“…For a spherical pore shape and taking as a basis the PR EOS to describe the fluid’s properties in the bulk phase, for a simple and homogeneous fluid at a fixed temperature, the derived pressure equation and chemical potential are and which are approximate to PR EOS and its chemical potential when r p → ∞ . For the rest of the parameters and variables, μ 0 is the reference chemical potential, v is the confined molar volume, ρ = 1/ v is the molar density, P is the fluid’s pressure, T is its temperature, R is the gas constant, N A is the Avogadro number, b p = N A /ρ max , and a p = ah is the modified PR EOS parameters ( a and b ), h = N c, max /10, θ is a term that modulates the effect of the confined density on the fraction of molecules in the square-well region of the pore, F pr is the fraction of the confined molecules in the same square-well region for a random distribution of the fluid, N c, max is the average molecule–molecule coordination number in the packed structure, ρ max is the molecular density of the closed-packed fluid, and c 1 = 1.095, c 2 = 1.127, c 3 = 1.562, c 4 = 1.942, c 5 = 27.456, A = −4.68 × 10 –4 , B = 0.2628, U = 3.3445, M = −0.8141, ν = 3.25 × 10 –4 , η = 1.7948, and φ = 0.2666 are universal parameters for spherical pores obtained by fitting the packed density and eq with available data …”