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首页> 外文期刊>Journal of Colloid and Interface Science >Deposition of sticky spheres in channel flow: Modeling of surface coverage evolution requires accurate sphere-sphere collision hydrodynamics
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Deposition of sticky spheres in channel flow: Modeling of surface coverage evolution requires accurate sphere-sphere collision hydrodynamics

机译:沉积粘性球在通道流中:表面覆盖的建模进化需要精确的球形碰撞流体动力学

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摘要

We analyzed the role of hydrodynamic interactions in a microfluidic channel flow containing a dilute suspension of micron-scale colloidal spheres (0.03%, 0.1%, 0.3% volume fraction) engineered to adhere onto a collector patch on the channel wall at wall shear rates of 9.3-930 s(-1). Particle-wall adhesion was mediated by single-stranded DNA oligomers grafted onto the spheres and the glass channel wall, producing well-defined interactions via DNA strand base pairing. Particle positions in the flow were evolved using Brownian dynamics simulations in which hydrodynamic interactions between moving particles and the channel walls and/or adhered particles were computed off-line using a series of local simulations that explicitly resolve the fluid flow at the particle scale. By systematically varying the nature of hydrodynamic interactions captured in the Brownian dynamics simulations, we find that the interactions between moving and adhered particles represents the single most important physical element in such models. Once captured sufficiently accurately, the resulting models are able to predict coarse variables such as the overall particle coverage evolution, as well as more subtle characteristics, such as the microstructural distribution of the adhered particles. (C) 2018 Elsevier Inc. All rights reserved.
机译:我们分析了含有微流体相互作用在含有微流体孔球的微流体相互作用中的作用(0.03%,0.1%,0.3%体积分数),以粘附到侧壁剪切速率的通道壁上的收集器贴片上9.3-930 S(-1)。通过接枝到球体上的单链DNA低聚物和玻璃通道壁介导的颗粒壁粘附,通过DNA链碱基配对产生明确定义的相互作用。使用褐色动力学模拟来演化流动中的粒子位置,其中使用一系列局部模拟来计算移动颗粒和通道壁和/或粘附颗粒之间的流体动力学相互作用,该局部模拟明确地解析了粒子尺度的流体流动。通过系统地改变在布朗动力学模拟中捕获的流体动力学相互作用的性质,我们发现移动和粘附颗粒之间的相互作用代表了这种模型中的单个最重要的物理元素。一旦充分捕获,所得到的模型就能够预测诸如整体粒子覆盖的进化的粗变量,以及更细微的特性,例如粘附颗粒的微观结构分布。 (c)2018 Elsevier Inc.保留所有权利。

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