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Photo Mikael Lund

Mikael Lund

Professor

Photo Mikael Lund

Anion-cation contrast of small molecule solvation in salt solutions

Author

  • Stefan Hervø-Hansen
  • Jan Heyda
  • Mikael Lund
  • Nobuyuki Matubayasi

Summary, in English

The contributions from anions and cations from salt are inseparable in their perturbation of molecular systems by experimental and computational methods, rendering it difficult to dissect the effects exerted by the anions and cations individually. Here we investigate the solvation of a small molecule, caffeine, and its perturbation by monovalent salts from various parts of the Hofmeister series. Using molecular dynamics and the energy-representation theory of solvation, we estimate the solvation free energy of caffeine and decompose it into the contributions from anions, cations, and water. We also decompose the contributions arising from the solute-solvent and solute-ions interactions and that from excluded volume, enabling us to pin-point the mechanism of salt. Anions and cations revealed high contrast in their perturbation of caffeine solvation, with the cations salting-in caffeine via binding to the polar ketone groups, while the anions were found to be salting-out via perturbations of water. In agreement with previous findings, the perturbation by salt is mostly anion dependent, with the magnitude of the excluded-volume effect found to be the governing mechanism. The free-energy decomposition as conducted in the present work can be useful to understand ion-specific effects and the associated Hofmeister series.

Department/s

  • Computational Chemistry
  • eSSENCE: The e-Science Collaboration
  • LINXS - Institute of advanced Neutron and X-ray Science

Publishing year

2022-02-07

Language

English

Pages

3238-3249

Publication/Series

Physical Chemistry Chemical Physics

Volume

24

Issue

5

Document type

Journal article

Publisher

Royal Society of Chemistry

Topic

  • Theoretical Chemistry (including Computational Chemistry)

Status

Published

ISBN/ISSN/Other

  • ISSN: 1463-9076