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蠕虫状胶束流体中的流动波动。

Flow fluctuations in wormlike micelle fluids.

机构信息

Polymers and Complex Fluids Group, National Institute of Standards and Technology, 100 Bureau Drive, Gaithersburg, MD, USA.

出版信息

Soft Matter. 2018 Nov 14;14(44):9020-9035. doi: 10.1039/c8sm01649f.

Abstract

We investigate the unstable flow of wormlike micelle solutions in pressure driven capillary flow, with a focus on the effect of entrance geometry on the fluid fluctuations. The flow is measured at different points in the capillary using particle image velocimetry while simultaneously measuring the pressure drop across the entire capillary. The fluctuations are characterized by rapid flow rate jumps that correspond with a decrease in the pressure drop followed by a longer recovery period. Velocimetry measurements in the entrance region show a transition to unstable flow above a critical flow rate, where large flow circulations are observed in the tapered geometry and localized jets are observed in an abrupt contraction. The transition to this unstable flow is shown to occur at a similar dimensionless extension rate normalized by the micelle relaxation time. A rapid breakdown in micelle alignment is observed in polarized light microscopy at the onset of the flow rate jump, indicating the importance of rapid micelle structural changes on the fluctuations. We characterize the system by analyzing the power spectral densities and develop a dynamical systems model to describe the relationship between pressure and flow rate. These developments provide understanding to control flow fluctuations and motivation for more detailed study of the coupling of fluid microstructure transitions and flow fluctuations.

摘要

我们研究了在压力驱动的毛细管流动中,蠕虫状胶束溶液的不稳定流动,重点研究了入口几何形状对流体波动的影响。使用粒子图像测速法在毛细管的不同位置测量流动,同时测量整个毛细管的压降。波动的特征是快速的流速跳跃,对应于压降的降低,随后是较长的恢复期。入口区域的速度测量显示,在临界流速以上会发生向不稳定流动的转变,在锥形几何形状中观察到较大的流动循环,在突然收缩处观察到局部射流。这种向不稳定流动的转变发生在通过胶束松弛时间归一化的无量纲延伸率相似的情况下。在流速跳跃开始时,偏振光显微镜观察到胶束排列迅速崩溃,表明快速胶束结构变化对波动的重要性。我们通过分析功率谱密度来描述该系统,并开发了一个动力系统模型来描述压力和流速之间的关系。这些发展为控制流动波动提供了理解,并为更详细地研究流体质结构转变和流动波动的耦合提供了动力。

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