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Application of the arbitrary lagrangian-eulerian method to simulate electrical coalescence and its experimental verification. / Utiugov, Grigorii; Chirkov, Vladimir; Reznikova, Marina.

в: International Journal of Plasma Environmental Science and Technology, Том 15, № 2, e02009, 2021.

Результаты исследований: Научные публикации в периодических изданияхстатьяРецензирование

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Utiugov, Grigorii ; Chirkov, Vladimir ; Reznikova, Marina. / Application of the arbitrary lagrangian-eulerian method to simulate electrical coalescence and its experimental verification. в: International Journal of Plasma Environmental Science and Technology. 2021 ; Том 15, № 2.

BibTeX

@article{9534cb2755dd4bdf82290cf264d8db01,
title = "Application of the arbitrary lagrangian-eulerian method to simulate electrical coalescence and its experimental verification",
abstract = "Under the action of a strong electric field, conducting droplets suspended in a dielectric liquid deform, attract each other, and can merge after their touching. The latter processes are called electrodeformation and electrocoalescence. The arbitrary Lagrangian-Eulerian method is one of the available approaches to simulate two-phase media, which has one crucial advantage over other techniques: it lets describing step-change in liquid properties when crossing the interface between two fluids. However, it generally fails to simulate volume merging or separation (i.e., changing topology). Suggested here is a computational model, where the idea of how-to-describe topology change during electrocoalescence is implemented. The model was developed for one of the most complex problems when electrical conductivities of contacting phases differ by many orders of magnitude. Numerical results were experimentally verified, which enables the model application to describe electrohydrodynamic processes in two-phase immiscible liquids and, in particular, electrocoalescence.",
keywords = "Electrocoalescence, Electrohydrodynamics, Moving mesh, Two-phase liquid, Water-oil emulsion, two-phase liquid, water-oil emulsion, electrocoalescence, electrohydrodynamics, moving mesh",
author = "Grigorii Utiugov and Vladimir Chirkov and Marina Reznikova",
note = "Publisher Copyright: {\textcopyright} 2021, Institute of Electrostatics. All rights reserved.",
year = "2021",
doi = "10.34343/ijpest.2021.15.e02009",
language = "English",
volume = "15",
journal = "International Journal of Plasma Environmental Science and Technology",
issn = "1881-8692",
publisher = "Institute of Electrostatics Japan",
number = "2",

}

RIS

TY - JOUR

T1 - Application of the arbitrary lagrangian-eulerian method to simulate electrical coalescence and its experimental verification

AU - Utiugov, Grigorii

AU - Chirkov, Vladimir

AU - Reznikova, Marina

N1 - Publisher Copyright: © 2021, Institute of Electrostatics. All rights reserved.

PY - 2021

Y1 - 2021

N2 - Under the action of a strong electric field, conducting droplets suspended in a dielectric liquid deform, attract each other, and can merge after their touching. The latter processes are called electrodeformation and electrocoalescence. The arbitrary Lagrangian-Eulerian method is one of the available approaches to simulate two-phase media, which has one crucial advantage over other techniques: it lets describing step-change in liquid properties when crossing the interface between two fluids. However, it generally fails to simulate volume merging or separation (i.e., changing topology). Suggested here is a computational model, where the idea of how-to-describe topology change during electrocoalescence is implemented. The model was developed for one of the most complex problems when electrical conductivities of contacting phases differ by many orders of magnitude. Numerical results were experimentally verified, which enables the model application to describe electrohydrodynamic processes in two-phase immiscible liquids and, in particular, electrocoalescence.

AB - Under the action of a strong electric field, conducting droplets suspended in a dielectric liquid deform, attract each other, and can merge after their touching. The latter processes are called electrodeformation and electrocoalescence. The arbitrary Lagrangian-Eulerian method is one of the available approaches to simulate two-phase media, which has one crucial advantage over other techniques: it lets describing step-change in liquid properties when crossing the interface between two fluids. However, it generally fails to simulate volume merging or separation (i.e., changing topology). Suggested here is a computational model, where the idea of how-to-describe topology change during electrocoalescence is implemented. The model was developed for one of the most complex problems when electrical conductivities of contacting phases differ by many orders of magnitude. Numerical results were experimentally verified, which enables the model application to describe electrohydrodynamic processes in two-phase immiscible liquids and, in particular, electrocoalescence.

KW - Electrocoalescence

KW - Electrohydrodynamics

KW - Moving mesh

KW - Two-phase liquid

KW - Water-oil emulsion

KW - two-phase liquid

KW - water-oil emulsion

KW - electrocoalescence

KW - electrohydrodynamics

KW - moving mesh

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UR - http://ijpest.com/Contents/15/2/e02009.html

UR - https://www.mendeley.com/catalogue/1c4e5603-f020-3de9-9346-afaaf8115a20/

U2 - 10.34343/ijpest.2021.15.e02009

DO - 10.34343/ijpest.2021.15.e02009

M3 - Article

AN - SCOPUS:85120625491

VL - 15

JO - International Journal of Plasma Environmental Science and Technology

JF - International Journal of Plasma Environmental Science and Technology

SN - 1881-8692

IS - 2

M1 - e02009

ER -

ID: 89567427