Rosenfeld Liat, Fan Lin, Chen Yunhan, Swoboda Ryan, Tang Sindy K Y
Department of Mechanical Engineering, Stanford University, CA 94305, USA.
Soft Matter. 2014 Jan 21;10(3):421-30. doi: 10.1039/c3sm51843d.
This paper describes the break-up of droplets in a concentrated emulsion during its flow as a 2D monolayer in a microchannel consisting of a narrow constriction. Analysis of the behavior of a large number of drops (N > 4000) shows that the number of break-ups increases with increasing flow rate, entrance angle to the constriction, and size of the drops relative to the width of the constriction. As single drops do not break at the highest flow rate used in the system, break-ups arise primarily from droplet-droplet interactions. Analysis of droplet properties at a high temporal resolution of 10 microseconds makes it possible to relate droplet deformation with droplet break-up probability. Similar to previous studies on single drops, no break-up is observed below a set of critical flow rates and droplet deformations. Unlike previous studies, however, not all drops undergo break-up above the critical values. Instead, the probability of droplet break-up increases with flow rate and the deformation of the drops. The probabilistic nature of the break-up process arises from the stochastic variations in the packing configuration of the drops as they enter the constriction. Local break-up dynamics involves two primary drops. A close look at the interactions between the pair of drops reveals that the competing time scales of droplet rearrangement relative to the relaxation of the opposing drop govern whether break-up occurs or not. Practically, these results can be used to calculate the maximum throughput of the serial interrogation process often employed in droplet microfluidics. For 40 pL-drops, the highest throughput with less than 1% droplet break-up was measured to be approximately 7000 drops per second. In addition, the results presented are useful for understanding the behavior of concentrated emulsions in applications such as mobility control in enhanced oil recovery, and for extrapolating critical parameters such as injection rates to ensure the stability of the fluids going through small pore throats.
本文描述了浓乳液在微通道中作为二维单层流动时液滴的破碎情况,该微通道由一个狭窄的收缩部分组成。对大量液滴(N>4000)行为的分析表明,破碎次数随着流速、收缩部分的入口角度以及液滴尺寸相对于收缩部分宽度的增加而增加。由于在系统中使用的最高流速下单滴不会破碎,破碎主要源于液滴间的相互作用。以10微秒的高时间分辨率对液滴特性进行分析,使得能够将液滴变形与液滴破碎概率联系起来。与之前对单滴的研究类似,在一组临界流速和液滴变形以下未观察到破碎现象。然而,与之前的研究不同的是,并非所有液滴在临界值以上都会破碎。相反,液滴破碎的概率随着流速和液滴变形而增加。破碎过程的概率性质源于液滴进入收缩部分时堆积构型的随机变化。局部破碎动力学涉及两个主要液滴。仔细观察这对液滴之间的相互作用会发现,相对于相对液滴的松弛,液滴重新排列的竞争时间尺度决定了是否会发生破碎。实际上,这些结果可用于计算液滴微流控中常用的序列询问过程的最大通量。对于40皮升的液滴,测量到破碎率低于1%时的最高通量约为每秒7000个液滴。此外,所呈现的结果对于理解浓乳液在诸如强化采油中的流动控制等应用中的行为,以及推断诸如注入速率等关键参数以确保流体通过小孔喉时的稳定性是有用的。