# Search results

Journal of the Korean Physical Society > 2014 > 64 > 6 > 844-851

Applied Nanoscience > 2013 > 3 > 3 > 179-187

Fluid Phase Equilibria > 2011 > 309 > 2 > 174-178

Physica A: Statistical Mechanics and its Applications > 2011 > 390 > 21-22 > 3637-3644

Fluid Phase Equilibria > 2009 > 286 > 1 > 62-71

Open Physics > 2009 > 7 > 3 > 584-590

Open Physics > 2009 > 7 > 3 > 584-590

Fluid Phase Equilibria > 2009 > 280 > 1-2 > 1-8

Central European Journal of Physics > 2009 > 7 > 3 > 584-590

Fluid Phase Equilibria > 2008 > 263 > 2 > 199-204

Fluid Phase Equilibria > 2006 > 248 > 1 > 96-98

Journal of Petroleum Science and Engineering > 2004 > 42 > 2-4 > 223-234

Fluid Phase Equilibria > 2003 > 207 > 1-2 > 167-181

Fluid Phase Equilibria > 2001 > 190 > 1-2 > 103-111

Fluid Phase Equilibria > 2001 > 190 > 1-2 > 89-101

Fluid Phase Equilibria > 2001 > 180 > 1-2 > 175-181

Fluid Phase Equilibria > 2001 > 179 > 1-2 > 231-243

Fluid Phase Equilibria > 2001 > 179 > 1-2 > 245-267

Journal of Statistical Physics > 2000 > 99 > 3-4 > 707-723

*g*(

*r*) and its close relative the cavity function

*y*(

*r*) ≡ $$e^{\phi (r)/k_B T} g(r)$$ are studied in the context of the Percus–Yevick (PY) integral equation for 3D square-well fluids. The cases corresponding to a well width (

*λ*−1)

*σ*equal to a fraction of the diameter of the hard core

*σ*/

*m*, with

*m*=1, 2, 3, have been considered. In these...

Chemical Engineering Science > 1998 > 53 > 13 > 2403-2422