Hydrodynamical arguments are used to derive an expression for the angular-dependent rotational friction, appropriate for the description of the rotational dynamics of molecules in liquid-crystal phases characterized by anisotropic viscosities and orientational torques. The solutions of the corresponding Fokker—Planck equation, obtained under conditions of diffusional motion, show significant variations in the time dependence of the dipole correlation functions
Solutions are discussed for a two-body diffusive model in which a rotating probe is coupled to a sol...
In order to understand the translational and rotational motion in dense molecular liquids, detailed ...
Detailed molecular dynamics simulations of the rotational and the translational motions of Gay-Berne...
Hydrodynamical arguments are used to derive an expression for the angular-dependent rotational frict...
The meaning of the rotational friction and diffusion tensor in Liquid crystalline phases characteriz...
A memory-function approach based on the Mori theory is used to test the validity of the extended dif...
The Debye-Stokes-Einstein (DSE) model of rotational diffusion predicts that the orientational correl...
It has recently been shown that relaxation of the rotational energy of hot nonequilibrium photofragm...
The rotational diffusion of a general-shape object (a molecule) in a flow of uniaxial nematic liquid...
Starting with an m-diffusion model a matrix description is given of the rotational motion of a dipol...
In order to understand the translational and rotational motion in dense molecular liquids, detailed ...
A self-consistent molecular theory of orientational relaxation and dielectric friction is presented....
A theoretical analysis based on a multivariate diffusion equation is developed to study the rotation...
A self-consistent molecular theory of orientational relaxation and dielectric friction is presented....
We present a method to calculate the fully anisotropic rotational diffusion tensor from molecular dy...
Solutions are discussed for a two-body diffusive model in which a rotating probe is coupled to a sol...
In order to understand the translational and rotational motion in dense molecular liquids, detailed ...
Detailed molecular dynamics simulations of the rotational and the translational motions of Gay-Berne...
Hydrodynamical arguments are used to derive an expression for the angular-dependent rotational frict...
The meaning of the rotational friction and diffusion tensor in Liquid crystalline phases characteriz...
A memory-function approach based on the Mori theory is used to test the validity of the extended dif...
The Debye-Stokes-Einstein (DSE) model of rotational diffusion predicts that the orientational correl...
It has recently been shown that relaxation of the rotational energy of hot nonequilibrium photofragm...
The rotational diffusion of a general-shape object (a molecule) in a flow of uniaxial nematic liquid...
Starting with an m-diffusion model a matrix description is given of the rotational motion of a dipol...
In order to understand the translational and rotational motion in dense molecular liquids, detailed ...
A self-consistent molecular theory of orientational relaxation and dielectric friction is presented....
A theoretical analysis based on a multivariate diffusion equation is developed to study the rotation...
A self-consistent molecular theory of orientational relaxation and dielectric friction is presented....
We present a method to calculate the fully anisotropic rotational diffusion tensor from molecular dy...
Solutions are discussed for a two-body diffusive model in which a rotating probe is coupled to a sol...
In order to understand the translational and rotational motion in dense molecular liquids, detailed ...
Detailed molecular dynamics simulations of the rotational and the translational motions of Gay-Berne...