| 1 |
Comment on "Solubilities of ammonia in basic imidazolium ionic liquids" [Fluid Phase Equilib. 297 (2010) 34-39]
Cui K, Schmidt JR
Fluid Phase Equilibria, 492, 78, 2019 |
| 2 |
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 |
| 3 |
Application of GC-PPC-SAFT EoS to ammonia and its mixtures
Grandjean L, de Hemptinne JC, Lugo R
Fluid Phase Equilibria, 367, 159, 2014 |
| 4 |
An efficient algorithm for the calculation of phase envelopes of fluid mixtures
Quinones-Cisneros SE, Deiters UK
Fluid Phase Equilibria, 329, 22, 2012 |
| 5 |
Prediction of phase equilibria in systems containing large flexible molecules using COSMO-RS: State-of-the-problem
Mokrushina L, Yamin P, Sponsel E, Arlt W
Fluid Phase Equilibria, 334, 37, 2012 |
| 6 |
Solubilities of ammonia in basic imidazolium ionic liquids
Li GH, Zhou Q, Zhang XP, LeiWang, Zhang SJ, Li JW
Fluid Phase Equilibria, 297(1), 34, 2010 |
| 7 |
Limiting conditions for the critical pressure step point behavior in the Global Phase Diagram of binary mixtures composed by spherical molecules of equal sizes
Flores M, Segura H, Tardon MJ, Wisniak J, Polishuk I
Journal of Supercritical Fluids, 48(2), 108, 2009 |
| 8 |
An accurate direct technique for parameterizing cubic equations of state - Part I. Determining the cohesion temperature function in the low-temperature range
Segura H, Seiltgens D, Mejia A, Llovell F, Vega LF
Fluid Phase Equilibria, 265(1-2), 66, 2008 |
| 9 |
An accurate direct technique for parameterizing cubic equations of state - Part II. Specializing models for predicting vapor pressures and phase densities
Segura H, Seiltgens D, Mejia A, Llovell F, Vega LF
Fluid Phase Equilibria, 265(1-2), 155, 2008 |
| 10 |
High-pressure phase equilibria for chlorosilane plus carbon dioxide mixtures
Vymeister E, Muscat AJ, Suleiman D, Estevez LA
Fluid Phase Equilibria, 270(1-2), 121, 2008 |
