, such as the natural frequency, mode shape, resonant response, harmonic analysis, and response under a time-varying tension, has been numerically studied. The results show that dynamic parameters have a great influence on the amplitude and attenuation of the response of constituent fibers in spinning triangle.
机译:由天然纤维,合成纤维或其他类型的纤维材料制成的纱线都是通过加捻短纤维或长纤维的组合而形成的,其性能显着地受到这些纤维在纱线形成区域(较小的三角形区域)中的物理行为的影响。称为旋转三角形。在纺纱过程中,纺纱三角形中的纤维最终被加捻成纱线,从而受到动态载荷。但是,早期的理论模型都是基于静态假设的,无法反映纺纱过程的真实状态。因此,在本研究中,考虑到组成纤维的惯性和阻尼力等动力学效应,采用有限元方法开发了一种新型的纺纱三角动力学模型。考虑到纤维的动态特性,可以将早期纺纱三角形的静态模型视为所提出动态模型的特例。为了验证开发的理论模型,将提出的模型与早期模型和实验测量结果进行了比较,并取得了良好的协议。此外,还研究了纤维在纺丝三角形中的动态行为,例如固有频率,振型,共振响应,谐波分析以及随时间变化的张力下的响应。结果表明,动态参数对三角纺丝中组成纤维响应的幅度和衰减影响很大。

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