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Universal spreading of water drops on complex surfaces
Soft Matter
10
, 2641–2648 (
2014
)
Authors
Bram Stapelbroek
H.P. Jansen
E. Stefan Kooij
Jacco Snoeijer
Antonin Eddi
BibTeΧ
@Article{C3SM52464G, author ="Stapelbroek, B. B. J. and Jansen, H. P. and Kooij, E. S. and Snoeijer, J. H. and Eddi, A.", title ="Universal spreading of water drops on complex surfaces", journal ="Soft Matter", year ="2014", volume ="10", issue ="15", pages ="2641-2648", publisher ="The Royal Society of Chemistry", doi ="10.1039/C3SM52464G", url ="http://dx.doi.org/10.1039/C3SM52464G", abstract ="A drop of water spreads very rapidly just after it is gently deposited on a solid surface. Here we experimentally investigate how these early stages of spreading are influenced by different types of surface complexity. In particular{,} we consider micro-textured substrates{,} chemically striped substrates and soft substrates. For all these complex substrates{,} it is found that there always exists an inertial regime where the radius r of the wetted area grows as r [similar] t1/2. For perfectly wetting substrates{,} this regime extends over several decades in time{,} whereas we observe a deviation from a pure power-law for partially wetting substrates. Our experiments reveal that even the cross-over from the 1/2 power law to the final equilibrium radius displays a universal dynamics. This cross-over is governed only by the final contact angle{,} regardless of the details of the substrate."}
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