2012
DOI: 10.1103/physrevlett.109.074301
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Geometry of the Vapor Layer Under a Leidenfrost Drop

Abstract: In the Leidenfrost effect, liquid drops deposited on a hot surface levitate on a thin vapor cushion fed by evaporation of the liquid. This vapor layer forms a concave depression in the drop interface. Using laser-light interference coupled to high-speed imaging, we measured the radius, curvature, and height of the vapor pocket, as well as nonaxisymmetric fluctuations of the interface for water drops at different temperatures. The geometry of the vapor pocket depends primarily on the drop size and not on the su… Show more

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Cited by 181 publications
(188 citation statements)
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“…This net upward force is applied to the projected area of the droplet and balances the weight of the droplet. As the droplet size is increased or decreased, both the droplet shape and the vapor layer thickness change as well [26], [27]. For large droplets, the shape of the droplet takes on a pancake profile while small droplets are more spherical.…”
Section: Resultsmentioning
confidence: 99%
“…This net upward force is applied to the projected area of the droplet and balances the weight of the droplet. As the droplet size is increased or decreased, both the droplet shape and the vapor layer thickness change as well [26], [27]. For large droplets, the shape of the droplet takes on a pancake profile while small droplets are more spherical.…”
Section: Resultsmentioning
confidence: 99%
“…Whereupon a liquid contacts with a surface significantly hotter than the liquid boiling point, gases formed between the liquid and the hotter surface produce an insulating layer which keeps that liquid from boiling rapidly; this phenomenon is known as Leidenfrost effect [26]. Due to the fact that the tungsten coil…”
Section: Heating Program Of Wcaesmentioning
confidence: 99%
“…When theoretically deriving T L , one needs to determine the vapor thickness profile. In the case of a gently deposited droplet, this can be accomplished since the shape of the droplet is fixed except for the bottom surface, which reduces the problem to a lubrication flow of vapor in the gap between the substrate and the free surface [15][16][17][18][19][20]. For impacting droplets on an unheated surface at high Weber number We ≡ ρU 2 D 0 =σ (here, D 0 is the equivalent diameter of the droplet and ρ and σ are the density and the surface tension of the liquid, respectively), it is known that the neck around the dimple beneath the impacting droplet rams the surface.…”
mentioning
confidence: 99%