An affine transformation model is applied to the diffusion coefficients of perfectly aligned and partially aligned ellipsoidal particles. It is tested against molecular dynamics simulations of hard ellipsoids, free to translate and rotate, in the nematic liquid crystal phase. The theory explains the variation with order parameter of the anisotropy of the diffusion tensor, and approximately relates the average diffusion coefficient to that of an equivalent hard sphere fluid
We perform model calculations of the macroscopic diffusion coefficient for a solute moving in a chir...
We find in a model system of thermotropic liquid crystals that the translational diffusion coefficie...
The present work introduces a new method that is used to explore the connection between molecular or...
An affine transformation model is applied to the diffusion coefficients of perfectly aligned and par...
Molecular dynamics simulations of diffusion of isolated tagged spheres in liquid crystalline molecul...
We report a molecular dynamics simulation study on an ensemble of rod-like particles, each composed ...
En utilisant une forme fonctionnelle, aux paramètres appropriés, de la fonction d'autocorrélation du...
The molecular self-diffusion coefficients in nematic and smectic-A thermotropic liquid crystals are ...
In this thesis we study structure and dynamics about atomistic detail liquid crystal belonging to nC...
We report molecular-dynamics simulations of the anisotropic diffusion of infinitely thin platelets i...
We present a study of the translational friction coefficients of spherical and ellipsoidal probes in...
A model of translational diffusion in the nematic phase is proposed. The generalized free-volume app...
none2siThe theory of rotational diffusion of particles of various symmetry embedded in a liquid crys...
The rotational diffusion of a general-shape object (a molecule) in a flow of uniaxial nematic liquid...
General expressions are derived for the anisotropy of the viscosity and for the Leslie coefficients ...
We perform model calculations of the macroscopic diffusion coefficient for a solute moving in a chir...
We find in a model system of thermotropic liquid crystals that the translational diffusion coefficie...
The present work introduces a new method that is used to explore the connection between molecular or...
An affine transformation model is applied to the diffusion coefficients of perfectly aligned and par...
Molecular dynamics simulations of diffusion of isolated tagged spheres in liquid crystalline molecul...
We report a molecular dynamics simulation study on an ensemble of rod-like particles, each composed ...
En utilisant une forme fonctionnelle, aux paramètres appropriés, de la fonction d'autocorrélation du...
The molecular self-diffusion coefficients in nematic and smectic-A thermotropic liquid crystals are ...
In this thesis we study structure and dynamics about atomistic detail liquid crystal belonging to nC...
We report molecular-dynamics simulations of the anisotropic diffusion of infinitely thin platelets i...
We present a study of the translational friction coefficients of spherical and ellipsoidal probes in...
A model of translational diffusion in the nematic phase is proposed. The generalized free-volume app...
none2siThe theory of rotational diffusion of particles of various symmetry embedded in a liquid crys...
The rotational diffusion of a general-shape object (a molecule) in a flow of uniaxial nematic liquid...
General expressions are derived for the anisotropy of the viscosity and for the Leslie coefficients ...
We perform model calculations of the macroscopic diffusion coefficient for a solute moving in a chir...
We find in a model system of thermotropic liquid crystals that the translational diffusion coefficie...
The present work introduces a new method that is used to explore the connection between molecular or...