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首页> 外文期刊>Journal of Non-Newtonian Fluid Mechanics >Numerical simulations of deformable particle lateral migration in tube flow of Newtonian and viscoelastic media
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Numerical simulations of deformable particle lateral migration in tube flow of Newtonian and viscoelastic media

机译:牛顿和粘弹性介质管流中变形颗粒横向迁移的数值模拟。

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摘要

The deformation and cross-streamline migration of an elastic particle in pressure-driven flows of New-tonian and viscoelastic (Oldroyd-B, Giesekus) fluids in a cylindrical tube are studied through 3D finite element method numerical simulations. The dependences of particle deformation and migration on geometric confinement, flow strength, and fluid rheology are investigated. If the particle is initially not at the channel axis, it attains an asymmetric shape and migrates. In a Newtonian liquid, the migration is always directed towards the tube axis. A project equation is proposed for the design of a microfluidic cylindrical device aimed at focusing elastic particles on the cylinder centerline. In a viscoelastic liquid, the migration direction and velocity depend on the competition among particle deformability, fluid elasticity, and fluid viscosity shear thinning (if any). In a certain range of parameters, an unstable radial position appears, which separates the region where the migration is directed towards the axis from the region where it is directed towards the wall. (C) 2016 Elsevier B.V. All rights reserved.
机译:通过3D有限元数值模拟研究了牛顿流体和粘弹性流体(Oldroyd-B,Giesekus)在圆柱管中的压力驱动流动中弹性颗粒的变形和跨流线迁移。研究了颗粒变形和迁移对几何限制,流动强度和流体流变性的依赖性。如果粒子最初不在通道轴上,则它将达到不对称形状并迁移。在牛顿液体中,迁移总是指向管轴。针对微流体圆柱设备的设计提出了一个项目方程,该设备旨在将弹性颗粒聚焦在圆柱中心线上。在粘弹性液体中,迁移方向和速度取决于颗粒可变形性,流体弹性和流体粘度剪切稀化(如果有)之间的竞争。在一定范围的参数中,出现了不稳定的径向位置,该位置将迁移指向轴的区域与迁移指向壁的区域分隔开。 (C)2016 Elsevier B.V.保留所有权利。

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