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含微粒流的惯性细胞分选:一种基于OpenFOAM的创新型任意拉格朗日-欧拉数值方法。

Inertial cell sorting of microparticle-laden flows: An innovative OpenFOAM-based arbitrary Lagrangian-Eulerian numerical approach.

作者信息

Hashemi Shahraki Zahra, Navidbakhsh Mahdi, Taylor Robert A

机构信息

School of Mechanical Engineering, Iran University of Science and Technology, Tehran 16846, Iran.

School of Mechanical and Manufacturing Engineering, University of New South Wales, Sydney, NSW 2052, Australia.

出版信息

Biomicrofluidics. 2021 Feb 19;15(1):014111. doi: 10.1063/5.0035352. eCollection 2021 Jan.

Abstract

The need for cell and particle sorting in human health care and biotechnology applications is undeniable. Inertial microfluidics has proven to be an effective cell and particle sorting technology in many of these applications. Still, only a limited understanding of the underlying physics of particle migration is currently available due to the complex inertial and impact forces arising from particle-particle and particle-wall interactions. Thus, even though it would likely enable significant advances in the field, very few studies have tried to simulate particle-laden flows in inertial microfluidic devices. To address this, this study proposes new codes (solved in OpenFOAM software) that capture all the salient inertial forces, including the four-way coupling between the conveying fluid and the suspended particles traveling a spiral microchannel. Additionally, these simulations are relatively (computationally) inexpensive since the arbitrary Lagrangian-Eulerian formulation allows the fluid elements to be much larger than the particles. In this study, simulations were conducted for two different spiral microchannel cross sections (e.g., rectangular and trapezoidal) for comparison against previously published experimental results. The results indicate good agreement with experiments in terms of (monodisperse) particle focusing positions, and the codes can readily be extended to simulate two different particle types. This new numerical approach is significant because it opens the door to rapid geometric and flow rate optimization in order to improve the efficiency and purity of cell and particle sorting in biotechnology applications.

摘要

在人类医疗保健和生物技术应用中,细胞和颗粒分选的需求是不可否认的。在许多此类应用中,惯性微流控已被证明是一种有效的细胞和颗粒分选技术。然而,由于颗粒 - 颗粒和颗粒 - 壁相互作用产生的复杂惯性力和冲击力,目前对颗粒迁移的基本物理原理的理解仍然有限。因此,尽管它可能会在该领域带来重大进展,但很少有研究尝试模拟惯性微流控装置中含有颗粒的流动。为了解决这个问题,本研究提出了新的代码(在OpenFOAM软件中求解),该代码能够捕捉所有显著的惯性力,包括输送流体与在螺旋微通道中流动的悬浮颗粒之间的四向耦合。此外,这些模拟在计算上相对便宜,因为任意拉格朗日 - 欧拉公式允许流体单元比颗粒大得多。在本研究中,针对两种不同的螺旋微通道横截面(例如矩形和梯形)进行了模拟,以便与先前发表的实验结果进行比较。结果表明,在(单分散)颗粒聚焦位置方面与实验结果吻合良好,并且这些代码可以很容易地扩展以模拟两种不同类型的颗粒。这种新的数值方法具有重要意义,因为它为快速的几何形状和流速优化打开了大门,以提高生物技术应用中细胞和颗粒分选的效率和纯度。

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