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- W2028856714 abstract "Nous étudions expérimentalement la forme de zones sèches dans un film ruisselant sur un plan incliné à relativement fort angle de contact θ. Le rayon de courbure R de leur sommet s'écrit R/lc∼lcVc/(Γ sinα)−F(α,θ), où Γ est le débit linéique, α la pente du plan incliné, lc et Vc les longueurs et vitesses capillaires, et où F(α,θ) est une correction qui décroı̂t avec α et croı̂t avec θ. Un modèle simple permet de retrouver cette correction, ainsi que l'existence d'un débit critique au dessus duquel l'arche cède. We study experimentally the shape of dry patches inside a film flowing along an inclined plane at relatively high value of the contact angle θ. Their radius of curvature R near apex, is given by R/lc∼lcVc/(Γ sinα)−F(α,θ), where Γ is the flow rate per unit length, α the plate slope, and F(α,θ) is a correction that increases with θ and decreases with α (lc and Vc are the capillary length and the capillary velocity). A simple model allows us to recover this correction and also the existence of a critical flow rate above which dry patches disappear." @default.
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- W2028856714 date "2001-11-01" @default.
- W2028856714 modified "2023-09-25" @default.
- W2028856714 title "Courbure de la frontière d'une zone sèche dans un film en écoulement" @default.
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- W2028856714 doi "https://doi.org/10.1016/s1296-2147(01)01249-5" @default.
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