Mode-coupling predictions for the long-time behavior of the mean-square displacement of tracer particle diffusion in a quasi-one-dimensional lattice-gas model are compared with the results of Monte Carlo simulations. Furthermore, the internal consistency of an approximate theory is investigated under the assumption that mode-coupling theory is valid
The dynamical process of the diffusion of tagged particles in a one-dimensional concentrated lattice...
We report very accurate simulations of the velocity autocorrelation function of a tagged particle in...
The influence of a uniform driving force on tracer diffusion is investigated for a one-dimensional l...
A simple theory is developed for hopping diffusion in hard-core lattice gases. Its predictions for t...
A mode-coupling formalism is developed for multicomponent systems of particles performing diffusive ...
We compute the velocity autocorrelation function of a tagged particle in a two-dimensional lattice-g...
In a one-dimensional fluid the macroscopic Navier-Stokes equations are no longer valid because of lo...
A mode-coupling formalism is developed for multicomponent systems of parti-cles performing diffusive...
Tagged-particle diffusion is investigated on a system of two coupled linear chains with an arbitrary...
The correlation factor, defined as the ratio between the tracer diffusion coefficient in lattice ga...
The influence of a uniform driving force on tracer diffusion is investigated for a one-dimensional l...
We report simulations of tagged particle diffusion in three-dimensional lattice gas cellular automat...
We have calculated the velocity autocorrelation function for a tracer particle in a model two-dimens...
Long time molecular dynamics simulations of one-dimensional Lennard-Jones systems reveal that while ...
Twenty five years ago Alder and Wainwright discovered, by simulation, the 'long-time tails' in the v...
The dynamical process of the diffusion of tagged particles in a one-dimensional concentrated lattice...
We report very accurate simulations of the velocity autocorrelation function of a tagged particle in...
The influence of a uniform driving force on tracer diffusion is investigated for a one-dimensional l...
A simple theory is developed for hopping diffusion in hard-core lattice gases. Its predictions for t...
A mode-coupling formalism is developed for multicomponent systems of particles performing diffusive ...
We compute the velocity autocorrelation function of a tagged particle in a two-dimensional lattice-g...
In a one-dimensional fluid the macroscopic Navier-Stokes equations are no longer valid because of lo...
A mode-coupling formalism is developed for multicomponent systems of parti-cles performing diffusive...
Tagged-particle diffusion is investigated on a system of two coupled linear chains with an arbitrary...
The correlation factor, defined as the ratio between the tracer diffusion coefficient in lattice ga...
The influence of a uniform driving force on tracer diffusion is investigated for a one-dimensional l...
We report simulations of tagged particle diffusion in three-dimensional lattice gas cellular automat...
We have calculated the velocity autocorrelation function for a tracer particle in a model two-dimens...
Long time molecular dynamics simulations of one-dimensional Lennard-Jones systems reveal that while ...
Twenty five years ago Alder and Wainwright discovered, by simulation, the 'long-time tails' in the v...
The dynamical process of the diffusion of tagged particles in a one-dimensional concentrated lattice...
We report very accurate simulations of the velocity autocorrelation function of a tagged particle in...
The influence of a uniform driving force on tracer diffusion is investigated for a one-dimensional l...