Qiao C Z, Zhao S L, Liu H L, Dong W
Université de Lyon, CNRS, Ecole Normale Supérieure de Lyon, Université Lyon 1, Laboratoire de Chimie, UMR 5182 , 46, Allée d'Italie , 69364 Lyon Cedex 07 , France.
Langmuir. 2019 Mar 12;35(10):3840-3847. doi: 10.1021/acs.langmuir.8b03126. Epub 2019 Feb 12.
A fluid (a gas or a liquid) adsorbed in a porous material can behave very differently from its bulk counterpart. The advent of various synthesized materials with nanopores and their wide applications have provided strong impetus for studying fluids in confinement because our current understanding is still incomplete. From a large number of Monte Carlo simulations, we found a scaling relation that allows for connecting some thermodynamic properties (chemical potential, free energy per particle, and grand potential per particle) of a confined fluid to the bulk ones. Upon rescaling the adsorbed fluid density, the adsorption isotherms for many different confining environments collapse to the corresponding bulk curve. We also reveal the intimate connection of the reported scaling relation to Gibbs theory of inhomogeneous fluids and morphological thermodynamics. The advance in our understanding of confined fluids, gained from this study, also opens attractive perspectives for circumventing experimental difficulty for directly measuring some fluid thermodynamic properties in nanoporous materials.
吸附在多孔材料中的流体(气体或液体),其行为可能与其本体状态有很大不同。各种具有纳米孔的合成材料的出现及其广泛应用,为研究受限流体提供了强大动力,因为我们目前的理解仍不完整。通过大量蒙特卡罗模拟,我们发现了一种标度关系,该关系能够将受限流体的一些热力学性质(化学势、每个粒子的自由能以及每个粒子的巨势)与本体性质联系起来。在对吸附流体密度进行重新标度后,许多不同受限环境下的吸附等温线会收敛到相应的本体曲线。我们还揭示了所报道的标度关系与吉布斯非均匀流体理论以及形态热力学之间的密切联系。这项研究使我们对受限流体的理解取得了进展,也为规避直接测量纳米多孔材料中某些流体热力学性质的实验困难开辟了诱人的前景。