1996
DOI: 10.1039/ft9969204187
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Ternary mutual diffusion coefficients and densities of the system {z1NaCl +(1 –z1)Na2SO4}(aq) at 298.15 K and a total molarity of 0.5000 mol dm–3

Abstract: Isothermal ternary mutual diffusion coefficients (interdiffusion coefficients) have been measured for the system { z,NaCl + (1 -z,)Na,SO,}(aq) at a constant total molarity of 0.5000 mol dm-, and 298.15 K using either Rayleigh or Gouy interferometry. Measurements were performed at NaCl molarity fractions of z1 = 1, 0.90, 0.75, 0.50, 0.25 and 0. Densities of all solutions used in the diffusion experiments were measured using pycnometers and/or a vibrating densimeter. Trace diffusion coefficients have been evalua… Show more

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Cited by 29 publications
(147 citation statements)
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“…Data acquisition was controlled via computer, which also performed the subsequent data reduction. 47 In brief, a typical diffusion experiment using the Gosting diffusiometer starts from preparing a sharp boundary …”
Section: Methodsmentioning
confidence: 99%
“…Data acquisition was controlled via computer, which also performed the subsequent data reduction. 47 In brief, a typical diffusion experiment using the Gosting diffusiometer starts from preparing a sharp boundary …”
Section: Methodsmentioning
confidence: 99%
“…29,30 The diffusion experiments were performed with the Gosting diffusiometer 30 operating in the Rayleigh mode. 31,32 In the interferometric Rayleigh technique (as well as for the Gouy) two solutions differing slightly in concentration and initially separated by a sharp boundary are allowed to diffuse into each other. The diffusion coefficients in such experiments are obtained from the position, evolution in time, and total number of fringes (J) produced by light passing through a cell containing the two solutions.…”
Section: Methodsmentioning
confidence: 99%
“…Very careful investigation of cross-diffusion coefficients has been carried out in aqueous solutions of NaCl (c 1 ) and MgCl 2 (c 2 ), as well as in solutions of NaCl (c 1 ) and Na 2 SO 4 (c 2 ). 40,[106][107][108][109] For the NaCl-MgCl 2 system, at molar ratios c 1 /c 2 4 1 (e.g., c 1 /c 2 = 3), 40 In that work, the diffusion of charged macromolecules in the presence of an electrolyte solution was discussed in terms of two models: (a) the Nernst-Hartley equations, 96 applicable to an ideal dilute ternary solution with two ionic components, and; (b) the Stokes-Einstein equation, 110 which describes the tracer diffusion coefficient (or mobility) of macromolecules in the limit of c 1 -0. For both models, the diffusion coefficients are independent of the reference frame, because they apply at infinite dilution.…”
Section: Cross-diffusion Without Reactionmentioning
confidence: 99%