TY - JOUR
T1 - Dynamics of Water Droplets Breakup in Electric Fields
AU - Inculet, Ion I.
AU - Floryan, J. M.
AU - Haywood, Ross Jeffrey
N1 - Publication details (e.g. title, author(s), publication statuses and dates) are captured on an “AS IS” and “AS AVAILABLE” basis at the time of record harvesting from the data source. Suggestions for further amendments or supplementary information can be sent to [email protected].
PY - 1992/9
Y1 - 1992/9
N2 - The authors present an experimental and analytical study of the deformations and breakup of large water droplets that are approximately 1.4 cm in diameter, generated in micro-gravity, and subjected to an electric field. The deformations were recorded on films taken with a high-speed camera. The films show that under the electric field forces, the droplet extends along the direction of the electric field, forms Taylor cones at the elongated ends, and starts to eject several very small droplets from the tips of the cones before the entire mass breaks up in two or three droplets. The mathematical analysis and computer simulation presented in the paper show a successful reproduction of the various stages of the deformation process in time up to the formation of the Taylor cones. Up to that point, the numerical results show that 1) the dynamics of the deformation of the droplet is determined primarily by the electric and inertial forces, and the viscous effects appear less significant; 2) the motion in the interior of the droplet is limited to translation due to the droplet deformation with no mixing taking place. © 1992 IEEE
AB - The authors present an experimental and analytical study of the deformations and breakup of large water droplets that are approximately 1.4 cm in diameter, generated in micro-gravity, and subjected to an electric field. The deformations were recorded on films taken with a high-speed camera. The films show that under the electric field forces, the droplet extends along the direction of the electric field, forms Taylor cones at the elongated ends, and starts to eject several very small droplets from the tips of the cones before the entire mass breaks up in two or three droplets. The mathematical analysis and computer simulation presented in the paper show a successful reproduction of the various stages of the deformation process in time up to the formation of the Taylor cones. Up to that point, the numerical results show that 1) the dynamics of the deformation of the droplet is determined primarily by the electric and inertial forces, and the viscous effects appear less significant; 2) the motion in the interior of the droplet is limited to translation due to the droplet deformation with no mixing taking place. © 1992 IEEE
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U2 - 10.1109/28.158849
DO - 10.1109/28.158849
M3 - RGC 21 - Publication in refereed journal
SN - 0093-9994
VL - 28
SP - 1203
EP - 1204
JO - IEEE Transactions on Industry Applications
JF - IEEE Transactions on Industry Applications
IS - 5
ER -