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Dynamic wetting of dilute polymer solutions: The case of impacting droplets

The moving contact line of a dilute polymer solution that advances over, or recedes from a solid substrate, is a fundamental problem of fluid dynamics with important practical applications. In particular, the case of droplets impacting on hydrophobic surfaces received much attention in the recent pa...

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Bibliographic Details
Published in:Advances in colloid and interface science 2013-06, Vol.193-194, p.1-11
Main Author: Bertola, V.
Format: Article
Language:English
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Summary:The moving contact line of a dilute polymer solution that advances over, or recedes from a solid substrate, is a fundamental problem of fluid dynamics with important practical applications. In particular, the case of droplets impacting on hydrophobic surfaces received much attention in the recent past. Experiments show that while the advancing motion proceeds as with Newtonian liquids, recession is severely inhibited. This phenomenon was initially understood as an effect of elongational viscosity, which was believed to cause large energy dissipation in the fluid. Later on, a hydrodynamic mechanism was proposed to suggest that the slowing down of the contact line is due to non-Newtonian normal stresses generated near the moving droplet edge. Recent experiments however ruled out the role of elongational viscosity, showing that the fluid velocity measured inside the droplet during retraction is the same in water drops and polymer solution drops. Direct visualization of fluorescently stained λ-DNA molecules showed that polymer molecules are stretched perpendicularly to the contact line as the drop edge sweeps the substrate, which suggests an effective friction arises locally at the drop edge, causing the contact line to slow down. [Display omitted] •This paper reviews the literature about the impact of dilute polymer solution drops on hydrophobic surfaces.•Early approaches are analyzed critically to highlight their flaws.•Recent results demonstrating the true physical mechanism of the phenomenon are discussed.
ISSN:0001-8686
1873-3727
DOI:10.1016/j.cis.2013.03.001