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Orientation distribution and rheological properties of fiber suspensions flowing through curved expansion and rotating ducts

机译:流经弯曲膨胀管和旋转管的纤维悬浮液的取向分布和流变特性

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In dilute fiber suspensions, the Jeffery equation is employed to predict the fiber orientation distribution through a curved expansion and rotating duct. The results show that the fiber flips more quickly in the inlet region, especially in the region close to the concave wall. In the central region and the downstream region, the fiber orientation distributions are more uniform. In semi-dilute fiber suspension, the fiber interactions can be represented by a statistical model developed by Folgar & Tucker. Then a deduced Fokker-Planck equation can be used to describe the fiber orientation distribution probability. In the present work, the Fokker-Planck equation is directly solved by FVM. Then with the probability, the fiber orientation tensors are obtained. Furthermore, the fiber extra stresses are gained with the Batchelor model. The results show that the shear stress and normal stress difference are concentrated around the inlet close to the concave wall regions. In the central regions, these properties are less obvious. And in the downstream, these properties are negligible.
机译:在稀纤维悬浮液中,采用Jeffery方程来预测通过弯曲膨胀和旋转导管的纤维取向分布。结果表明,纤维在入口区域,特别是在靠近凹壁的区域,更快速地翻转。在中央区域和下游区域,纤维取向分布更均匀。在半稀纤维悬浮液中,纤维相互作用可以由Folgar&Tucker开发的统计模型表示。然后可以使用推导的Fokker-Planck方程来描述纤维取向分布概率。在目前的工作中,Fokker-Planck方程可通过FVM直接求解。然后以该概率获得纤维取向张量。此外,通过Batchelor模型获得了纤维额外的应力。结果表明,剪切应力和法向应力差集中在靠近凹壁区域的入口附近。在中部地区,这些属性不太明显。而在下游,这些特性可以忽略不计。

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