First-order mean-spherical approximation for interfacial phenomena:A unified method from bulk-phase equilibria study

摘要

The recently proposed first-order mean-spherical approximation(FMSA)[Y.Tang,J.Chem.Phys.121,10605(2004)]for inhomogeneous fluids is extended to the study of interfacial phenomena.Computation is performed for the Lennard-Jones fluid,in which all phase equilibria properties and direct correlation function for density-functional theory are developed consistently and systematically from FMSA.Three functional methods,including fundamental measure theory for the repulsive force,local-density approximation,and square-gradient approximation,are applied in this interfacial investigation.Comparisons with the latest computer simulation data indicate that FMSA is satisfactory in predicting surface tension,density profile,as well as relevant phase equilibria.Furthermore,this work strongly suggests that FMSA is very capable of unifying homogeneous and inhomogeneous fluids,as well as those behaviors outside and inside the critical region within one framework.