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• W2009119568 abstract "The line tension, (free energy associated with the line of contact) is expected to have interesting singular behaviour at the wetting transition, as has already been inferred from mean field theory and scaling arguments. In order to investigate this behaviour, we consider an exactly soluble two-dimensional Ising model with appropriate wetting boundary conditions and investigate suitable definitions of , now a point tension, associated with the junction of an interface tilted with average angle θc and another lying along the substrate. Size-dependent fluctuations in the point of contact indicate that be defined through a convolution sum. Hence ≈ ln (1/θc) as θc ↓ 0 (wetting transition), which can be understood as a consequence of the entropic repulsion of the tilted part of the interface against the substrate. This logarithmic divergence is consistent with the recent scaling hypothesis of Indekeu and Robledo." @default.
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• W2009119568 date "1994-03-01" @default.
• W2009119568 modified "2023-09-25" @default.
• W2009119568 title "Divergence of the point tension at wetting" @default.
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• W2009119568 doi "https://doi.org/10.1002/bbpc.19940980330" @default.
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