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  1. This article focuses on the breakup of incompressible Newtonian liquids with constant viscosity ${\it\mu}$ and density ${\it\rho}$, which have a constant surface tension ${\it\sigma}$ at their liquid–gas interface and are surrounded by a dynamically passive gas.

    • Yuan Li, James E. Sprittles
    • 2016
    • Why does a liquid bridge have a weak end-effect?1
    • Why does a liquid bridge have a weak end-effect?2
    • Why does a liquid bridge have a weak end-effect?3
    • Why does a liquid bridge have a weak end-effect?4
  2. Jan 15, 2021 · We studied the effect of wettability, polymer concentration, and stretching speed on the breakup of a liquid bridge; the contact lines were free to move on the solid surfaces that delimit the bridge.

    • H. Chen, A. Ponce-Torres, J.M. Montanero, A. Amirfazli
    • 2021
  3. Liquid bridges refer to small volumes of liquid that form between two solid surfaces or objects due to the surface tension of the liquid, causing it to adopt a curved shape.

  4. Oct 1, 2023 · open access. Abstract. Wetting of solid surfaces by liquid deposition, contact dispensing, drop transfer, collision of wet particles, or during coating processes is often accompanied by the formation of liquid bridges between two or more solid substrates.

  5. May 5, 2020 · The formation of a liquid bridge in non-parallel plates is very common and the stability (whether or not it can move spontaneously) of such liquid bridges has been studied a lot for industry, e.g. in printing applications.

    • Xiongheng Bian, Haibo Huang, Liguo Chen
    • RSC Adv. 2020 May 26; 10(34): 20138-20144.
    • 10.1039/d0ra03438j
    • 2020/05/05
  6. The oil bridge immersed in 1% NaCl brine reached a CND = 0, i.e. its stability limit, faster than the one immersed in the 100% NaCl brine. In other words, the lower salinity aqueous phase produced a stable liquid bridge faster than the high salinity case.

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  8. We study the stability and breakup of liquid bridges with a free contact line on surfaces with contact-angle hysteresis (CAH) under zero-gravity conditions. Non-ideal surfaces exhibit CAH because of surface imperfections, by which the constraints on three-phase contact lines are influenced.

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