2 citations · 3 across the 5 of their papers we have counts for
5 papers
Integral relations for the surface transfer coefficients
K. Glavatskiy, D. Bedeaux
In this paper we derive relations between the local resistivities inside the interfacial region and the overall resistances of the surface between two phases for a mixture. These r…
Transfer coefficients for the Gibbs surface in a two-phase mixture in the non-equilibrium square gradient model
K. S. Glavatskiy, D. Bedeaux
In this paper we calculate the transfer coefficients for evaporation and condensation of mixtures. We use the continuous profiles of various thermodynamic quantities through the in…
Numerical solution and verification of the local equilibrium for the flat interface in the two-phase binary mixture
K. S. Glavatskiy, D. Bedeaux
In this paper we first apply the general analysis described in our first paper to a binary mixture of cyclohexane and -hexane. We use the square gradient model for the continuou…
The square gradient model in a two-phase mixture II. Non-equilibrium properties of a 2D-isotropic interface
K. S. Glavatskiy, D. Bedeaux
In earlier work \cite{bedeaux/vdW/I, bedeaux/vdW/II, bedeaux/vdW/III} a systematic extension of the van der Waals square gradient model to non-equilibrium one-component systems was…
The square gradient model in a two-phase mixture I. \\Equilibrium properties
K. S. Glavatskiy, D. Bedeaux
In order to describe a nonuniform equilibrium mixture with an interface between two coexisting phases it is necessary to consider contributions to the Helmholtz energy which depend…