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The new correlation between microporosity of strictly microporous activated carbons and fractal dimension on the basis of the Polanyi-Dubinin theory of adsorption

机译:基于Polanyi-Dubinin吸附理论的严格微孔活性炭的微孔率与分形维数之间的新关系

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摘要

Adsorption on microporous fractal carbons is investigated in terms of their microporous structure. The structure is characterised by the micropore-size distribution (MSD) proposed by Pfeifer and Avnir, and the considereations are limited only to the range of micropores, following the IUPAC classification. Beginning with numberical studies performed for model solids with different microporosity, a new relationship between the parameters of the Dubinin-Astakhov equation (adsorption energy, E_0, and parameter, n_DA) and the fractal dimension (D) is derived. The obtained results are compared with those published by Jaroniec et al. and Ehrburger-Dolle. The general conclusion is that if adsorption proceeds by a micropore filling mechanism and the proe size distribution function is assumed to be the Pfeifer and Avnir one, the relationship between D and parameaters of the Dubinin-Astakhov equation is more complicated than has been presumed up to the present.
机译:根据微孔分形碳的微孔结构研究其吸附。该结构的特征是由Pfeifer和Avnir提出的微孔尺寸分布(MSD),并且考虑到仅遵循IUPAC分类的微孔范围。从对具有不同微孔率的模型固体进行数值研究开始,得出了Dubinin-Astakhov方程的参数(吸附能E_0和参数n_DA)与分形维数(D)之间的新关系。将获得的结果与Jaroniec等人发表的结果进行比较。和Ehrburger-Dolle。总的结论是,如果通过微孔填充机理进行吸附,并且假定proe尺寸分布函数为Pfeifer和Avnir,则D和Dubinin-Astakhov方程的参数之间的关系要比假定的要复杂得多。现在。

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