“…x 10"5 cm2/sec was found for 0.05 M CuSO* at 25°C, in good agreement with the result 0.66 x 10"5 found by Cole and Gordon (1936), adjusted for difference in temperature.…”
The diffusivities of KCI and of CuSCU in water have been measured using an improved version of the capillary technique. In the new method, diffusion out of the capillary proceeds in the absence of stirring in the bulk solution. The amount of diffusing substance which remains in the capillary is analyzed after a chosen time. Using a recently reported solution for three-dimensional diffusion from a capillary, the time-concentration data provide a measure of diffusivity. Accurate values of diffusivity of KCI in water which agree very well with literature values are obtained in 5 hr. Much longer times are needed if the capillary method is used with stirring.
“…x 10"5 cm2/sec was found for 0.05 M CuSO* at 25°C, in good agreement with the result 0.66 x 10"5 found by Cole and Gordon (1936), adjusted for difference in temperature.…”
The diffusivities of KCI and of CuSCU in water have been measured using an improved version of the capillary technique. In the new method, diffusion out of the capillary proceeds in the absence of stirring in the bulk solution. The amount of diffusing substance which remains in the capillary is analyzed after a chosen time. Using a recently reported solution for three-dimensional diffusion from a capillary, the time-concentration data provide a measure of diffusivity. Accurate values of diffusivity of KCI in water which agree very well with literature values are obtained in 5 hr. Much longer times are needed if the capillary method is used with stirring.
“…The use of sintered-glass diaphragm cells for measuring diffusion coefficients has been shown by McBain (67) and especially by Gordon (14,32) and Hartley and Runnicles (43) to be convenient and accurate. Since the diffusion process is slow, measurements in vessels without diaphragms are most sensitive to any factors which, like local gradients of temperatures or initial stirring, may cause convection.…”
Section: The Diaphragm-cell Methodsmentioning
confidence: 99%
“…In these units the diffusion coefficient is related to 911 according to the equation: 9) = .-1000227 -(l + 0^^) (13) c \ dc / 2. Fick's second law By substituting the value of nv given by equation 1 in the equation of continuity ^+ V(nv) = 0 (14) where V-is recognized as the divergence, we obtain ^= V-9)Vn (15) in general and for unidirectional flow dn _ d gj dn dt dx dx (16) This is the law for the differential diffusion coefficient as defined by equation 1. If 9) is independent of the concentration, then dn _ q. dtn ~dt ~^dx2 (17) the familiar expression for Fick's second law.…”
“…The simplest form of such a factor which could produce large variations of the type observed for the various systems was (20) ( n = an artiitrar~. The simplest form of such a factor which could produce large variations of the type observed for the various systems was (20) ( n = an artiitrar~.…”
Section: Proposed Association Factormentioning
confidence: 99%
“…Notwithstanding good temperature control the "pumping effect" suggested by Cole and Gordon (20) may have contributed to the scatter of results. A factor not taken into account in the calculation of the above results was that due to volume changes on mixing as proposed by Dullien and ShemiW1).…”
Acetic and propionic acids were transferred from aqueous so1utior)s into n-heptyl alcohol, diisobutyl ketone, diisopropyl ether, and n-heptane in an extraction cell of the Lewis type. The experiments were conducted over wide
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