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在存在电磁流体动力学效应的情况下,电渗效应下的毛细血管充盈。

Capillary filling under electro-osmotic effects in the presence of electromagneto-hydrodynamic effects.

作者信息

Desai Nikhil, Ghosh Uddipta, Chakraborty Suman

机构信息

Department of Mechanical Engineering, Indian Institute of Technology Kharagpur, West Bengal 721302, India.

出版信息

Phys Rev E Stat Nonlin Soft Matter Phys. 2014 Jun;89(6):063017. doi: 10.1103/PhysRevE.89.063017. Epub 2014 Jun 26.

Abstract

We report various regimes of capillary filling dynamics under electromagneto-hydrodynamic interactions, in the presence of electrical double layer effects. Our chosen configuration considers an axial electric field and transverse magnetic field acting on an electrolyte. We demonstrate that for positive interfacial potential, the movement of the capillary front resembles capillary rise in a vertical channel under the action of gravity. We also evaluate the time taken by the capillary front to reach the final equilibrium position for positive interfacial potential and show that the presence of a transverse magnetic field delays the time of travel of the liquid front, thereby sustaining the capillary motion for a longer time. Our scaling estimates reveal that the initial linear regime starts, as well as ends, much earlier in the presence of electrical and magnetic body forces, as compared to the corresponding transients observed under pure surface tension driven flow. We further obtain a long time solution for the capillary imbibition for positive interfacial potential, and derive a scaling estimate of the capillary stopping time as a function of the applied magnetic field and an intrinsic length scale delineating electromechanical influences of the electrical double layer. Our findings are likely to offer alternative strategies of controlling dynamical features of capillary imbibition, by modulating the interplay between electromagnetic interactions, electrical double layer phenomena, and hydrodynamics over interfacial scales.

摘要

我们报告了在存在双电层效应的情况下,电磁流体动力相互作用下毛细管填充动力学的各种状态。我们选择的配置考虑了作用在电解质上的轴向电场和横向磁场。我们证明,对于正界面电势,毛细管前沿的移动类似于在重力作用下垂直通道中的毛细管上升。我们还评估了正界面电势下毛细管前沿到达最终平衡位置所需的时间,并表明横向磁场的存在会延迟液体前沿的行进时间,从而使毛细管运动持续更长时间。我们的标度估计表明,与纯表面张力驱动流中观察到的相应瞬态相比,在存在电磁体力的情况下,初始线性状态开始和结束的时间要早得多。我们进一步得到了正界面电势下毛细管吸渗的长时间解,并推导了毛细管停止时间作为外加磁场和描述双电层机电影响的固有长度尺度的函数的标度估计。我们的发现可能会通过调节电磁相互作用、双电层现象和界面尺度上的流体动力学之间的相互作用,提供控制毛细管吸渗动力学特征的替代策略。

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