On the calculation of the dielectric properties of liquid ionic systems

Marcello Sega (Corresponding author), Sofia S. Kantorovich, Axel Arnold, Christian Holm

Publications: Contribution to bookContribution to proceedingsPeer Reviewed

Abstract

The calculation of dielectric properties of fluids, which is straightforward for homogeneous dipolar liquids, presents several intricacies when applied to ionic liquids. We investigate, for a model sodium chloride aqueous solution, three different methods which could provide an estimate of the static permittivity, namely (a) the Einstein-Helfand approach, (b) the first moment of the current-current correlation functions, and (c) the analysis of the low frequency limit of the dielectric spectrum. The contribution to the static permittivity of the sodium chloride solution coming from the ion-ion correlations, often neglected in simulation studies but implicitly taken into account in experimental measurements, are shown to be important, although particularly hard to measure. In the case of our model sodium chloride solutions, we find these dynamic contributions to be the main cause of the saturation of the dielectric constant with increasing salt concentration.

Original languageEnglish
Title of host publicationRecent Advances in Broadband Dielectric Spectroscopy
EditorsYuri P. Kalmykov
PublisherSpringer
Pages103-122
Number of pages20
ISBN (Electronic)9789400750128
ISBN (Print)9789400750111, 9789400750142
DOIs
Publication statusPublished - 2013
Externally publishedYes
EventNATO Advanced Research Workshop “BroadbandDielectric Spectroscopy and its Advanced Technological Applications” - Perpignan, France
Duration: 21 Sep 201124 Sep 2011

Publication series

SeriesNATO Science for Peace and Security Series. B: Physics and Biophysics
ISSN1874-6500

Seminar/Workshop

Seminar/WorkshopNATO Advanced Research Workshop “BroadbandDielectric Spectroscopy and its Advanced Technological Applications”
Country/TerritoryFrance
CityPerpignan
Period21/09/1124/09/11

Austrian Fields of Science 2012

  • 103036 Theoretical physics

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