1964
DOI: 10.1002/9780470143520.ch3
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On the Thermodynamics of Surface Systems

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1966
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Cited by 18 publications
(5 citation statements)
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“…More elaborate models for surface tensions of mixtures are available; we have tested one in which molecular interactions are accounted for by a Flory parameter [17] and found it equivalently described our frothing data. Therefore, our analysis is not model-dependent and in the following we use the simple approximation of eq.…”
Section: Fig 1: Surface Tensions Of Decane/toluene (Red) and Octane/mentioning
confidence: 99%
“…More elaborate models for surface tensions of mixtures are available; we have tested one in which molecular interactions are accounted for by a Flory parameter [17] and found it equivalently described our frothing data. Therefore, our analysis is not model-dependent and in the following we use the simple approximation of eq.…”
Section: Fig 1: Surface Tensions Of Decane/toluene (Red) and Octane/mentioning
confidence: 99%
“…2020, 2021), the length varies with mixture composition and reaches a maximum at a composition depending on the species at stake; its value is a few tenths of nanometres at most for the mixtures investigated herein. The length also depends on the surfaces of the molecules at the interface, which are poorly known quantities since they are not measured but extrapolated from other properties (Eriksson 1964; Santos & Reis 2014). The value of is particularly difficult to determine in mixtures of molecules of very different sizes.…”
Section: Thickness-dependent Surface Tension Of Binary Mixturesmentioning
confidence: 99%
“…We have recently shown that the phenomenon at the origin of the longer bubble lifetimes in binary mixtures is the difference of molecular concentrations between the bulk and the interfaces, when the two liquids have different surface tensions (Tran et al 2020(Tran et al , 2021. Actually, it has been established long ago that, in mixtures, the molecules with the smallest surface energy are more concentrated at the interface than in the bulk (Butler 1932;Prigogine & Marechal 1952;Eriksson 1964). We have demonstrated that the species with the lowest surface tension can thus play a surfactant-like role for the other species.…”
Section: Introductionmentioning
confidence: 99%
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“…Considering a physical planar surface phase 15 of molecular components A and B at fixed temperature T and pressure p that is in thermodynamic equilibrium with an underlying liquid phase, the differential of the surface-phase Gibbs energy is where G stands for Gibbs energy, S for entropy, V for volume, γ for surface tension, A for surface area, and μ i and n i for chemical potential and the amount of the substance, respectively, of component i = A, B. The superscript “s” denoting the surface phase is only attached to properties whose equilibrium values are different in both phases.…”
Section: Butler Equationmentioning
confidence: 99%