2012
DOI: 10.1021/jp210860d
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Theoretical Study of Dissolved Gas at a Hydrophobic Interface

Abstract: In this work, the classic density functional approach is applied to describe the interfacial structure and properties of the dissolved gas and liquid in the presence of a hydrophobic wall. In the theoretical approach, the modified fundamental measure theory is adopted for the hard-sphere reference term, and the weighted density approximation is applied for the attractive term. The vapor−liquid phase coexistence curve and the interfacial tensions of Lennard-Jones binary mixtures are first calculated. The result… Show more

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Cited by 19 publications
(21 citation statements)
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“…While wetting phenomena on structureless substrates are fairly well understood [10][11][12][13], a connection between adsorption on microscopically corrugated surfaces and the underlying intermolecular forces is still largely missing. One obvious reason for the absence of such a description is that in contrast with structureless walls, that present a one-dimensional problem [14], the two-or three-dimensional problem of rough surfaces is much more involved computationally, such that the literature involving theoretical [15][16][17][18][19][20] and simulation [21][22][23] studies is rather limited.…”
Section: Introductionmentioning
confidence: 99%
“…While wetting phenomena on structureless substrates are fairly well understood [10][11][12][13], a connection between adsorption on microscopically corrugated surfaces and the underlying intermolecular forces is still largely missing. One obvious reason for the absence of such a description is that in contrast with structureless walls, that present a one-dimensional problem [14], the two-or three-dimensional problem of rough surfaces is much more involved computationally, such that the literature involving theoretical [15][16][17][18][19][20] and simulation [21][22][23] studies is rather limited.…”
Section: Introductionmentioning
confidence: 99%
“…In addition, the chemical potential equilibrium (i.e., Henry's law) imposes a dissolved gas concentration at the interface c b = Hp g > H(p 0 − p v ), with H the Henry constant, which is higher than that in the bulk liquid given by c ∞ = H(p 0 − p v ) for a saturated solution (i.e., equilibrium with a flat interface). Nuclei equilibrium and nucleation in wide crevices, therefore, require gas supersaturation close to the interface, which could be induced in our experiments through gas adsorption onto hydrophobic defects [25,26].…”
Section: Narrow and Wide Crevices As Nucleation Sitesmentioning
confidence: 99%
“…On the other hand, vapor bubble cannot nucleate in wide crevices since no mechanical equilibrium exists [20,21]. Yet, in presence of dissolved gas, molecule of gas can adsorb on hydrophobic surfaces [22,23], resulting in a local gas supersaturation required for nuclei equilibrium [20] and nucleation [24,25] in wide crevices. Nucleated gas bubble can then grow by diffusion from the surface adsorbed gas layer to the bubble [26].…”
mentioning
confidence: 99%
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“…In general, wetting refers to the extent by which a liquid wets a solid in a gaseous medium . The possibility of switching the roles of liquid and gaseous media results in what is termed as bubble wetting, where an air bubble either makes intimate contact with a solid immersed in a liquid medium (aerophilic) or will show less adherence with high bubble contact angle (BCA) (aerophobic); analogous to water droplet on hydrophilic or hydrophobic surface respectively . Interestingly, natural aquatic organisms particularly Potamodytes tuberosus, water fern Salvinia, scaled fishes are an epitome of indigenous organic surfaces harnessing the merits of superaerophilicity and superaerophobicity .…”
Section: Introductionmentioning
confidence: 99%