毛细血管中神经节不混相位移动力学的研究

Q1 Physics and Astronomy
A. Salama, Jianchao Cai, Jisheng Kou, Shuyu Sun, M. El-Amin, Yi Wang
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引用次数: 9

摘要

在这项工作中,用另一种不混相的神经节取代一种流体在毛细血管中的问题进行了研究。提出了一种预测神经节位置随时间变化的建模方法。该模型描述了两种模式;即神经节完全存在于管内,且神经节前进界面已突破管出口。该模型既适用于神经节湿润的情况,也适用于神经节不湿润管壁的情况。它还考虑了前进界面和后退界面通常具有不同接触角的情况。对于位移过程为准静态的特殊情况,后退接触角和前进接触角可以认为是相同的。在这些条件下,界面张力不起作用,神经节在管内以恒定速度作为塞子运动。当侵入流体与神经节之间的黏度比为1时(即两相黏度相同),运动减少为管道内的hagan - poiseuille流动。一旦前进界面突破管道出口,界面张力开始参与位移过程,神经节根据粘度比开始加速或减速。当神经节处于非润湿状态时,界面张力与流动方向相反,反之则相反。该模型除考虑毛细作用外,还考虑了诸如压力和重力等外力。对两种润湿性情况下的系统进行了计算流体力学分析,结果表明,在两种流动模式下,所建立的模型与计算结果吻合良好。这建立了对开发的建模方法的信心。还探讨了其他案例,以突出其他情景的影响。引用自:Salama, A., Cai, J., Kou, J., Sun, S., EI-Amin, M. F., Wang, Y.毛细血管中神经节不混相位移动力学的研究。毛细管学,2021,4(2):31-44,doi: 10.46690/capi.2021.02.02
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Investigation of the dynamics of immiscible displacement of a ganglion in capillaries
In this work the problem of displacing a ganglion of a fluid by another immiscible one in capillaries is investigated. A modeling approach is developed to predict the location of the ganglion with time. The model describes two patterns; namely, when the ganglion totally exists inside the tube, and when the advancing interface of the ganglion has broken through the exit of the tube. The model is valid for the case in which the ganglion is wetting as well as when it is nonwetting to the wall of the tube. It also considers the situation in which both the advancing and the receding interfaces assume, generally, different contact angles. For the special case when the displacement process is quasistatic, both the receding and the advancing contact angles may be considered the same. Under these conditions, interfacial tension force plays no role and the ganglion moves as a plug inside the tube with a constant velocity. When the viscosity ratio between the invading fluid and the ganglion is one (i.e., both phases are having the same viscosity) the motion reduces to the Hagen-Poiseuille flow in pipes. Once the advancing interface breaks through the exit of the tube, interfacial tension starts to take part in the displacement process and the ganglion starts to accelerate or decelerate according to the viscosity ratio. When the ganglion is nonwetting, interfacial tension becomes in the direction of the flow and is opposite to the flow otherwise. The model accounts for external forces such as pressure and gravity in addition to capillarity. A computational fluid dynamics analysis of this system is conducted for both types of wettability scenarios and shows very good match with the results of the developed model during both the two modes of flow patterns. This builds confidence in the developed modeling approach. Other cases have also been explored to highlight the effects of other scenarios. Cited as:  Salama, A., Cai, J., Kou, J., Sun, S., EI-Amin, M. F., Wang, Y. Investigation of the dynamics of immiscible displacement of a ganglion in capillaries. Capillarity, 2021, 4(2): 31-44, doi: 10.46690/capi.2021.02.02
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来源期刊
Capillarity
Capillarity Physics and Astronomy-Surfaces and Interfaces
CiteScore
7.10
自引率
0.00%
发文量
15
审稿时长
2~3 weeks
期刊介绍: Capillarity publishes high-quality original research articles and current reviews on fundamental scientific principles and innovations of capillarity in physics, chemistry, biology, environmental science and related emerging fields. All advances in theoretical, numerical and experimental approaches to capillarity in capillary tube and interface dominated structure and system area are welcome. The following topics are within (but not limited to) the scope of capillarity: i) Capillary-driven phenomenon in natural/artificial tubes, porous and nanoporous materials ii) Fundamental mechanisms of capillarity aided by theory and experiments iii) Spontaneous imbibition, adsorption, wicking and related applications of capillarity in hydrocarbon production, chemical process and biological sciences iv) Static and dynamic interfacial processes, surfactants, wettability, film and colloids v) New approaches and technologies on capillarity Capillarity is a quarterly open access journal and free to read for all. The journal provides a communicate platform for researchers who are interested in all fields of capillary phenomenon.
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