The motion, stability and breakup of a stretching liquid bridge with a receding contact line
Bian Qian, Kenneth S. Breuer

TL;DR
This paper investigates the behavior of a stretching liquid bridge with a receding contact line, combining experiments, static shape analysis, stability analysis, and dynamic modeling to predict bridge evolution and breakup.
Contribution
It introduces a comprehensive model integrating static, stability, and dynamic analyses to accurately predict liquid bridge behavior and breakup with a receding contact line.
Findings
The model accurately predicts the initial shape and stability of the liquid bridge.
The dynamic contact line model captures the rapid pinch-off behavior.
Experimental results agree well with numerical predictions.
Abstract
The complex behavior of drop deposition on a hydrophobic surface is considered by looking at a model problem in which the evolution of a constant-volume liquid bridge is studied as the bridge is stretched. The bridge is pinned with a fixed diameter at the upper contact point, but the contact line at the lower attachment point is free to move on a smooth substrate. Experiments indicate that initially, as the bridge is stretched, the lower contact line slowly retreats inwards. However at a critical radius, the bridge becomes unstable, and the contact line accelerates dramatically, moving inwards very quickly. The bridge subsequently pinches off, and a small droplet is left on the substrate. A quasi-static analysis, using the Young-Laplace equation, is used to accurately predict the shape of the bridge during the initial bridge evolution, including the initial onset of the slow contact…
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