George Stell (1933-2014).

Close to close packing ∗

For various lattice gas models with nearest neighbour exclusion (and, in one case, second-nearest neighbour exclusion as well), we obtain lower bounds on m, the average number of particles on the non-excluded lattice sites closest ∗We dedicate this work to the memory of Ann Stell, beloved friend of OP and beloved wife of GS.

Structural and thermodynamic properties of a multicomponent freely jointed hard sphere multi-Yukawa chain fluid

YURIJ V. KALYUZHNYI*, CLARE MCCABE, PETER T. CUMMINGS and GEORGE STELL Institute for Condensed Matter Physics, Svientsitskoho 1, 79011 Lviv, Ukraine Department of Chemical Engineering, University of Tennessee, TN, Knoxville 37996-2200 , USA and Department of Chemical Engineering, Colorado School of Mines, Golden, CO 80401, USA Departments of Chemical Engineering, Chemistry and Computer Science,...

1 A Publication of the Medical Humanities Program of Davidson College The Ethical View

SCOZA for Thin Films

We show the way in which the self-consistent Ornstein-Zernike approach (SCOZA) to obtaining structure factors and thermodynamics for Hamiltonian models can best be applied to two-dimensional systems such as thin films. We use the nearest-neighbor lattice gas on a square lattice as an illustrative example.

SCOZA for Monolayer Films

We show the way in which the self-consistent Ornstein-Zernike approach (SCOZA) to obtaining structure factors and thermodynamics for Hamiltonian models can best be applied to two-dimensional systems such as monolayer films. We use the nearest-neighbor lattice gas on a square lattice as an illustrative example.