A. Nk, . Rahman-a-and, and . Zwanzig-r, Generalized hydrodynamics and analysis of current correlation functions, Phys Rev A, vol.4, pp.1616-1625, 1971.

. Altenberger and . Friedman-hl, Theory of conductance and related isothermal transport coefficients in electrolytes, J Chem Phys, vol.78, pp.4162-4173, 1983.

. Arab-m, . Bougeard, and . Smirnov-ks, Structure and dynamics of interlayer species in a hydrated Zn-vermiculite. A molecular dynamics study, Phys Chem Chem Phys, vol.6, p.2446, 2004.

. Bagchi-b, Microscopic derivation of the HubbardOnsager-Zwanzig expression of imiting ionic conductivity, J Chem Phys, vol.109, pp.3989-3993, 1998.

. Benco-l-et-al, Ab initio density functional theory applied to the structure and proton dynamics of clays, Chem Phys Lett, vol.333, p.479, 2001.

, An Acad Bras Cienc, issue.1, pp.25-68, 2010.

J. Dufrêche, B. Rotenberg, V. Marry, and P. Sprik-m, Ab initio molecular dynamics study of the hydration of a sodium smectite clay, J Phys Chem B, vol.107, p.3251, 2003.

. De and . Mazur-p, Non-Equilibrium Thermodynamics, 1983.

D. , B. O. , and D. Turq-p, Analytical theories of transport in concentrated electrolyte solutions from the MSA, J Phys Chem B, vol.109, p.9873, 2005.

M. V. Dufrêche-j-f and M. Turq-p, Molecular hydrodynamics for electro-osmosis in clays: from Kubo to Smoluchowski, J Mol Liq, vol.118, p.145, 2005.

J. A. Greathouse and G. M. Sposito, Molecular dynamics simulation of water mobility in magnesium-smectite hydrates, J Am Chem Soc, vol.122, p.11459, 2000.

. Hansen-j-p-and and . Mcdonald-ir, Theory of Simple Liquids, 1986.

. Hubbard and . Onsager-l, Dielectric dispersion and dielectric friction in electrolyte solutions. I, J Chem Phys, vol.67, p.4850, 1997.

. Joly-l, T. Ybert-c, and . Bocquet-l, Liquid friction on charged surfaces: From hydrodynamic slippage to electrokinetics, J Chem Phys, vol.125, p.204716, 2006.

. Karaborni-s, . Smit-b, U. Heidung-w, and . Van-oort-e, The swelling of clays: molecular simulations of the hydration of montmorillonite, Science, vol.271, p.1102, 1996.

L. , A triple layer model of the surface electrochemical properties of clay minerals, J Coll Int Science, vol.270, p.371, 2004.

M. V. Malikova-n and D. Turq-p, Temperature effect in a montmorillonite clay at low hydration-microscopic simulation, Mol Phys, vol.102, 1965.

. Marry and . Turq-p, Microscopic simulations of interlayer structure and dynamics in bihydrated heteroionic montmorillonites, J Phys Chem B, vol.107, p.1832, 2003.
URL : https://hal.archives-ouvertes.fr/hal-00168681

D. Marry-v and J. Turq-p, Equilibrium and electrokinetic phenomena in charged porous media from microscopic and mesoscopic models: electro-osmosis in montmorillonite, Mol Phys, vol.101, p.3111, 2003.

. Mcmillan and . Mayer-je, The statistical mechanicsof multicomponents systems solutions, J Chem Phys, vol.13, p.276, 1945.

. Moroni-d, . Rotenberg-b, S. Hansen-j-p, and . Melchionna-s, Solving the Fokker-Planck kinetic equation on a lattice, Phys Rev E, vol.73, p.66707, 2006.

M. Ma, Electro-chemo-mechanical couplings in swelling clays derived from a micro/ macro-homogenization procedure, Int J Solids Struct, vol.39, p.6159, 2002.

M. Ma, Macroscopic behavior of swelling porous media derived from micromechanical analysis, Transport in Porous Media, vol.50, p.127, 2003.

. Onsager-l-and and . Fuoss-rm, Irreversible processes in electrolytes, J Phys Chem, vol.36, pp.2689-2778, 1932.

. Porion-p, F. Al-mukhtar-m, P. Am, M. Rj, and . Delville-a, Water self-diffusion within nematic dispersions of nanocomposites: a multiscale analysis of 1H pulsed gradient spin-echo nmr measurements, J Phys Chem B, vol.107, pp.4012-4023, 2003.

. Résibois-pmv, Electrolyte Theory, 1968.

H. Risken, The Fokker-Planck Equation: Methods of Solutions and Applications, Springer Series in Synergetics, 1996.

R. M. Paszkuta-m, . Thovert, and . Adler-p, Electroosmotic coupling in compact clays, Geophys Research Lett, vol.31, p.18614, 2004.

D. Rotenberg-b, G. E. Bagchi-b, . Hansen-j-p-and, and . Turq-p, Ion dynamics in compacted clays: Derivation of a two-state diffusion-reaction scheme from the lattice Fokker-Planck equation, J Chem Phys, vol.14, p.154701, 2006.

. Skipper-nt, . Sposito, and . Chang-f-rc, Clays Clay Miner, vol.43, p.294, 1995.

. Sung and . Friedman-hl, Time-correlation functions of the Smoluchowski level of description of solutions and suspensions, J Chem Phys, vol.80, pp.2735-2741, 1983.

. Trizac-e-et-al, Effective interactions and phase behaviour for a model clay suspension in an electrolyte, J Phys Cond Matt, vol.122, p.11459, 2000.

. Tunega-d and . Lischka-h, Ab initio molecular dynamics study of a monomolecular water layer on octahedral and tetrahedral kaolinite surfaces, J Phys Chem B, vol.108, p.5930, 2004.

L. Turq-p and . Friedman-hl, Brownian dynamics: its application to ionic solutions, J Chem Phys, vol.66, pp.3039-3044, 1977.

B. Turq-p and . Chemla-m, Transport, Relaxation and Kinetic Processes in Electrolyte Solutions, 1992.