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A novel and consistent method (TriPOD) to characterize an arbitrary porous solid for its accessible volume, accessible geometrical surface area and accessible pore size

机译:一种新颖一致的方法(TriPOD),可表征任意多孔固体的可触及体积,可触及几何表面积和可触及孔径

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摘要

We present an improved Monte Carlo integration method to calculate the accessible pore size distribution of a porous solid having known configuration of solid atoms. The pore size distribution obtained with the present method is consistent with the accessible volume and the accessible geometric surface area presented in previous publications (Do and Do, in J. Colloid Interface Sci. 316(2):317–330, 2007; Do et al. in Adsorpt. J., 2010). The accessible volume, accessible geometrical surface area and the pore size distribution method construct an unambiguous and robust single framework to characterize porous solids. This framework is based on the derivation of the space accessible to the center of mass of a probe molecule. The accessible pore size presented is an absolute quantity in the sense that a zero value is possible. We present the entire framework of this characterization method and compare the improved method with the one presented previously for a set of porous solids such as graphitic slit pores, defective slit pores, bundle of carbon nanotubes, zeolite and some metal organic frameworks.
机译:我们提出了一种改进的蒙特卡洛积分方法来计算具有已知固体原子构型的多孔固体的可达到的孔径分布。用本方法获得的孔径分布与以前的出版物(Do和Do,在J. Colloid Interface Sci。316(2):317-330,2007; Do等(例如,Adsorpt。J.,2010年)。可访问的体积,可访问的几何表面积和孔径分布方法构成了一个清晰,坚固的单一框架,用于表征多孔固体。该框架基于可接近探针分子质心的空间的推导。在可能的零值的意义上,可达到的孔径是绝对量。我们介绍了此表征方法的整个框架,并将改进的方法与先前针对一组多孔固体(如石墨狭缝孔,有缺陷的狭缝孔,碳纳米管束,沸石和某些金属有机骨架)提出的方法进行了比较。

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