Zhao Chao, Oztekin Alparslan, Cheng Xuanhong
Department of Materials Science and Engineering and Bioengineering Program, Lehigh University, Bethlehem, PA, USA.
Department of Mechanical Engineering and Mechanics, Lehigh University, Bethlehem, PA, USA.
J Nanopart Res. 2013 Apr 1;15:1611. doi: 10.1007/s11051-013-1611-8.
Parallel flows of two fluids in microfluidic devices are used for miniaturized chemistry, physics, biology and bioengineering studies, and the streams are often considered to remain parallel. However, as the two fluids do not always have the same density, interface reorientation induced by density stratification is unavoidable. In this paper, flow characteristics of an aqueous polystyrene nanofluid and a sucrose-densified aqueous solution flowing parallel in microchannels are examined. Nanoparticles 100 nm in diameter are used in the study. The motion of the nanoparticles is simulated using the Lagrangian description and directly observed by a confocal microscope. Matched results are obtained from computational and empirical analysis. Although solution density homogenizes rapidly resulting from a fast diffusion of sucrose in water, the nanofluid is observed to rotate for an extended period. Angular displacement of the nanofluid depends on the ratio of gravitational force to viscous force, /, where is the Reynolds number and is the Froude number. In the developing region at the steady state, the angular displacement is related to /, the ratio between distance from the inlet and the hydraulic diameter of the microfluidic channel. The development of nanofluid flow feature also depends on , the ratio of microfluidic channel's height to width. The quantitative description of the angular displacement of nanofluid will aid rational designs of microfluidic devices utilizing multistream, multiphase flows.
微流控装置中两种流体的平行流动被用于小型化化学、物理、生物学和生物工程研究,并且这些流通常被认为会保持平行。然而,由于两种流体的密度并不总是相同,由密度分层引起的界面重新定向是不可避免的。在本文中,研究了在微通道中平行流动的聚苯乙烯水基纳米流体和蔗糖增稠水溶液的流动特性。研究中使用了直径为100纳米的纳米颗粒。使用拉格朗日描述法模拟纳米颗粒的运动,并通过共聚焦显微镜直接观察。通过计算分析和实证分析获得了匹配的结果。尽管由于蔗糖在水中的快速扩散,溶液密度迅速均匀化,但观察到纳米流体在较长时间内会发生旋转。纳米流体的角位移取决于重力与粘性力的比值,即 / ,其中 是雷诺数, 是弗劳德数。在稳态下的发展区域,角位移与 / 有关,即从入口到微流控通道水力直径的距离之比。纳米流体流动特性的发展还取决于 ,即微流控通道高度与宽度的比值。纳米流体角位移的定量描述将有助于合理设计利用多流、多相流的微流控装置。