Fundamentals of Inhomogeneous Fluids

@inproceedings{Henderson1992FundamentalsOI,
  title={Fundamentals of Inhomogeneous Fluids},
  author={D. Austin. Henderson},
  year={1992}
}
Development of theories of inhomogeneous fluids, J.S. Rowlinson statistical mechanical sum rules, J.R. Henderson density functionals in the theory of non-uniform fluids, R. Evans integral equation theories for inhomogeneous fluids, Douglas Henderson inhomogeneous two-dimensional plasmas, B. Jancovici statistical mechanics of electrolytes at interfaces, L. Blum and Douglas Henderson wetting experiments, Carl Franck fluids between walls and in pores, Marcelo Lozada-Cassou freezing, A.D.J. Haymet… 
Modified interfacial statistical associating fluid theory: a perturbation density functional theory for inhomogeneous complex fluids.
TLDR
A density functional theory based on Wertheim's first order perturbation theory is developed for inhomogeneous complex fluids and gives the exact density profile for ideal chains in an external field.
Density functional theory for inhomogeneous mixtures of polymeric fluids
A new density functional theory is developed for inhomogeneous mixtures of polymeric fluids by combining Rosenfeld’s fundamental-measure theory for excluded volume effects with Wertheim’s first-order
Density functional study of the pressure tensor for inhomogeneous Lennard—Jones fluids
Based on classical density functional theory, an expression of the pressure tensor for inhomogeneous fluids is presented. This takes into account greater correlation between particles, especially for
A fundamental-measure theory for inhomogeneous associating fluids
The fundamental-measure theory (FMT) of Rosenfeld for hard spheres is extended to inhomogeneous associating fluids on the basis of Wertheim’s first-order thermodynamic perturbation theory (TPT1). The
Simulation and Theory of Inhomogeneous Liquid Crystals
This chapter describes Monte Carlo and molecular dynamics simulations, carried out for simple models of liquid crystals. The results are compared with predictions of coarse-grained theories, based on
Modeling inhomogeneous van der Waals fluids using an analytical direct correlation function.
TLDR
The first-order mean-spherical approximation (FMSA) is found to be much better than the mean-field theory for fluids near hard surfaces, and reproduces reliably the radial distribution function at its bulk limit.
Capillary Condensation in Pores with Energetically Heterogeneous Walls: Density Functional versus Monte Carlo Calculations.
TLDR
Adsorption of a Lennard-Jones fluid in slit-like pores with energetically heterogeneous walls by using Grand Canonical Monte Carlo simulations and a density functional approach and discusses the discrepancies between theoretical predictions and computer simulations.
Local density augmentation in attractive supercritical solutions: Inhomogeneous fluid approach
We study the local solute–solvent structure in supercritical solutions, using as a model system a dilute Lennard-Jones solute in a supercritical Lennard-Jones fluid. The study is focused on
Non-local kinetic theory of inhomogeneous liquid mixtures
In this work we investigate the dynamical properties of a mixture of mutually interacting spherical molecules of different masses and sizes. From an analysis of the microscopic laws governing the
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