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Original scientific paper

Implementation of the electrohydrodynamics’ perfect dielectric model in OpenFOAM

By
Stefan A. Bošković ,
Stefan A. Bošković
Contact Stefan A. Bošković

Innovation Center of the Faculty of Technology and Metallurgy in Belgrade, University of Belgrade , Belgrade , Serbia

Aleksandar Karač ,
Aleksandar Karač

Polytechnic Faculty, University of Zenica , Zenica , Bosnia and Herzegovina

Slobodan B. Vrhovac ,
Slobodan B. Vrhovac

Institute of Physics Belgrade, University of Belgrade , Belgrade , Serbia

Aleksandar Belić ,
Aleksandar Belić

Institute of Physics Belgrade, University of Belgrade , Belgrade , Serbia

Branko Bugarski
Branko Bugarski

Faculty of Technology and Metallurgy, University of Belgrade , Belgrade , Serbia

Abstract

The electrohydrodynamics’ (EHD) perfect dielectric model was added into computational fluid dynamics (CFD) software OpenFOAM in order to improve its usability for the EHD field and specifically for the mentioned model. Based on the investigated literature, it can be said that this is the most complete implementatiton of the said model. Two sets of numerical simulations with two different fluids are presented and analyzed. One set is one-dimensional. The other set is with a drop of one fluid surrounded by other fluid. Oscillations can be observed with certain expressions or calculation strategies for the electrostrictive force, and used for disregarding them. Results that are closer to analytical predictions can be obtained by using appropriate expression for the dielectric force. The electrostrictive force was implemented not only for nonpolar, but also for polar fluids, and it is shown that it might significantly influence the drop deformation. Calculated and analytically predicted drop deformations were close or comparable even up to around 0.25, what is significantly higher and different from a previous study made by other authors. Different expressions for the electric permittivity and usage of limiters for volume fractions were investigated. Conclusions from this paper can be transferred to more complicated models.

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Authors retain copyright. This work is made freely available online under an open-access model under a Creative Commons Attribution-NonCommercial-NoDerivatives 4.0 International License (CC-http://creativecommons.org/licenses/by-nc-nd/4.0/BY-NC-ND 4.0).

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