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A micro-scale model for fiber tow characterization under nondeterministic assumption: longitudinal and transverse permeability

机译:非确定性假设下纤维束表征的微观模型:纵向和横向渗透率

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Liquid Composite Molding processes are characterized by the impregnation of a dry fibrous perform by means of injection or infusion of a catalyzed resin. In recent years computational flow and cure models allowed for a remarkable time and cost compression in process planning with respect to trial and error procedures. In this contest multi-scale simulative approaches are gaining considerable attention and intriguing results have been recently presented. Most of the proposed models, however, rely on deterministic hypothesis, assuming perfect fiber packing and neglecting dimensional variations between fibers, in strong contrast with experimental observations. In this paper the influence of the stochastic variability of the fiber packing on tow permeability has been investigated by means of a CFD micro scale model. The variability of the microstructure defining the Representative Volume Element has been considered introducing random perturbations of the fiber packing. The components of the permeability tensor, in each case, have then been derived applying the Darcy model to flow simulations through the representative cell.
机译:液体复合成型工艺的特点是通过注入或注入催化树脂来浸渍干纤维。近年来,计算流程和固化模型考虑到了反复试验的过程,极大地压缩了过程规划中的时间和成本。在本次竞赛中,多尺度模拟方法受到了广泛关注,并且最近已经提出了有趣的结果。但是,大多数提议的模型都依赖确定性假设,假设纤维堆积完美,而忽略了纤维之间的尺寸变化,这与实验观察结果形成了鲜明的对比。在本文中,已经通过CFD微型模型研究了纤维填料的随机变化对丝束渗透性的影响。定义代表体积元素的微观结构的可变性已经被认为会引入纤维堆积的随机扰动。然后,分别将Darcy模型应用于通过代表单元的流动模拟中,得出渗透率张量的分量。

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