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A model solution of the generalized langevin equation: Emergence and breaking of time-scale invariance in single-particle dynamics of liquids for the velocity autocorrelation function of a particle (atom, molecule) and of the time scale
A model solution of the generalized langevin equation: Emergence and breaking of time-scale invariance in single-particle dynamics of liquids for the velocity autocorrelation function of a particle (atom, molecule) and of the time scale
Mathematical modeling of the dynamics of inertial polydisperse particles in a vortex flow for solving the problem of modeling the dynamics of inertial polydisperse particles. Dispersed phase models
THE NUMERICAL MODELING OF PROTONS CAPTURE IN A MODE OF SERFATRON ACCELERATION BY ELECTROMAGNETIC WAVES IN SPACE PLASME (AT OPTIMAL CONDITATONS) differential equation for the phase of the wave on the trajectory of the particles. The were obtained dynamic
Spherical particle dynamics at oscillations in tubes in the shock wave field amplitude of the particle and its average velocity. The nonmonotone character revealed the dependence
Parametric X-rays along the velocity direction of an emitting particle under conditions of the Cherenkov effectPeculiarities in the parametric X-rays along the velocity direction of a relativistic electron
Einstein-aether theory: Dynamics of relativistic particles with spin or polarization in a Gödel-type universe consider a cosmological model, which describes the evolution of the unit dynamic vector field
Spherical particle dynamics at oscillations in tubes in the shock wave field amplitude of the particle and its average velocity. The nonmonotone character revealed the dependence
Oscillations of a homogeneous gas and drift particles in an external wave field an open tube© Published under licence by IOP Publishing Ltd. The dynamics of a particle and a homogeneous gas
Escape from a rotating barred galaxyWe study the dynamics in the outer regions of a rotating barred galaxy and in particular, we
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