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Motion of Passive Scalar by Elasticity-Induced Instability in Curved Microchannel

机译:弯曲微通道中由弹性引起的不稳定性引起的被动标量运动

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摘要

This paper presented a direct numerical simulation (DNS) study on the elasticity-induced irregular flow, passive mixing, and scalar evolution in the curvilinear microchannel. The mixing enhancement was achieved at vanishingly low-Reynolds-number chaotic flow raised by elastic instabilities. Along with the mixing process, the passive scalar transportation carried by the flow was greatly affected by the flow structure and the underlying interaction between microstructures of viscoelastic fluid and flow structure itself. The simulations are conducted for a wide range of viscoelasticity. As the elastic effect exceeds the critical value, the flow tends to a chaotic state, while the evolution of scalar gets strong and fast, showing excellent agreement with experimental results. For the temporal changing of scalar gradients, they vary rapidly in the form of isosurfaces, with the shape of "rolls" in the bulk and evolving into "threads" near the wall. That indicates that the flow fields should be related to the deformation of viscoelastic micromolecules. The probability distribution function analysis between micromolecular deformation and flow field deformation shows that the main direction of molecular stretching is perpendicular to the main direction of flow field deformation. It implies they are weakly correlated, due to the confinement of channel wall.
机译:本文对曲线微通道中的弹性引起的不规则流动,被动混合和标量演化进行了直接数值模拟(DNS)研究。在由弹性不稳定性引起的极低的雷诺数混沌流动下实现了混合增强。随着混合过程,流动所携带的被动标量传输受到流动结构以及粘弹性流体微观结构与流动结构本身之间潜在相互作用的极大影响。针对广泛的粘弹性进行了仿真。当弹性效应超过临界值时,流动趋于混乱状态,而标量的发展变得强劲而快速,与实验结果显示出极好的一致性。对于标量梯度的时间变化,它们以等值面的形式快速变化,整体上呈“卷”形,并在壁附近演化为“螺纹”。这表明流场应该与粘弹性微分子的变形有关。微分子变形与流场变形之间的概率分布函数分析表明,分子拉伸的主方向与流场变形的主方向垂直。这意味着由于通道壁的限制,它们之间的相关性很弱。

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