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      Geometry-dominated fluid adsorption on sculpted solid substrates.

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      Nature
      Springer Nature

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          Abstract

          The shape and chemical composition of solid surfaces can be controlled at a mesoscopic scale. Exposing such structured substrates to a gas that is close to coexistence with its liquid phase can produce quite distinct adsorption characteristics compared to those of planar systems, which may be important for technologies such as super-repellent surfaces or micro-fluidics. Recent studies have concentrated on the adsorption of liquids on rough and heterogeneous substrates, and the characterization of nanoscopic liquid films. But the fundamental effect of geometry on the adsorption of a fluid from the gas phase has hardly been addressed. Here we present a simple theoretical model which shows that varying the shape of the substrate can exert a profound influence on the adsorption isotherms of liquids. The model smoothly connects wetting and capillary condensation through a number of examples of fluid interfacial phenomena, and opens the possibility of tailoring the adsorption properties of solid substrates by sculpting their surface shape.

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          Most cited references20

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          Microfluidics-a review

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            Liquid morphologies on structured surfaces: from microchannels to microchips

            Liquid microchannels on structured surfaces are built up using a wettability pattern consisting of hydrophilic stripes on a hydrophobic substrate. These channels undergo a shape instability at a certain amount of adsorbed volume, from a homogeneous state with a spatially constant cross section to a state with a single bulge. This instability is quite different from the classical Rayleigh Plateau instability and represents a bifurcation between two different morphologies of constant mean curvature. The bulge state can be used to construct channel networks that could be used as fluid microchips or microreactors.
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              Pearl drops

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                Author and article information

                Journal
                Nature
                Nature
                Springer Nature
                0028-0836
                0028-0836
                Oct 26 2000
                : 407
                : 6807
                Affiliations
                [1 ] Department of Mathematics, Imperial College, London, UK.
                Article
                10.1038/35039590
                11069174
                c8ab4029-7e88-4ac2-a426-7b96d2560dd7
                History

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