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Critical discussion of simple adsorption methods used to evaluate the micropore size distribution
Authors:Michal Kruk  Mietek Jaroniec  Jerzy Choma
Affiliation:(1) Separation and Surface Science Center, Department of Chemistry, Kent State University, 44242 Kent, OH;(2) Institute of Chemistry, WAT, 01489 Warsaw, Poland
Abstract:The well-known simple adsorption methods used to evaluate the micropore size distribution from low pressure adsorption isotherms were examined by employing model isotherms for slit-like graphite micropores obtained from nonlocal density functional theory. It was shown that in the range of pore sizes from about 0.4 to 0.9 nm, the Horvath Kawazoe (HK) method satisfactorily reproduces the shape of the micropore size distribution, but the pore sizes are underestimated. In the case of micropores wider than 0.9 nm, the method fails as the formation of the monolayer on the pore walls produces a peak corresponding to 0.6 nm micropores on the HK pore size distribution. Therefore, the HK method indicates the presence of microporosity even for nonporous samples. The Dubinin-Astakhov adsorption isotherms were also examined and it was shown that their application to represent local adsorption isotherms for homogeneous pores is questionable. However, the adsorption potential distributions seem to be promising for micropore analysis.Nomenclature A Adsorption potential langkJ/molrang - C1 Constant in Eq. 3 and 4 langkJ * nm/molrang - C2 Constant in Eq. 3 and 4 langnm3rang - C3 Constant in Eq. 3 and 4 langnm9rang - C4 Constant in Eq. 3 and 4 langrang - dagr Adsorbate molecule diameter langnmrang - dA Adsorbent atom diameter langnmrang - DeltaG Change in the Gibbs free energy langkJ/molrang - J Pore size distribution langcm3/(g*nm)rang - R The universal gas constant = 8.31431 langJ/(mol * K)rang - T Absolute temperature langKrang - V Amount adsorbed expressed in cm3 of liquid adsorbate per 1 g of the adsorbent = 0.0015468 * amount adsorbed expressed in cm3 STP/g langcm3/grang - x Pore width langnmrang - X Differential adsorption potential distribution langcm3 * mol/(g*kJ)rang - delta Constant defined as
$$frac{{d_Lambda - d_alpha }}{2}$$
langnmrang - p Pressure langParang - p0 Saturated pressure = 760 torr = 101325 Pa langParang - Pc Condensation pressure langParang - theta Degree of pore filling langrang - SBET BET specific surface area langm2/grang - Sex External surface area obtained fromt-plot method langm2/grang - Vmi Micropore volume obtained fromt-plot method langcm3/grang - V1 Total pore volume langcm3/grang - E Characteristic energy in the Dubinin-Astakhov equation langkJ/molrang - n Exponent in the Dubinin-Astakhov equation langrang
Keywords:carbons  porous structure  Horvath-Kawazoe method  Dubinin-Astakhov equation  gas adsorption
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