Department of Chemical Engineering , Indian Institute of Science , CV Raman Avenue , Bengaluru , Karnataka 560012 , India.
Langmuir. 2018 Jul 31;34(30):8758-8766. doi: 10.1021/acs.langmuir.8b01345. Epub 2018 Jul 18.
Paper-based microfluidic devices are rapidly becoming popular as a platform for developing point-of-care medical diagnostic tests. However, the design of these devices largely relies on trial and error, owing to a lack of proper understanding of fluid flow through porous membranes. Any porous material having pores of multiple sizes contains partially saturated regions, i.e., regions where less than 100% of the pores are filled with fluid. The capillary pressure and permeability of the material change as a function of the extent of saturation. Although methods to measure these relationships have been developed in other fields of study, these methods have not yet been adapted for paper for use by the larger community of analytical chemists. In the current work, we present a set of experimental methods that can be used to measure the relationships between capillary pressure, permeability, and saturation for any commercially available paper membrane. These experiments can be performed using commonly available lab instruments. We further demonstrate the use of the Richards equation in modeling imbibition into two-dimensional paper networks, thus adding new capability to the field. Predictions of spatiotemporal saturation from the model were in strong agreement with experimental measurements. To make these methods readily accessible to a wide community of chemists, biologists, and clinicians, we present the first report of a simple protocol to measure the flow rates considering the effect of partial saturation. Use of this protocol could drastically reduce the trial and error involved in designing paper-based microfluidic devices.
基于纸张的微流控设备作为开发即时医疗诊断测试的平台,正迅速流行起来。然而,由于对多孔膜中流体流动缺乏适当的理解,这些设备的设计在很大程度上仍然依赖于反复试验。任何具有多种尺寸孔的多孔材料都包含部分饱和区域,即,只有不到 100%的孔被液体填充的区域。材料的毛细压力和渗透率会随饱和度的变化而变化。尽管在其他研究领域已经开发出了测量这些关系的方法,但这些方法尚未针对纸张进行调整,无法供更广泛的分析化学家群体使用。在当前的工作中,我们提出了一组实验方法,可用于测量任何市售纸张膜的毛细压力、渗透率和饱和度之间的关系。这些实验可以使用常见的实验室仪器进行。我们进一步展示了 Richards 方程在模拟二维纸张网络的吸液中的应用,从而为该领域增加了新的能力。模型对时空饱和度的预测与实验测量结果非常吻合。为了使这些方法易于被广大化学家、生物学家和临床医生使用,我们首次报告了一种简单的协议,可以测量考虑部分饱和影响的流速。使用该协议可以大大减少设计基于纸张的微流控设备所涉及的反复试验。