1970
DOI: 10.1021/i160033a013
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Variation of Liquid Diffusion Coefficients with Composition. Binary Systems

Abstract: The predictive capability of the Vignes equation is limited, with considerable deviations encountered in a number of systems. A modification of this expression is developed accounting for solution viscosity. Comparison with data for a large number of known systems shows that this modified version improves the over-all predictability. The concept of segmental diffusion is used to explain the results for mixtures of n-alkanes.

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Cited by 68 publications
(56 citation statements)
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“…(3), there have been many attempts to validate or improve on this correction factor (Gordon, 1937;Powell et al, 1941;Darken, 1948;Hartley and Crank, 1949;Wilke, 1949;Carman and Stein, 1956;Vignes, 1966;Rathbun and Babb, 1966;Leffler and Cullinan, 1970;Gainer, 1970;Turner, 1974Turner, , 1975Cussler, 1980;Gürkan, 1987;Gulari, 1984, 1989;Cullinan, 1985;Clark and Rowley, 1986;Siddiqi et al, 1987;Wu et al, 1988;Rollins and Knaebel, 1991;Matos Lopes et al, 1992;Pertler et al, 1996;Hsu and Chen, 1998;Hsu et al, 2000;Li et al, 2001;Bosse and Bart, 2006). Pertler et al (1996) conclude that the Schreiner equation is adequate to describe a range of non-ideal mixtures which they studied, but none of those was close to its consolute point.…”
Section: Introductionmentioning
confidence: 99%
“…(3), there have been many attempts to validate or improve on this correction factor (Gordon, 1937;Powell et al, 1941;Darken, 1948;Hartley and Crank, 1949;Wilke, 1949;Carman and Stein, 1956;Vignes, 1966;Rathbun and Babb, 1966;Leffler and Cullinan, 1970;Gainer, 1970;Turner, 1974Turner, , 1975Cussler, 1980;Gürkan, 1987;Gulari, 1984, 1989;Cullinan, 1985;Clark and Rowley, 1986;Siddiqi et al, 1987;Wu et al, 1988;Rollins and Knaebel, 1991;Matos Lopes et al, 1992;Pertler et al, 1996;Hsu and Chen, 1998;Hsu et al, 2000;Li et al, 2001;Bosse and Bart, 2006). Pertler et al (1996) conclude that the Schreiner equation is adequate to describe a range of non-ideal mixtures which they studied, but none of those was close to its consolute point.…”
Section: Introductionmentioning
confidence: 99%
“…From fitting experimental points we have determined the Soret and the diffusion coefficients in porous medium S T and D * . By using a Leffler-Cullinan relation [25], it is also possible to get an evaluation of the molecular diffusion coefficient in free media D as a function of the pressure:…”
Section: High-pressure Measurementsmentioning
confidence: 99%
“…Leffler and Cullinan [8] developed the Vignes equation [7] by incorporating the effect of viscosity of solution and each pure component. The proposed model was slightly more accurate than prior models.…”
Section: Model Names Equationsmentioning
confidence: 99%