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吸附作用:一种统计热力学涨落理论。

Sorption: A Statistical Thermodynamic Fluctuation Theory.

作者信息

Shimizu Seishi, Matubayasi Nobuyuki

机构信息

York Structural Biology Laboratory, Department of Chemistry, University of York, Heslington, York YO10 5DD, United Kingdom.

Division of Chemical Engineering, Graduate School of Engineering Science, Osaka University, Toyonaka 560-8531, Osaka, Japan.

出版信息

Langmuir. 2021 Jun 22;37(24):7380-7391. doi: 10.1021/acs.langmuir.1c00742. Epub 2021 Jun 14.

Abstract

Can the sorption mechanism be proven by fitting an isotherm model to an experiment? Such a question arises because (i) multiple isotherm models, with different assumptions on sorption mechanisms, often fit an experimental isotherm equally well, (ii) some isotherm models [such as Brunauer-Emmett-Teller (BET) and Guggenheim-Anderson-de Boer (GAB)] fit experimental isotherms that do not satisfy the underlying assumptions of the model, and (iii) some isotherms (such as Oswin and Peleg) are empirical equations that do not have a well-defined basis on sorption mechanisms. To overcome these difficulties, we propose a universal route of elucidating the sorption mechanism directly from an experimental isotherm, without an isotherm model, based on the statistical thermodynamic fluctuation theory. We have shown that how sorbate-sorbate interaction depends on activity is the key to understanding the sorption mechanism. Without assuming adsorption sites and planar layers, an isotherm can be derived, which contains the Langmuir, BET, and GAB models as its special cases. We have constructed a universal approach applicable to adsorption and absorption, solid and liquid sorbents, and vapor and liquid sorbates and demonstrated its efficacy using the humidity sorption isotherm of sucrose from both the solid and liquid sides.

摘要

能否通过将等温线模型拟合到实验中来证明吸附机制?之所以会出现这样的问题,是因为:(i) 多种等温线模型,对吸附机制有不同假设,往往能同样好地拟合实验等温线;(ii) 一些等温线模型 [如布鲁瑙尔-埃米特-特勒 (BET) 和古根海姆-安德森-德布尔 (GAB)] 能拟合不满足该模型基本假设的实验等温线;(iii) 一些等温线 (如奥斯温等温线和佩莱格等温线) 是经验方程,在吸附机制方面没有明确的依据。为克服这些困难,我们基于统计热力学涨落理论,提出了一条直接从实验等温线阐明吸附机制的通用途径,无需等温线模型。我们已经表明,吸附质-吸附质相互作用如何依赖于活度是理解吸附机制的关键。在不假设吸附位点和平面层的情况下,可以推导出一个等温线,它包含朗缪尔等温线、BET等温线和GAB等温线作为其特殊情况。我们构建了一种适用于吸附和吸收、固体和液体吸附剂以及蒸汽和液体吸附质的通用方法,并利用蔗糖在固体和液体两侧的湿度吸附等温线证明了其有效性。

https://cdn.ncbi.nlm.nih.gov/pmc/blobs/735a/8280703/dc78a5f7f671/la1c00742_0002.jpg

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