2005
DOI: 10.1021/la052632a
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Lattice Model for the Wetting Transition of Alkanes on Aqueous Surfactant Solutions

Abstract: Droplets of alkanes on aqueous solutions of the cationic surfactants C(n)TAB (CH3(CH2)(n-1)N+ (CH3)3Br-) exhibit a first-order wetting transition as the concentration of the surfactant is increased. A theoretical model is presented in which the surface free energy is broken down into a long-range dispersion interaction and a short-range interaction described by a 2D lattice gas, taking into account the interaction between oil and surfactant molecules. The model provides quantitative agreement with the observed… Show more

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Cited by 26 publications
(13 citation statements)
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“…Consequently, the free energy of a monolayer at an air–water interface was calculated using 2D lattice theory. This 2D lattice has Γ m sites per unit area, which is equal to the total surface excess of surfactant and oil at saturation . Assuming that each interfacial site is occupied by surfactant and oil molecules with probability x s and x 0 , respectively, or that they can be empty with probability (1 – x s – x 0 ), the γ AW for the DTAB–hexadecane system is given by where γ 0 AW is the surface tension of pure water and m is the concentration of DTAB.…”
Section: Line Tensionmentioning
confidence: 99%
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“…Consequently, the free energy of a monolayer at an air–water interface was calculated using 2D lattice theory. This 2D lattice has Γ m sites per unit area, which is equal to the total surface excess of surfactant and oil at saturation . Assuming that each interfacial site is occupied by surfactant and oil molecules with probability x s and x 0 , respectively, or that they can be empty with probability (1 – x s – x 0 ), the γ AW for the DTAB–hexadecane system is given by where γ 0 AW is the surface tension of pure water and m is the concentration of DTAB.…”
Section: Line Tensionmentioning
confidence: 99%
“…Therefore, it can be concluded for the above system that the 2D gas−liquid phase transition leads to a first-order transition from partial to pseudopartial wetting. We applied 2D lattice theory to the wetting transition, 23 revealing that the abrupt increase in surface density at the air− water interface upon the 2D gas−liquid phase transition stabilizes the interface against oil penetration. This is caused by the entropic gain as the result of the mixing of surfactant and oil molecules within the monolayer.…”
Section: ■ Wetting Transitionsmentioning
confidence: 99%
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“…This is surely the reason why many groups dedicated work to this subject, for example. [1][2][3][4][5][6] The present work is closely linked to systematic studies of adsorption of alkanes from the gas phase on a water surface mainly pioneered by Pethica and co-workers. [7][8][9][10][11][12] Using modern methodologies like X-ray and neutron reflection the thickness of such adsorbed alkane layers was determined to be about 4-5 nm, 13 while Schlossman 14 discussed on the basis of X-ray data that the thickness of the transition region from alkane to water has a width of about 0.5 nm.…”
Section: Introductionmentioning
confidence: 99%
“…Therefore, the spreading rates of the organic droplets decreased quickly at first and then slowed down. The spreading of the organic droplet results in the deformation of the organic droplet quickly from a sphere to a flat organic lens on the supporting fluid …”
Section: Discussionmentioning
confidence: 99%