Oscillation, pseudo-rotation and coalescence of sessile droplets in a rotating electric field

•3-D oscillations and coalescence of water droplets are studied.•By increasing the contact angle, the resonant frequency is decreasing.•A new design of an electrowetting mixer is presented.•Two regimes were observed for droplet mixing. This paper reports the 3-D oscillations and coalescence of water...

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Bibliographic Details
Published in:Colloids and surfaces. A, Physicochemical and engineering aspects Physicochemical and engineering aspects, 2014-01, Vol.441, p.346-353
Main Authors: Ghazian, Osameh, Adamiak, Kazimierz, Peter Castle, G.S., Higashiyama, Yoshio
Format: Article
Language:English
Subjects:
Coalescence
Coalescing
Droplet
Droplets
Electric fields
Electrohydrodynamics
Mathematical analysis
Navier-Stokes equations
Oscillation
Oscillations
Rotating
Rotating electric field
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Summary:•3-D oscillations and coalescence of water droplets are studied.•By increasing the contact angle, the resonant frequency is decreasing.•A new design of an electrowetting mixer is presented.•Two regimes were observed for droplet mixing. This paper reports the 3-D oscillations and coalescence of water droplets deposited on a dielectric substrate under the effect of a rotating electric field, taking into account the effect of frequency of the applied AC voltage and the value of the contact angle. Motion of the fluid is governed by the Navier–Stokes equations, which are solved both inside and outside the droplet (ensuring the conservation of volume of the droplets). The time variation of the shape of a perfectly conducting droplet placed between two orthogonal pairs of parallel electrodes with two-phase voltage excitation demonstrates that a water droplet vibrates strongly at certain frequencies. It was found that the resonance frequency and the magnitude of the deformation strongly depend on the surface properties. This paper also presents a new design of an electrowetting mixer using the rotating electric field and offers a new method to effectively mix two droplets over a different range of AC frequencies. Two regimes were observed for droplet coalescence: (1) coalescence due to the high droplet deformation, (2) coalescence due to the interaction of electrically induced dipoles. Numerical simulations confirm that by increasing the electric capillary number, the first coalescence regime starts at lower frequencies.
ISSN:0927-7757
1873-4359
DOI:10.1016/j.colsurfa.2013.09.017