Add to ORKGThe non-Markovian kinetics of microscopic vortices in liquids is studied on the basis of the memory function formalism. Numerical calculations are carried out for liquid argon. The spectrum of vortex excitations, the relaxation times, the relaxation frequencies and the parameters of non-Markovity are obtained. Our theory coincides well with the molecular dynamics data. © 1995
The set of kinetic equation for the time correlation function of polarization in the correlation app...
We propose a new method to compute reliable estimates for memory functions of dynamical variables fr...
Using fractional Fokker-Planck equation and Langevin equation's Monte Carlo simulation, we find...
The non-Markovian kinetics of microscopic vortices in liquids is studied on the basis of the memory ...
In the present article we introduce the notions about the microscopic vortices (MV) in classical liq...
The work covers the non-ordered microscopic fluxes of the particles in the equilibrium classic liqui...
A general theory of the spectrum of the non-Markovity parameter is introduced for the detailed analy...
The microscopic parameter characterizing the degree of non-Markovity of irreversible processes is in...
The dissipative dynamics of a vortex line in a superfluid is investigated within the frame of a non-...
A quasihydrodynamic approximation is introduced for senior memory functions in the chain of non-Mark...
A prove of equations of motion for the nuclear shape variables which establish a direct connection o...
A microscopic study of the non-Markovian (or memory) effects on the collective orientational relaxat...
The spectra of the non-Markovity parameter for three model systems are found: an ideal gas, weakly n...
We consider a general class of non-Markovian processes defined by stochastic differential equations ...
We consider a general class of non-Markovian processes defined by stochastic differential equations ...
The set of kinetic equation for the time correlation function of polarization in the correlation app...
We propose a new method to compute reliable estimates for memory functions of dynamical variables fr...
Using fractional Fokker-Planck equation and Langevin equation's Monte Carlo simulation, we find...
The non-Markovian kinetics of microscopic vortices in liquids is studied on the basis of the memory ...
In the present article we introduce the notions about the microscopic vortices (MV) in classical liq...
The work covers the non-ordered microscopic fluxes of the particles in the equilibrium classic liqui...
A general theory of the spectrum of the non-Markovity parameter is introduced for the detailed analy...
The microscopic parameter characterizing the degree of non-Markovity of irreversible processes is in...
The dissipative dynamics of a vortex line in a superfluid is investigated within the frame of a non-...
A quasihydrodynamic approximation is introduced for senior memory functions in the chain of non-Mark...
A prove of equations of motion for the nuclear shape variables which establish a direct connection o...
A microscopic study of the non-Markovian (or memory) effects on the collective orientational relaxat...
The spectra of the non-Markovity parameter for three model systems are found: an ideal gas, weakly n...
We consider a general class of non-Markovian processes defined by stochastic differential equations ...
We consider a general class of non-Markovian processes defined by stochastic differential equations ...
The set of kinetic equation for the time correlation function of polarization in the correlation app...
We propose a new method to compute reliable estimates for memory functions of dynamical variables fr...
Using fractional Fokker-Planck equation and Langevin equation's Monte Carlo simulation, we find...