Standard

On the Mechanism of Own Rotation of Dust Particles. / Karasev, V. Yu.; Ermolenko, M. A.; Dzlieva, E. S.; Pavlov, S. I.; Novikov, L. A.; Mashek, I. Ch.

в: Technical Physics, Том 61, № 4, 2016, стр. 618-623.

Результаты исследований: Научные публикации в периодических изданиях › статья › Рецензирование

Harvard

Karasev, VY, Ermolenko, MA, Dzlieva, ES, Pavlov, SI, Novikov, LA & Mashek, IC 2016, 'On the Mechanism of Own Rotation of Dust Particles', Technical Physics, Том. 61, № 4, стр. 618-623.

APA

Karasev, V. Y., Ermolenko, M. A., Dzlieva, E. S., Pavlov, S. I., Novikov, L. A., & Mashek, I. C. (2016). On the Mechanism of Own Rotation of Dust Particles. Technical Physics, 61(4), 618-623.

Vancouver

Karasev VY, Ermolenko MA, Dzlieva ES, Pavlov SI, Novikov LA, Mashek IC. On the Mechanism of Own Rotation of Dust Particles. Technical Physics. 2016;61(4):618-623.

Author

Karasev, V. Yu. ; Ermolenko, M. A. ; Dzlieva, E. S. ; Pavlov, S. I. ; Novikov, L. A. ; Mashek, I. Ch. / On the Mechanism of Own Rotation of Dust Particles. в: Technical Physics. 2016 ; Том 61, № 4. стр. 618-623.

BibTeX

@article{99e7e31e35f64d73be1890a3404c3816,
title = "On the Mechanism of Own Rotation of Dust Particles",
abstract = "We analyze the physical reason for own rotation ofdust particles. We propose from analysis of literature data and our previous studies that own rotation of dust particles is due to azimuth-symmetric flow of ions to the particle surface, which is associated with a nonuniform distribution of the surface charge. This assumption is in conformity with the results of experiments in which the plasma flow is changed by introducing particles in the horizontal plane (horizontal cluster) and particles aligned along the discharge current (vertical cluster) and with the observation of the rotation threshold for the discharge current and the magnetic field. The experiments are performed with spherical particles using the coordinate tracing method. Our results make it possible to construct a model of spinning of charged dust tops for describing magnetic properties of a complex plasma.",
author = "Karasev, {V. Yu.} and Ermolenko, {M. A.} and Dzlieva, {E. S.} and Pavlov, {S. I.} and Novikov, {L. A.} and Mashek, {I. Ch.}",
year = "2016",
language = "English",
volume = "61",
pages = "618--623",
journal = "Technical Physics",
issn = "1063-7842",
publisher = "Pleiades Publishing",
number = "4",

}

RIS

TY - JOUR

T1 - On the Mechanism of Own Rotation of Dust Particles

AU - Karasev, V. Yu.

AU - Ermolenko, M. A.

AU - Dzlieva, E. S.

AU - Pavlov, S. I.

AU - Novikov, L. A.

AU - Mashek, I. Ch.

PY - 2016

Y1 - 2016

N2 - We analyze the physical reason for own rotation ofdust particles. We propose from analysis of literature data and our previous studies that own rotation of dust particles is due to azimuth-symmetric flow of ions to the particle surface, which is associated with a nonuniform distribution of the surface charge. This assumption is in conformity with the results of experiments in which the plasma flow is changed by introducing particles in the horizontal plane (horizontal cluster) and particles aligned along the discharge current (vertical cluster) and with the observation of the rotation threshold for the discharge current and the magnetic field. The experiments are performed with spherical particles using the coordinate tracing method. Our results make it possible to construct a model of spinning of charged dust tops for describing magnetic properties of a complex plasma.

AB - We analyze the physical reason for own rotation ofdust particles. We propose from analysis of literature data and our previous studies that own rotation of dust particles is due to azimuth-symmetric flow of ions to the particle surface, which is associated with a nonuniform distribution of the surface charge. This assumption is in conformity with the results of experiments in which the plasma flow is changed by introducing particles in the horizontal plane (horizontal cluster) and particles aligned along the discharge current (vertical cluster) and with the observation of the rotation threshold for the discharge current and the magnetic field. The experiments are performed with spherical particles using the coordinate tracing method. Our results make it possible to construct a model of spinning of charged dust tops for describing magnetic properties of a complex plasma.

M3 - Article

VL - 61

SP - 618

EP - 623

JO - Technical Physics

JF - Technical Physics

SN - 1063-7842

IS - 4

ER -

ID: 7560490