| 1 |
Two-dimensional clusters from the self-assembly of oppositely charged particles
Rodrigues SG, Pais AACC, Marques JMC
Chemical Physics Letters, 706, 586, 2018 |
| 2 |
Solvent-mediated nonelectrostatic ion-ion interactions predicting anomalies in electrophoresis
Goswami P, Dhar J, Ghosh U, Chakraborty S
Electrophoresis, 38(5), 712, 2017 |
| 3 |
Determination of structure factor and effective intermolecular parameters of liquid alkali metals using mean spherical approximation theory
Nikoofard H, Singh K
Fluid Phase Equilibria, 450, 133, 2017 |
| 4 |
Linear Yukawa Isotherm Regularity for dense fluids derived based on the perturbation theory
Mahboub MS, Farrokhpour H, Parsafar GA
Fluid Phase Equilibria, 409, 105, 2016 |
| 5 |
Prediction of fluid-phase behavior of symmetrical binary Yukawa fluids using transition matrix Monte Carlo
Chakraborti T, Adhikari J
Fluid Phase Equilibria, 415, 64, 2016 |
| 6 |
A simple and accurate method for calculation of the structure factor of interacting charged spheres
Wu C, Chan DYC, Tabor RF
Journal of Colloid and Interface Science, 426, 80, 2014 |
| 7 |
Thermodynamic properties of the freely jointed tangent homonuclear Yukawa chain fluid
Farrokhpour H, Mahboub MS
Fluid Phase Equilibria, 313, 196, 2012 |
| 8 |
Activity coefficient of the dipolar Yukawa and Stockmayer fluids from the inverse grand-canonical Monte Carlo simulation
Lamperski S, Gorniak R
Fluid Phase Equilibria, 317, 29, 2012 |
| 9 |
Attractive hard-core Yukawa fluids in the nanosized pores: Structure and phase behaviors
Kim EY, Kim SC, Seong BS
Fluid Phase Equilibria, 327, 30, 2012 |
| 10 |
Structure of attractive and repulsive hard-core Yukawa fluids: Density functional perturbation theory
Kim EY, Kim SC, Seong BS
Fluid Phase Equilibria, 308(1-2), 90, 2011 |
