Pinch-off dynamics to describe animal lapping
Sunghwan Jung

TL;DR
This study models the pinch-off dynamics of water columns created by animal lapping, revealing how unsteady inertia influences the instability and how animals time their bites to maximize water intake.
Contribution
It introduces a modified Rayleigh-Plateau instability accounting for unsteady inertia and predicts pinch-off times based on acceleration, aligning well with experimental and animal data.
Findings
Pinch-off time scales with the -1/3 power of the Bond number.
Unsteady inertia increases the most unstable wavenumber and growth rate.
Animals likely time their bites to occur before pinch-off, optimizing water intake.
Abstract
Some carnivorous mammals (e.g., cats and dogs) lap water with their tongues to drink water at high frequencies. Such a fast moving tongue creates a liquid column out of a bath which is bitten by the mouth for drinking. Presumably, the animals bite just before the pinch-off time of the water column to maximize the water intake. Otherwise, the water column falls back to the bath before being bitten. Such a pinch-off phenomenon in the liquid column can be described as the acceleration-induced (i.e., unsteady) inertia balances with the capillary force. The classical Rayleigh-Plateau instability explains the competition of the steady inertia with the capillarity, but not with the unsteady inertia. In this study, we modify the Rayleigh-Plateau instability in the presence of the fluid acceleration, and show that the most unstable wavenumber and growth rate increase with acceleration. The…
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