1996
DOI: 10.1039/ft9969203079
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Resonant-surface second-harmonic generation studies of phenol derivatives at air/water and hexane/water interfaces

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Cited by 52 publications
(74 citation statements)
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“…Despite the weakness of the SH signals, the technique has allowed to probe liquid interfaces with a detailed insight into molecular properties. [7±9] At liquid/ liquid interfaces, orientation, solvation, and chemical equilibria have been studied [10,11] and polarised interfaces have also been investigated. [12,13] Furthermore, an interfacial polarity scale has been established for a wide range of liquid interfaces with solvatochromic probes.…”
Section: Introductionmentioning
confidence: 99%
“…Despite the weakness of the SH signals, the technique has allowed to probe liquid interfaces with a detailed insight into molecular properties. [7±9] At liquid/ liquid interfaces, orientation, solvation, and chemical equilibria have been studied [10,11] and polarised interfaces have also been investigated. [12,13] Furthermore, an interfacial polarity scale has been established for a wide range of liquid interfaces with solvatochromic probes.…”
Section: Introductionmentioning
confidence: 99%
“…From the surface tension data at pH 1 and pH 13 the corresponding surface excess was calculated based on the Gibbs equation [12]. The stronger proclivity of phenol to the air/water interface [43,44] is seen in the larger adsorption equilibrium constant, K phenol ads , of phenol, 682 ± 69, at a bulk pH of 1, compared with phenolate K phenolate ads of 24 ± 3 at a bulk pH of 13. Comparison of the adsorption equilibrium constants shows that phenol, being neutral, is more surface active, by a factor of 28 with respect to phenolate.…”
Section: The Importance Of Maintaining a Constant Phmentioning
confidence: 99%
“…2À5,14,45À53 An important point to note is that the nonresonant contribution to the second-order susceptibility is intrinsic to all interfacial systems and can lead to asymmetry in resonance enhanced line shapes. Depending on its magnitude and sign, χ NR (2) can result in calculated excitation wavelengths that differ noticeably from the experimentally measured λ max . Because χ NR (2) can be different for each type of interface studied, this term was treated simply as an adjustable parameter.…”
Section: ' Introductionmentioning
confidence: 86%