Publications du PLMC

Articles dans des revues avec comité de lecture

2017

C. Regnaut and S. Amokrane, Condensed Matter Physics, 2017, vol. 20, No. 3, 33702 (2017).
Liquid metals: early contributions and some recent developments

S. Chung, S. Samin, C. Holm, J.G. Malherbe and S. Amokrane, Phys Rev E 95, 022605 (2017).
Dynamics of field-driven population inversion in a confined colloidal mixture.

S. Amokrane, F. Tchangnwa Nya and J.M. N'Djaka, European Physical J. E 40, 17 (2017).
Glass transition in hard core fluids and beyond, using an effective static structure in the mode coupling theory

2015

S. Amokrane, A. Ayadim and L. Levrel, Journal of applied physics118, 194903 (2015)
Structure of the glass-forming metallic liquids by ab-initio and classical molecular dynamics, a case study: quenching the Cu60Ti20Zr20 alloy.

S. Shung, J. G. Malherbe and S. Amokrane, Molec. Phys. (2015)
Effect of an external field on the structure and the phase transitions of a confined mixture of neutral and dipolar hard spheres

E. Ndong Mintsa, Ph. Germain, S.A. Amokrane, European Physical J. E 38 (2015)
Bond lifetime and diffusion coefficient in colloids with short-range interactions

2012

F. Tchangnwa Nya, A. Ayadim, Ph. Germain and S. Amokrane, J. Phys.: Condens. Matter 24 325106 (2012)
Non-ergodicity transition and multiple glasses in binary mixtures: on the accuracy of the input static structure in the Mode Coupling Theory

C. Brunet, J. G. Malherbe and S. Amokrane, Molec. Phys. 110, 1161 (2012)
Demixing and field-induced population inversion in a mixture of neutral and dipolar-hard spheres confined in a slit pore

2011

A. Ayadim, Ph. Germain and S. Amokrane, Phys. Rev E 84, 061502 (2011)
Mode-coupling theory for the glass transition: Test of the convolution approximation for short-range interactions

2010

A. Ayadim and S. Amokrane, J. Phys Chem B 114, 16824 (2010)
Binary Mixture of Non-Additive Hard Spheres Adsorbed in a Slit Pore: A Study of the Population Inversion by the Integral Equations Theory.

C. Brunet, J. G. Malherbe, and S. Amokrane, Phys. Rev E 82, 021504 (2010)
Binary mixture adsorbed in a slit pore: Field-induced population inversion near the bulk instability

Ph. Germain, J. Chem. Phys. 133, 044905 (2010)
Effect of residual interactions in asymmetric colloidal mixtures: theoretical analysis and predictions

C. Brunet, J-G. Malherbe and S. Amokrane, Molec. Phys. 108, 1773 (2010)
Monte Carlo simulation of confined fluids of polarizable particles:an efficient iterative treatment of the local field in slab geometry using Ewald summation

Ph. Germain and S. Amokrane, Phys. Rev. E 81, 011407 (2010)
Gelation and phase coexistence in colloidal suspensions with short-range forces: Generic behavior versus specificity

A. Ayadim and S. Amokrane, J. Phys.: Condens. Matter 22 035103 (2010)
Generalization of Rosenfeld's functional to non-additive hard-spheres: pair structure and test-particle consistency

2009

C. Brunet, J-G Malherbe, and S Amokrane, J. Chem. Phys. 131, 221103 (2009)
Controlling the composition of a confined fluid by an electric field

S. Amokrane, A. Ayadim, J.G. Malherbe and C. Regnaut
Comments on the contact values in asymmetric hard-sphere mixtures mixtures. Mol. Phys. 107, 2431 (2009)

Ph. Germain and S. Amokrane, Phys. Rev. Lett. 102 058301 (2009)
Equilibrium Route to Colloidal Gelation: Mixtures of Hard-Sphere-Like Colloids

A Ayadim, M Oettel and S Amokrane, J. Phys.: Condens. Matter 21 No 11 115103 (2009)
Optimum free energy in the reference functional approach for the integral equations theory

C. Brunet, J-G Malherbe, and S Amokrane, J. Chem. Phys. 130, 134908 (2009)
Structure of highly confined fluids: mixture of polar and non polar macroparticles in an external field

2008

L. Levrel and A. C. Maggs, J. Chem. Phys. 128, 214103 (2008)
Boundary conditions in local electrostatics algorithms

2007

Ph. Germain and S. Amokrane, Phys. Rev. E 76, 031401 (2007)
Equilibrium and glassy states of the Asakura-Oosawa and the binary hard sphere mixtures: effective fluid approach

S. Amokrane, A. Ayadim and J.-G. Malherbe, J. Phys Chem C 111, 15982 (2007)
Ornstein-Zernike equations for the pair structure : an efficient method for studying strongly confined colloids

