1956
DOI: 10.1007/978-3-662-22546-2
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Thermodynamik der Mischphasen

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Cited by 298 publications
(96 citation statements)
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“…The liposomal phase and the aqueous detergent monomer solution is treated as described above, however, a more complex thermodynamic description of the micelles is used. The cylindrical parts and inhomogeneous end-caps (inhomogeneous with regards to detergent and lipid distribution compared to the distribution within the cylindrical part of the micelle) are considered, in analogy to the Gibbs treatment of interfaces [77,78]. Using the Gibbs approach and considering the translational entropy of micelles, Roth et al [75] determined the chemical potentials of the lipid and detergent in the micellar phase.…”
Section: Increase Of Detergent Concentrationmentioning
confidence: 99%
“…The liposomal phase and the aqueous detergent monomer solution is treated as described above, however, a more complex thermodynamic description of the micelles is used. The cylindrical parts and inhomogeneous end-caps (inhomogeneous with regards to detergent and lipid distribution compared to the distribution within the cylindrical part of the micelle) are considered, in analogy to the Gibbs treatment of interfaces [77,78]. Using the Gibbs approach and considering the translational entropy of micelles, Roth et al [75] determined the chemical potentials of the lipid and detergent in the micellar phase.…”
Section: Increase Of Detergent Concentrationmentioning
confidence: 99%
“…With increasing amounts of KCI the system tends to the virtual titration end point m, = 4 meq. Above pH' = 5 the dissociation of the third step starts and reaches an inflection point at pK 3 ; the fourth starts above pH = 7.5 and reaches an inflection point at pK 4 • Finally, at m, = [e'] = 8 meq the real titration end point is reached and shows itself in a distinctly recognizable break of the pH"-curve. Since due to e' + e" > 0, a surplus of alkali is present, the pH curves tend to limiting values in the alkaline range at continued addition of KCI.…”
Section: As a Consequencementioning
confidence: 93%
“…It is in the nature of such a power series that, in fact, the accuracy of numerical description changes due to the manner of truncation, nevertheless, the mathematical essence of the approach always remains the same. Therefore it is not surprising when Haase [17] (p. 360) showed that the polynomial nowadays ascribed to Redlich and Kister is completely identical with the conventional ansatz of Margules. The same was later underlined by others ( [7], p. 225; [18]).…”
Section: Practical Consequencesmentioning
confidence: 99%