| 1 |
A four parameter cubic equation of state with temperature dependent covolume parameter
Ghoderao PNP, Dalvi VH, Narayan M
Chinese Journal of Chemical Engineering, 27(5), 1132, 2019 |
| 2 |
Updated versions of the generalized Soave alpha-function suitable for the Redlich-Kwong and Peng-Robinson equations of state
Pina-Martinez A, Privat R, Jaubert JN, Peng DY
Fluid Phase Equilibria, 485, 264, 2019 |
| 3 |
Correlation and prediction of ionic liquid viscosity using Valderrama-Patel-Teja cubic equation of state and the geometric similitude concept. Part I: Pure ionic liquids
Valderrama JO, Cardona LE, Rojas RE
Fluid Phase Equilibria, 497, 164, 2019 |
| 4 |
On the temperature dependence of the alpha function in the cubic equation of state
Yang FF, Liu Q, Duan YY, Yang Z
Chemical Engineering Science, 192, 565, 2018 |
| 5 |
Parameter estimation for cubic equations of state models subject to sufficient criteria for thermodynamic stability
Glass M, Djelassi H, Mitsos A
Chemical Engineering Science, 192, 981, 2018 |
| 6 |
A four-parameter cubic equation of state for pure compounds and mixtures
Ghoderao PNP, Dalvi VH, Narayan M
Chemical Engineering Science, 190, 173, 2018 |
| 7 |
Prediction of dew points and liquid dropouts of gas condensate mixtures
Novak N, Louli V, Skouras S, Voutsas E
Fluid Phase Equilibria, 457, 62, 2018 |
| 8 |
Experimental measurement and thermodynamic modeling of phase equilibria of {CO2 + tetralin plus n-alkanes (with n=6, 16)} and its binary systems
Leal MF, do Nascimento FP, Paredes MLL, Pessoa FLP
Fluid Phase Equilibria, 478, 23, 2018 |
| 9 |
Thermodynamic analysis of formulations to discriminate multiple roots of cubic equations of state in process models
Glass M, Mitsos A
Computers & Chemical Engineering, 106, 407, 2017 |
| 10 |
Peng-Robinson equation of state: 40 years through cubics
Lopez-Echeverry JS, Reif-Acherman S, Araujo-Lopez E
Fluid Phase Equilibria, 447, 39, 2017 |
