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Instability of the miscible magnetic/non-magnetic fluid interface

The behaviour of the diffusion front of a magnetic fluid in contact with a miscible non-magnetic fluid in a normal magnetic field is studied. It was found that the magnetic field is a cause of the diffusion front bending and its movement accompanied by intense advective flows. These flows lead to th...

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Главные авторы: Zakinyan, A. R., Закинян, А. Р., Zakinyan, A. A., Закинян, А. А.
格式: Статья
語言:English
出版: Cambridge University Press 2021
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在線閱讀:https://dspace.ncfu.ru/handle/20.500.12258/15443
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spelling ir-20.500.12258-154432021-03-19T08:01:09Z Instability of the miscible magnetic/non-magnetic fluid interface Zakinyan, A. R. Закинян, А. Р. Zakinyan, A. A. Закинян, А. А. Magnetic field Magnetic fluid Stability Contact lines Fingering instability Diffusion in liquids The behaviour of the diffusion front of a magnetic fluid in contact with a miscible non-magnetic fluid in a normal magnetic field is studied. It was found that the magnetic field is a cause of the diffusion front bending and its movement accompanied by intense advective flows. These flows lead to the fast growth of the wavy shape of the diffusion front and formation of the peaks. This phenomenon is studied both numerically and experimentally. The reasons for the instability of the diffusion front in a magnetic field are discussed. The influence of the parameters of the problem (Schmidt number, magnetic Rayleigh number, magnetic field, the thickness of the layer, diffusion front width, etc.) on the instability parameters is studied both numerically and experimentally. It is shown that the studied instability differs from Rosensweig's instability 2021-03-15T13:52:55Z 2021-03-15T13:52:55Z 2021 Статья Krakov, M.S., Zakinyan, A.R., Zakinyan, A.A. Instability of the miscible magnetic/non-magnetic fluid interface // Journal of Fluid Mechanics. - 2021. - Volume 913 http://hdl.handle.net/20.500.12258/15443 en Journal of Fluid Mechanics application/pdf application/pdf Cambridge University Press
institution СКФУ
collection Репозиторий
language English
topic Magnetic field
Magnetic fluid
Stability
Contact lines
Fingering instability
Diffusion in liquids
spellingShingle Magnetic field
Magnetic fluid
Stability
Contact lines
Fingering instability
Diffusion in liquids
Zakinyan, A. R.
Закинян, А. Р.
Zakinyan, A. A.
Закинян, А. А.
Instability of the miscible magnetic/non-magnetic fluid interface
description The behaviour of the diffusion front of a magnetic fluid in contact with a miscible non-magnetic fluid in a normal magnetic field is studied. It was found that the magnetic field is a cause of the diffusion front bending and its movement accompanied by intense advective flows. These flows lead to the fast growth of the wavy shape of the diffusion front and formation of the peaks. This phenomenon is studied both numerically and experimentally. The reasons for the instability of the diffusion front in a magnetic field are discussed. The influence of the parameters of the problem (Schmidt number, magnetic Rayleigh number, magnetic field, the thickness of the layer, diffusion front width, etc.) on the instability parameters is studied both numerically and experimentally. It is shown that the studied instability differs from Rosensweig's instability
format Статья
author Zakinyan, A. R.
Закинян, А. Р.
Zakinyan, A. A.
Закинян, А. А.
author_facet Zakinyan, A. R.
Закинян, А. Р.
Zakinyan, A. A.
Закинян, А. А.
author_sort Zakinyan, A. R.
title Instability of the miscible magnetic/non-magnetic fluid interface
title_short Instability of the miscible magnetic/non-magnetic fluid interface
title_full Instability of the miscible magnetic/non-magnetic fluid interface
title_fullStr Instability of the miscible magnetic/non-magnetic fluid interface
title_full_unstemmed Instability of the miscible magnetic/non-magnetic fluid interface
title_sort instability of the miscible magnetic/non-magnetic fluid interface
publisher Cambridge University Press
publishDate 2021
url https://dspace.ncfu.ru/handle/20.500.12258/15443
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AT zakinyanaa instabilityofthemisciblemagneticnonmagneticfluidinterface
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