| 1 |
Phase behavior of hydrocarbons in nano-pores
Sobecki N, Nieto-Draghi C, Di Lella A, Ding DY
Fluid Phase Equilibria, 497, 104, 2019 |
| 2 |
A model to predict adsorption of mixtures coupled with SAFT-VR Mie Equation of state
Araujo IS, Franco LFM
Fluid Phase Equilibria, 496, 61, 2019 |
| 3 |
A joint model for calculating capillary pressure of confined fluid based on the SWCF-VR equation of state
You XQ, Yuan S, Huang ZX, Qiu T
Fluid Phase Equilibria, 498, 59, 2019 |
| 4 |
A novel pore-size-dependent equation of state for modeling fluid phase behavior in nanopores
Luo S, Jin BK, Lutkenhaus JL, Nasrabadi H
Fluid Phase Equilibria, 498, 72, 2019 |
| 5 |
Phase equilibrium of fluids confined in porous media from an extended Peng-Robinson equation of state
Travalloni L, Castier M, Tavares FW
Fluid Phase Equilibria, 362, 335, 2014 |
| 6 |
Vapor-liquid phase diagrams and structure of a square-well fluid confined in weakly attractive cylindrical pores
Reyes Y
Fluid Phase Equilibria, 336, 28, 2012 |
| 7 |
Effect of pore morphology on vapor-liquid phase transition and crossover behavior of critical properties from 3D to 2D
Singh SK, Singh JK
Fluid Phase Equilibria, 300(1-2), 182, 2011 |
| 8 |
Critical behavior of pure confined fluids from an extension of the van der Waals equation of state
Travalloni L, Castier M, Tavares FW, Sandler SI
Journal of Supercritical Fluids, 55(2), 455, 2010 |
| 9 |
Theory of X-ray scattering from a complex fluid confined by a nanocavity array
Diaz A, van der Veen JF
Thin Solid Films, 515(14), 5645, 2007 |
| 10 |
Thermodynamic equations for a confined fluid at nanometric scale
Meyra AG, Zarragoicoechea GJ, Kuz VA
Fluid Phase Equilibria, 230(1-2), 9, 2005 |
