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| Naji, M. |
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Ghoufi, Aziz
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Topics
Publications (15/15 displayed)
- 2024Surface free energy calculation of the solid–fluid interfaces from molecular simulationcitations
- 2022Water transport through a two-dimensional nanoporous material: is there a relationship between water flux and surface tension?
- 2022Water transport through a two-dimensional nanoporous material: is there a relationship between water flux and surface tension?
- 2021Static dielectric permittivity of ionic liquids ultraconfined in carbon nanotubescitations
- 2021Static dielectric permittivity of ionic liquids ultraconfined in carbon nanotubescitations
- 2021Static dielectric permittivity of ionic liquids ultraconfined in carbon nanotubescitations
- 2017Interactions of Organics within Hydrated Selective Layer of Reverse Osmosis Desalination Membrane: A Combined Experimental and Computational Studycitations
- 2016Is Fine-Grained Simulation Able to Propose New Polyelectrolyte Membranes?citations
- 2016Microscopic Model of the Metal-Organic Framework/Polymer Interface: A First Step toward Understanding the Compatibility in Mixed Matrix Membranescitations
- 2015Unravelling the Anomalous Dielectric Permittivity of Nanoconfined Electrolyte Solutionscitations
- 2015Tunable dielectric constant of water at the nanoscalecitations
- 2015Superpermittivity of nanoconfined water.citations
- 2014Concentration Dependence of the Dielectric Permittivity, Structure and Dynamics of Aqueous NaCl Solutions: Comparison between the Drude Oscillator and Electronic Continuum Models.citations
- 2013Nanoconfined Electrolyte Solutions in porous Hydrophilic Silica Membranes.citations
- 2012Calculation of local dielectric permittivity of confined liquids from spatial dipolar correlationscitations
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article
Calculation of local dielectric permittivity of confined liquids from spatial dipolar correlations
Abstract
We report the working expressions of calculation of local dielectric permittivity (epsilon(r)) under nanoconfinement from dipolar spatial correlations. Three confined geometries are investigated: planar, cylindrical and spherical interfaces. We apply these relations to the calculation of the local components of epsilon(r) of water confined in a porous silica framework. Microscopically we highlight that the dielectric profile is correlated to the density of water and hydrogen bonding network.