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Pore size distribution of microporous materials using corrected Horvath-Kawazoe models

机译:使用校正的Horvath-Kawazoe模型的微孔材料的孔径分布

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The Horvath-Kawazoe (HK) model is a widely used method for determining pore size distribution (PSD) in a microporous material from a single adsorption isotherm. However the original model incorrectly estimates the adsorbate-adsorbate interaction energy which causes the model to underpredict the PSD for micropores measuring larger than two adsorbate molecular diameters. An improved estimate for the interaction energy is provided by the corrected HK models of Rege and Yang (2000) for the three pore geometries (slit, cylindrical and spherical). The Rege-Yang models present a more discrete arrangement of sorbate molecules in a micropore which is based on occupation of positions of lowest energy potentials. Moreover, the average interaction energy is calculated by a population-weighted average of the energy potential of the layers rather than by integration. In this work, examples of pore size distributions predicted by the corrected HK models are given for all three pore geometries. The proposed models show a significantly better agreement with crystallographic data as compared to the original models. [References: 15]
机译:Horvath-Kawazoe(HK)模型是一种用于从单个吸附等温线确定微孔材料中孔径分布(PSD)的广泛使用的方法。但是,原始模型错误地估计了被吸附物与被吸附物的相互作用能,这导致模型对测量大于两个被吸附物分子直径的微孔的PSD预测不足。对于三种孔隙几何形状(狭缝,圆柱和球形),由Rege和Yang(2000)校正的HK模型提供了对相互作用能的改进估计。 Rege-Yang模型显示了微孔中山梨酸酯分子的更离散排列,其排列是基于占据最低能势的位置。而且,平均相互作用能是通过各层能量势的总体加权平均值而不是积分来计算的。在这项工作中,给出了针对所有三种孔隙几何形状的校正HK模型预测的孔径分布示例。与原始模型相比,所提出的模型显示出与晶体学数据明显更好的一致性。 [参考:15]

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