| 1 |
New two-phase and three-phase Rachford-Rice algorithms based on free-water assumption
Li RX, Li HA
Canadian Journal of Chemical Engineering, 96(1), 390, 2018 |
| 2 |
A fast algorithm for calculating isothermal phase behavior using machine learning
Kashinath A, Szulczewski ML, Dogru AH
Fluid Phase Equilibria, 465, 73, 2018 |
| 3 |
Application of augmented free-water Rachford-Rice algorithm to water/hydrocarbons mixtures considering the dissolution of methane in the aqueous phase
Pang WY, Li HA
Fluid Phase Equilibria, 460, 75, 2018 |
| 4 |
An augmented free-water three-phase Rachford-Rice algorithm for CO2/hydrocarbons/water mixtures
Pang WY, Li HZA
Fluid Phase Equilibria, 450, 86, 2017 |
| 5 |
A rapid and robust alternative to Rachford-Rice in flash calculations
Li YH, Johns RT, Ahmadi K
Fluid Phase Equilibria, 316, 85, 2012 |
| 6 |
On multiphase negative flash for ideal solutions
Yan W, Stenby EH
Fluid Phase Equilibria, 322, 41, 2012 |
| 7 |
Generalized negative-flash method for multiphase multicomponent systems
Iranshahr A, Voskov D, Tchelepi HA
Fluid Phase Equilibria, 299(2), 272, 2010 |
| 8 |
A robust negative flash based on a parameterization of the tie-line field
Juanes R
Fluid Phase Equilibria, 267(1), 6, 2008 |
| 9 |
A new look at multiphase Rachford-Rice equations for negative flashes
Leibovici CF, Nichita DV
Fluid Phase Equilibria, 267(2), 127, 2008 |
| 10 |
Calculation of convergence pressure/temperature and stability test limit loci of mixtures with cubic equations of state
Nichita DV, Broseta D, Montel F
Fluid Phase Equilibria, 261(1-2), 176, 2007 |
