纤维悬浮流动的数值模拟

K. Nakamura, K. Chiba, N. Mori, K. Yasuda, Hidekazu Takagi, T. Nishimura
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引用次数: 1

摘要

采用Dinh-Armstrong模型计算了纤维悬浮液二维分支流中的流态和纤维取向。纤维的取向是通过沿流线对杰弗瑞方程进行积分得到的。低雷诺数时,在转角附近出现了牛顿流中没有观察到的涡旋。讨论了涡旋高度与雷诺数和参数α的关系。有些纤维几乎与流线成直角。此外,还探讨了应力释放机制在涡旋发生中的应用。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Numerical Simulation of Fiber Suspension Flow
Flow patterns and fiber orientation in the two-dimensional branching flow of fiber suspensions are calculated using the Dinh-Armstrong model. Fiber orientation is obtained by integration of the Jeffery's equation along a streamline.A vortex, which is not observed in the Newtonian flow, occurs near the corner at low Reynolds number. The dependence of vortex height on Reynolds number and a parameter α is discussed.Some fibers are at almost right angle with a streamline. Furthermore, the application of stress relief mechanism is examined for onset of the vortex.
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