[EN] Dynamic characteristics of strongly coupled classical one-component Coulomb and Yukawa plasmas are obtained within the nonperturbative model-free moment approach without any data input from simulations so that the dynamic structure factor (DSF) satisfies the first three nonvanishing sum rules automatically. The DSF, dispersion, decay, sound speed, and other characteristics of the collective modes are determined using exclusively the static structure factor calculated from various theoretical approaches including the hypernetted chain approximation. A good quantitative agreement with molecular dynamics simulation data is achieved.This research work was supported by Grants No. 0263/PTsF, No. 3119/GF4, No. 3120/GF4, and No. 3831/GF4 (Min...
We analyze the Vlasov dispersion relation for Yukawa plasmas in three dimensions for the purpose of ...
Very simple explicit analytical expressions, which are able to describe the dispersion relations of ...
We propose a simple analytical approximation for the radial distribution function (RDF) in a single-...
Dynamic characteristics of strongly coupled classical one-component Coulomb and Yukawa plasmas are o...
[EN] The self-consistent relaxation theory is employed to describe the collective ion dynamics in st...
Molecular dynamics (MD) simulations are used to compute the equilibrium dynamics of a single compone...
The dynamic structure factor of dense two-component plasmas is studied within the method of moments....
We present high precision Molecular Dynamics simulations for the dynamical structure function, S(k, ...
Thesis advisor: Gabor J. KalmanMixtures of charged particles, where the components have different ch...
The pair correlation function g(r) for a strongly coupled Yukawa liquid has been generated by using ...
A many-body system of charged particles interacting via a pairwise Yukawa potential, the so-called Y...
Investigation of dynamic properties of non-ideal one-component plasmas by the method of moments Dyn...
The dynamic structure factor and the spectrum of the momentum-density fluctuations of 2D Yukawa liqu...
We discuss dynamical properties of Yukawa systems, i.e., systems of particles interacting through Yu...
The Yukawa one-component plasma (OCP) model is a paradigm for describing plasmas that contain one co...
We analyze the Vlasov dispersion relation for Yukawa plasmas in three dimensions for the purpose of ...
Very simple explicit analytical expressions, which are able to describe the dispersion relations of ...
We propose a simple analytical approximation for the radial distribution function (RDF) in a single-...
Dynamic characteristics of strongly coupled classical one-component Coulomb and Yukawa plasmas are o...
[EN] The self-consistent relaxation theory is employed to describe the collective ion dynamics in st...
Molecular dynamics (MD) simulations are used to compute the equilibrium dynamics of a single compone...
The dynamic structure factor of dense two-component plasmas is studied within the method of moments....
We present high precision Molecular Dynamics simulations for the dynamical structure function, S(k, ...
Thesis advisor: Gabor J. KalmanMixtures of charged particles, where the components have different ch...
The pair correlation function g(r) for a strongly coupled Yukawa liquid has been generated by using ...
A many-body system of charged particles interacting via a pairwise Yukawa potential, the so-called Y...
Investigation of dynamic properties of non-ideal one-component plasmas by the method of moments Dyn...
The dynamic structure factor and the spectrum of the momentum-density fluctuations of 2D Yukawa liqu...
We discuss dynamical properties of Yukawa systems, i.e., systems of particles interacting through Yu...
The Yukawa one-component plasma (OCP) model is a paradigm for describing plasmas that contain one co...
We analyze the Vlasov dispersion relation for Yukawa plasmas in three dimensions for the purpose of ...
Very simple explicit analytical expressions, which are able to describe the dispersion relations of ...
We propose a simple analytical approximation for the radial distribution function (RDF) in a single-...