info:eu-repo/semantics/article
Path suppression of strongly collapsing bubbles at finite and low Reynolds numbers
Fecha
2013-06-03Registro en:
Rechiman, Ludmila María; Dellavale Clara, Hector Damian; Bonetto, Fabian Jose; Path suppression of strongly collapsing bubbles at finite and low Reynolds numbers; American Physical Society; Physical Review E: Statistical, Nonlinear and Soft Matter Physics; 87; 6; 3-6-2013; 1-12
1063-651X
CONICET Digital
CONICET
Autor
Rechiman, Ludmila María
Dellavale Clara, Hector Damian
Bonetto, Fabian Jose
Resumen
We study, numerically and experimentally, three different methods to suppress the trajectories of strongly collapsing and sonoluminescent bubbles in a highly viscous sulfuric acid solution. A new numerical scheme based on the "window method" is proposed to account for the history force acting on a spherical bubble with variable radius. We could quantify the history force, which is not negligible in comparison with the primary Bjerknes force in this type of problem, and results are in agreement with the classical primary Bjerknes force trapping threshold analysis. Moreover, the present numerical implementation reproduces the spatial behavior associated with the positional and path instability of SL Argon bubbles in strongly gassed and highly degassed sulfuric acid solutions. Finally, the model allows us to demonstrate that spatially stationary bubbles driven by bi-harmonic excitation could be obtained with a mode different from the one used in previous reported experiments.