2010
DOI: 10.1007/s00723-010-0185-1
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Self-Diffusion of Ionic Surfactants and Counterions in Premicellar and Micellar Solutions of Sodium, Lithium and Cesium Dodecyl Sulfates as Studied by NMR-Diffusometry

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Cited by 28 publications
(21 citation statements)
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“…As displayed in Table 3 for some alkali nuclei, we obtain some correlation between the orders of magnitude of their relaxation rate measured in dilute aqueous solution 52 and the intrinsic parameter extracted from the quadrupolar coupling constant ([Q(1 − γ ∞ )] 2 /[2I(2I − 1)] 2 ). As illustrated in Table 3, the quadrupolar relaxation mechanism appears very efficient for monitoring the NMR relaxation of some alkali cations ( 85 Rb, 39 K, and 23 Na) in dilute aqueous solutions. By contrast, in the presence of paramagnetic impurities, the heteronuclear dipolar coupling may significantly contribute to the NMR relaxation of other quadrupolar nuclei ( 7 Li and 133 Cs) because of the weakness of their quadrupolar contribution.…”
Section: A2 Relaxation Contributionsmentioning
confidence: 99%
“…As displayed in Table 3 for some alkali nuclei, we obtain some correlation between the orders of magnitude of their relaxation rate measured in dilute aqueous solution 52 and the intrinsic parameter extracted from the quadrupolar coupling constant ([Q(1 − γ ∞ )] 2 /[2I(2I − 1)] 2 ). As illustrated in Table 3, the quadrupolar relaxation mechanism appears very efficient for monitoring the NMR relaxation of some alkali cations ( 85 Rb, 39 K, and 23 Na) in dilute aqueous solutions. By contrast, in the presence of paramagnetic impurities, the heteronuclear dipolar coupling may significantly contribute to the NMR relaxation of other quadrupolar nuclei ( 7 Li and 133 Cs) because of the weakness of their quadrupolar contribution.…”
Section: A2 Relaxation Contributionsmentioning
confidence: 99%
“…Analogous regularities are also typical of the chemical shifts of protons in β CH 2 and γ CH 2 groups. [20] under the following conditions: CMC 1 = 8 mM; the degree of counterion binding by micelles, β = 0.82 [21]; and n 1 = 60 [22][23][24]. The calculation was carried out by the equation (11) taking into account that [25] Here n = n 1 (1 + β), is the micellization constant, and c 0 is the critical micellization concentration.…”
Section: Determination Of Chemical Shiftsmentioning
confidence: 99%
“…Viscosity measurements were made on select solutions to confirm that the changes observed in the micelle diffusion coefficients resulted from changes in their hydrodynamic radii and not from increasing solution viscosity. NMR diffusion measurements were also used to investigate the effect of solution pH on the binding of cationic amino acids to the negatively charged und-Leu micelle surface [29][30][31][32][33][34]. The counterions investigated in this study were sodium (Na ? )…”
Section: Introductionmentioning
confidence: 99%