牛顿流中柔性纤维的运动:简单剪切流中多纤维构型的演化与流动运动学

Kousuke Sugimoto, N. Mori, K. Chiba
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引用次数: 0

摘要

本研究的目的是为了更好地了解纤维悬浮流动中柔性纤维结构与流动运动学之间的相互作用。在此框架下,基于Peskin提出的“浸入边界法”,对低雷诺数单纤维在简单剪切流中的形态演变进行了数值分析。在计算中,采用无力直构纤维。虽然纤维的变形基本上是三维的,但在流动平面上的拉伸/压缩和弯曲变形是简单假设的。在该系列论文的第2部分中,描述了流体粘度和剪切速率对单纤维形态演变和流动运动学的影响。随着流体粘度的增加,纤维的性能变得更加复杂。此外,还证实了纤维长度、弯曲刚度、流体粘度和剪切速率的函数流动诱导弯曲参数是一种有用的无量纲参数,可用于分类弹性纤维的刚性旋转、弹性旋转、s型旋转、蛇形旋转和复合旋转。
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Motion of Flexible Fibers in a Newtonian Flow: Evolution of Configuration of Multiple Fibers and Flow Kinematics in a Simple Shear Flow
The objective of this study is to well understand the interaction between the configuration of flexible fibers and flow kinematics in fiber suspension flows. In this framework, the evolution of the configuration of a single fiber in a simple shear flow at low Reynolds number was numerically analyzed on the basis of an 'immersed boundary method' developed by Peskin. In the computations fibers with force-free configuration of being straight were used. While deformation of a fiber is fundamentally three-dimensional, stretching/compression and bending deformations in the plane of flow were simply assumed.In Part 2 of the series of papers, the effects of fluid viscosity and shear rate on the evolution of the configuration of a single fiber and flow kinematics were described. The behavior of a fiber becomes more complex as the fluid viscosity increases. Furthermore, it was confirmed that a flow-induced bending parameter, which is a function of fiber length, bending stiffness, fluid viscosity and shear rate, is a useful dimensionless parameter for classification of rotation of an elastic fiber, such as rigid rotation, springy rotation, S-turn, snake turn and complex rotation.
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