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浓缩过程中沉淀溶质曲率对微滴和纳米滴的作用:非理想奥斯特瓦尔德-弗伦德利希方程

Role of precipitating solute curvature on microdrops and nanodrops during concentrating processes: the Nonideal Ostwald-Freundlich equation.

作者信息

Eslami Fatemeh, Elliott Janet A W

机构信息

Department of Chemical and Materials Engineering, University of Alberta , Edmonton AB, Canada T6G 2V4.

出版信息

J Phys Chem B. 2014 Dec 18;118(50):14675-86. doi: 10.1021/jp5063786. Epub 2014 Dec 8.

Abstract

The microdrop concentrating process, which is one of the manipulations in the microdrop platform of microfluidic technologies, is a useful technique, especially in biological applications. This process may encounter a solute precipitation within the droplet if the solute reaches its solubility limit. In the case of very small solid precipitates, the solid particle size will affect the solubility limit, and the Ostwald-Freundlich equation (OFE) describes this dependency. Including the OFE in analysis affects the design parameters for this type of system and the system's thermodynamic stability. Here, by means of Gibbsian surface thermodynamics, we provide the thermodynamic description and stability analysis of this system considering the role of the Ostwald-Freundlich equation. Previously we have investigated the stability of the system without considering the OFE, which is equivalent to using a constant solubility limit. Herein it is shown that the OFE significantly affects the results for nanometer drop sizes and that various stability behaviors are possible.

摘要

微滴浓缩过程是微流控技术微滴平台中的操作之一,是一项有用的技术,尤其在生物应用中。如果溶质达到其溶解度极限,该过程可能会在液滴内遇到溶质沉淀。对于非常小的固体沉淀物,固体颗粒大小会影响溶解度极限,奥斯特瓦尔德-弗伦德利希方程(OFE)描述了这种依赖性。在分析中纳入OFE会影响此类系统的设计参数以及系统的热力学稳定性。在此,通过吉布斯表面热力学,我们考虑奥斯特瓦尔德-弗伦德利希方程的作用,对该系统进行了热力学描述和稳定性分析。之前我们在不考虑OFE的情况下研究了系统的稳定性,这相当于使用恒定的溶解度极限。本文表明,OFE对纳米级液滴尺寸的结果有显著影响,并且可能出现各种稳定性行为。

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