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Why and how does a falling stream of fluid break up into droplets? It is well known that the major driving mechanism is the fluid surface tension, but other variables such as viscosity and environmental instabilities are also known to affect the breakup. In this research, the capillary retraction of liquid filaments is studied through experimental, theoretical and numerical methods.The first main novelty of this study is the detection of a fate-alternating transitional regime (breakup/no-breakup) in capillary retracting liquid filaments. This result is corroborated by a simple but effective…mehr

Produktbeschreibung
Why and how does a falling stream of fluid break up into droplets? It is well known that the major driving mechanism is the fluid surface tension, but other variables such as viscosity and environmental instabilities are also known to affect the breakup. In this research, the capillary retraction of liquid filaments is studied through experimental, theoretical and numerical methods.The first main novelty of this study is the detection of a fate-alternating transitional regime (breakup/no-breakup) in capillary retracting liquid filaments. This result is corroborated by a simple but effective model based on the interaction of capillary waves that originate at both ends of the filament and travel inwards along its surface.The other major achievement is a rigorous mathematical description of the space-time evolution of the filament interface. This derivation is based on a well-known 1D lubrication model for slender free-surface axisymmetric flows, and it is performed through asymptotic analysis techniques. The theoretical model is verified by numerical simulations and past works obtaining a good agreement.
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Autorenporträt
Dr. F.P. Contò graduated in Mechanical Engineering at the Polytechnic University of Bari (Italy) and achieved a Master of Research in Fluid Mechanics at ENSAM ParisTech in Paris. He obtained a PhD in Mechanical Engineering at Queen Mary University of London in 2019. His research interests include capillary waves and hydrodynamic instabilities.