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- W2022127512 abstract "Introducing a one-dimensional Mayer-type function for the absorptive potential, the cluster integrals are rewritten as finite sums. Approximating the cluster integrals by their leading terms, expressions are obtained for the specific amount of adsorption, the spreading pressure, and the local densities and pressures inside the surface and the adsorption layers. The equation of state inside the adsorption layer retains, in this approximation, the same form as in the case of the isolated gas. A criterion for the absolute and uniform convergence of the approximated fugacity expansions is obtained." @default.
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- W2022127512 title "Convergence and First‐Order Approximation of the Fugacity Expansions for Physical Adsorption" @default.
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