0000000000242737

AUTHOR

Jochen S. Hub

showing 2 related works from this author

Thermodynamics of hydronium and hydroxide surface solvation.

2014

[Introduction] The concentration of hydronium and hydroxide at the water-air interface has been under debate for a long time. Recent evidence from a range of experiments and theoretical calculations strongly suggests the water surface is somewhat acidic. Using novel polarizable models we have performed potential of mean force calculations of a hydronium ion, a hydroxide ion and a water molecule in a water droplet and a water slab and we were able to rationalize that hydronium, but not hydroxide, is slightly enriched at the surface for two reasons. First, because the hydrogen-bond acceptance capacity of hydronium is weaker than water it is more favorable to have the hydronium oxygen on the s…

HydroniumhydroxidekemiaInorganic chemistryThermodynamics010402 general chemistry01 natural sciencesIonSurface tensionchemistry.chemical_compound0103 physical scienceshydroksoniumPotential of mean forcePhysics::Chemical Physicsta116thermodynamiikka010304 chemical physicsHydrogen bondSolvationGeneral Chemistryhydronium0104 chemical scienceschemistry13. Climate actiontermodynamiikkaddc:540hydroksidiHydroxideSelf-ionization of water
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Quantifying Artifacts in Ewald Simulations of Inhomogeneous Systems with a Net Charge

2014

Ewald summation, which has become the de facto standard for computing electrostatic interactions in biomolecular simulations, formally requires that the simulation box is neutral. For non-neutral systems the Ewald algorithm implicitly introduces a uniform background charge distribution that e ectively neutralizes the simulation box. Because a uniform distribution of counter charges typically deviates from the spatial distribution of counterions in real systems, artifacts may arise, in particular in systems with an inhomogeneous dielectric constant. Here we derive an analytical expression for the e ect of using an implicit background charge instead of explicit counterions, on the chemical po…

PhysicsUniform distribution (continuous)010304 chemical physicsCharge densityCharge (physics)02 engineering and technologyDielectricEwald simulations021001 nanoscience & nanotechnologyElectrostatics01 natural sciencesEwald summationComputer Science ApplicationsMolecular dynamicsinhomogeneous systems0103 physical sciencesStatistical physicsPhysical and Theoretical ChemistryTest particle0210 nano-technologyta116SimulationJournal of Chemical Theory and Computation
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