Abstract
A mathematical model has been suggested for predicting the ionic transfer rate in an exchange system where the electrolytic solutions flow parallel to The relationships between the fractional attainment of equilibrium F and dimensionless time T ( = Dt/ l 2 ) are functions of the kin ( = lk f, 1/ DK) and ξ 2 ( = lk f, 2/ DK), W 1 ( = SlK/ V 1), W 2 ( = SlK/ V 2) and C′ 1, 0) for an ion exchange rate controlled by a combination of two external diffusion processes and diffusion through a membrane. The exchange rate of ξ 1, ξ 2, W 1 and W 2 increase. The proposed model is applicable to the experimental kinetic data studied in this work.
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