A. Takhtoukh and C. Regnaut, Fluid Phase Equilibria 262, 149 (2007)
Empirical expressions of the pair correlation functions at contact and equation of state of the liquid hard sphere mixtures at large size ratio

S. Hellal, M. Nigon, A. Takhtoukh, B. Grosdidier and C. Regnaut, J. Non Cristall. Solids 353, 3467 (2007)
Structure of liquid metal alloys: Transferability of local pseudopotentials - A preliminary study

J.-G. Malherbe and W. Krauth, Molec. Phys. 105, 2393 (2007)
Selective-pivot sampling of radial distribution functions in asymmetric liquid mixtures

2006

S. Amokrane, A. Ayadim and J.-G. Malherbe, Molec. Phys. 104, 3419 (2006)
Ornstein-Zernike equations for highly asymmetric mixtures: confronting the no-solution challenge

A. Ayadim and S. Amokrane, Phys. Rev. E 74, 021106 (2006)
Phase transitions in highly asymmetric binary hard sphere fluids : fluid-fluid binodal from a two component mixture theory.

2005

A. Ayadim, J.-G. Malherbe and S. Amokrane, J. Chem. Phys. 122, 234908 (2005)
Potential of mean force in confined colloids: Integral equations with fundamental measure bridge functions

S. Amokrane, A. Ayadim and J.-G. Malherbe, J. Chem. Phys. 123, 174508 (2005)
Structure of highly asymmetric hard-sphere mixtures: An efficient closure of the Ornstein-Zernike equations

2004

C. Regnaut and S. Amokrane, Prog in Colloid and Polym. Sci. 126, 97 (2004)
Fluid-fluid phase transition in hard sphere mixtures from pair distribution functions in the colloidal limit: a critical analysis

P. Germain, M. Bouaskarne, J.-G. Malherbe, C. Regnaut and S. Amokrane, Prog. in Colloid and Polym. Sci. 126, 102 (2004)
Validity of the hard sphere mixture model for sterically stabilized colloids : a critical viewpoint

P. Germain, J.-G. Malherbe and S. Amokrane, Phys. Rev. E 70, 041409 (2004)
When mixtures of hard sphere-like colloids do not behave as mixtures of hard spheres

S. Amokrane, A. Ayadim, J.-G. Malherbe, P. Germain and C. Regnaut, Trends in Chemical Physics 11, 119 (2004)
Theory of sterically stabilized colloids: models beyond hard spheres,

2003

S. Amokrane and J.-G. Malherbe, Molec. Phys. 101, 495 (2003)
Contribution of non hard core triplet correlations to the bridge function of dense fluid

P. Germain, C. Regnaut and S. Amokrane, Phys. Rev. E 67, 061101 (2003)
Is the hard sphere mixture a good reference system for sterically stabilized colloids?

S. Amokrane, A. Ayadim and J.-G. Malherbe, J. Phys. Condensed Matter 15, 3443 (2003)
On the importance of many-body effects in the effective fluid representation of asymmetric binary mixtures

2002

P. Germain and S. Amokrane, Phys. Rev. E 65, 031109 (2002)
Validity of the perturbation theory for hard particle systems with very-short-range attraction.

S. Amokrane and M. Bouaskarne, Phys. Rev. E 65, 051501 (2002)
Shape of the liquid-vapor coexistence curve for temperature and density dependent effective interactions.

J.-G. Malherbe, C. Regnaut and S. Amokrane, Phys. Rev. E 66, 061404 (2002)
Attractive forces in sterically stabilized colloidal suspensions: From the effective potential to the phase diagram.

2001

M. Bouaskarne, S. Amokrane and C. Regnaut J. Chem. Phys. 114, 2442 (2001)
Effective interaction between AOT reverse micelles : a study from the potential of mean force at infinite dilution.

C. Regnaut, A. Dyan and S. Amokrane, Molec. Phys., 99, 2055 (2001)
On some empirical expressions of the contact values of the pair distribution functions and the fluid-fluid phase separation in hard sphere mixtures.

J.-G. Malherbe and S. Amokrane Mol. Phys. 99, 355 (2001)
True mixture versus effective one component fluid models of binary hard sphere mixtures : a comparison by simulation.

S. Amokrane and J.-G. Malherbe . J. Phys. : Condens. Matter 13, 7199 (2001)
Asymmetric binary mixtures with attractive forces : towards a quantitative description of the potential of mean force.

2000

J. Clément-Cottuz, S. Amokrane and C. Regnaut, Phys. Rev. E 51, 1692 (2000)
Phase diagram of highly asymmetric binary mixtures : A study of the role of attractive forces from the effective one component approach.

S. Amokrane and M. Bouaskarne, . J. Chem. Phys 112, 11107 (2000)
Effective interaction between soft core colloidal particles.