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Tow impregnation of unidirectional fibrous preform during resin transfer molding

机译:树脂传递模塑过程中单向纤维预成型件的丝束浸渍

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摘要

The flow pattern determines the formation and distribution of the voids. and subsequently the quality of the products during the mold filling of RTM. A model is developed to simulate the interaction between the flow in the gaps around the fiber bundles and the flow inside the fiber bundles. Brinkman's equation is used to calculate the flow fields inside the fiber bundles, while the Stokes approximation is used to simplify the resin flow equation in the gaps. Results show that the mechanism of air entrapment is formed inside the fiber bundles. A boundary layer occurs along the permeable interface of the fiber bundles. The thickness of the boundary layer increases with large permeability and larger gap size. The thickness of the boundary layer is about O(K-1/2). For flow outside of boundary layer regions the Brinkman's equation can reduce to the Darcy's law. [References: 21]
机译:流动模式决定了空隙的形成和分布。然后是RTM模具填充过程中产品的质量。开发了一个模型来模拟纤维束周围间隙中的流动与纤维束内部流动之间的相互作用。布林克曼方程用于计算纤维束内部的流场,而斯托克斯近似法则用于简化间隙中的树脂流方程。结果表明,空气滞留的机理是在纤维束内部形成的。边界层沿纤维束的可渗透界面出现。边界层的厚度随着渗透率的增大和间隙尺寸的增大而增加。边界层的厚度约为O(K-1 / 2)。对于边界层区域外部的流动,Brinkman方程可以简化为达西定律。 [参考:21]

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