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Fluctuations in one-dimensional dynamic systems

Mendygulov, Yu. D., Moskovkin, V. M.

We consider one-dimensional dynamic systenls with random fluctuations that are encountered

Одномерный решетчатый газ

Татосов, А. В., Tatosov, A. V.

The particle function of the infinite one-dimensional system distribution is derived. The external

Impact of Basset force on threshold values of particle drag coefficient and density parameter in standing sinusoidal wave

Gubaidullin D., Osipov P., Zakirov A.

© Published under licence by IOP Publishing Ltd. A one-dimensional drift of spherical particle

Density of quasilocalized states along the resonance curves in continuum=Особенности плотности квазилокальных состояний вдоль резонансных кривых в сплошном спектре

Kosevich, A. M., Matsokin, D. V., Savotchenko, S. E.

Densities of quasilocalized states are calculated and analyzed for a one-dimensional system with a

Модель поведения квантовой частицы в потенциальной яме с подвижной стенкой

Карцев А.И., Сафронов А.А., Махов М.И.

In this paper, we find an analytical expression for the energy spectrum of a particle in a one-dimensional

Anomalous Electron Transport in One-Dimensional ElectronCyclotron Drift Turbulence

Smolyakov A., Zintel T., Couedel L., Sydorenko D., Umnov A., Sorokina E., Marusov N.

of the instability and resulting anomalous electron current using nonlinear Particle-in-Cell simulations. It is found

Spin 1 Particle with Anomalous Magnetic Moment in an External Uniform Electric Field

Ovsiyuk, E. M., Voynova, Ya. A., Kisel, V. V., Balan, V., Redkov, V. M., Овсиюк, Е. М., Войнова, Я. А., Кисель, В. В., Балан, В., Редьков, В. М.

study the behavior of a vector particle with anomalous magnetic moment in the presence of an external

Особенности распространения ударной волны частиц с учетом их объемной доли

Гольдина, Надежда Викторовна

Numerical solution of the one-dimensional problem of shock wave propagation over gas-particle

Dependence of the distribution function of systems with respect to the number of particles in a large canonical ensemble on the dimensions of the system

Vernov A.V., Andryushin A.V.

to the number of particles in a large canonical ensemble have been carried out under differently assigned

Distribution function of lattice systems of finite dimensions with respect to the number of particles in a large canonical ensemble

of a system with respect to the number of particles in a large canonical ensemble, i

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