1996
DOI: 10.1016/0927-7757(96)03571-6
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Application of 2D polymer film scaling theory to natural sea surface films

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Cited by 9 publications
(11 citation statements)
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“…The mean molecular mass M w (= 0.65-9.7 kDa) and limiting specific area (= 2.7-31.6 nm 2 /molecule) of surfactants composing the film point to the polymer-like biomolecules with an apparent structural organization at the air-water interface (Pogorzelski, 2001). The degree of mixing and formation of layered structures of surfactants in a multicomponent natural film can be predicted by means of the 2D polymer scaling theory applied to the isotherms and expressed by the value of the scaling exponent y demonstrated by the interfacial system (Pogorzelski, 1996). Recently, the novel approach proposed for the description of surfactant adsorption kinetics is based on the mixed kinetic-diffusion model (Eastoe et al, 2001).…”
Section: Sea Surface Filmsmentioning
confidence: 99%
See 1 more Smart Citation
“…The mean molecular mass M w (= 0.65-9.7 kDa) and limiting specific area (= 2.7-31.6 nm 2 /molecule) of surfactants composing the film point to the polymer-like biomolecules with an apparent structural organization at the air-water interface (Pogorzelski, 2001). The degree of mixing and formation of layered structures of surfactants in a multicomponent natural film can be predicted by means of the 2D polymer scaling theory applied to the isotherms and expressed by the value of the scaling exponent y demonstrated by the interfacial system (Pogorzelski, 1996). Recently, the novel approach proposed for the description of surfactant adsorption kinetics is based on the mixed kinetic-diffusion model (Eastoe et al, 2001).…”
Section: Sea Surface Filmsmentioning
confidence: 99%
“…The characterization of the miscibility or phase separation of the monolayer-forming components can be expressed in terms of the 2D polymer film scaling theory via y-scaling exponent derived from the relation E isoth = yp as shown in (Pogorzelski, 1996). Low values of y (<3.5) stand for a homogeneous mixed film ('good' solvent condition), higher y%8 ('theta' solvent case) lead to less film homogeneity observed as patches or domains of film-forming components.…”
Section: Static Film Properties -Scaling Proceduresmentioning
confidence: 99%
“…2D phase separation of the monolayer-forming components in a heterogeneous film can be considered in the framework of the 2D polymer film-scaling theory (De Gennes 1979 ; Jiang and Chiew 1994 ). The scaling exponent ( y )—can be obtained from the relation E isoth = yπ , by measuring the high-frequency limit of the surface modulus E isoth as a function of the surface pressure (Pogorzelski 1996 ). For low values of y (< 3.5), the interfacial film-water subphase system demonstrates a “good” solvent behavior and one is concerned with a homogeneous monomolecular mixed film.…”
Section: Static Film Structure Parametersmentioning
confidence: 99%
“…Further parameters ∆S c and R result from the integration routine of the compression and expansion isotherm plots. The scaling exponent y is determined from the relation E isoth = yπ from its low surface pressure range (0 < π < 2–3 mN m −1 ) part, as shown in Pogorzelski 1996 . The surface pressure temperature coefficient β s is obtained from a slope of the straight line tangent to the experimental plot computed using a least-squares fitting procedure (values of r 2 were ranging from 0.83 to 0.96; where r is the correlation coefficient), and applied to the particular temperature ranges below and above the cusp points evidenced at each isochore plots (see Fig.…”
Section: Static Film Structure Parametersmentioning
confidence: 99%
“…The miscibility and self-organization of film-composing surfactants within the interfacial structure can be foreseen by adopting the 2D polymer film scaling approach. The scaling exponent y can be obtained from the dependence E isoth = yπ , under the high-frequency film compression condition, where the film material is assumed to be effectively insoluble (Pogorzelski 1996 ). The taken particular y values point to a certain surfactants structure morphology as follows: values of y lower than 3.5 represent an uniformly spatially mixed film (so-called “good “solvent condition), for y ~ 8 (“theta solvent condition”) film heterogeneity as surface aggregates or 2D micelles of film compounds is expected to appear, and finally largest y values (> 10–16; “poor” solvent condition) correspond to a horizontally layered surfactants structure with the most surface-active (and insoluble) component residing on the top of such an interfacial sandwich-like texture.…”
Section: Methodsmentioning
confidence: 99%