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Laws of migration

If the ion is in a fluid medium, then the electrostatic force seeking to accelerate the ion is opposed by a viscous force trying to slow the ion down. Though it strictly applies only to spheres of macroscopic dimensions, Stoke s law can provide an approximate expression [Pg.92]

If M/NA is the mass of the ion, then from Newton s second law of motion [Pg.92]

For common inorganic ions in aqueous solution, one can take the typical values M — 0.1 kg mol-1, r — 1.0 x 10-3 kgm 1s 1, z = (1 or 2), r— 0.3 nm and calculate a time constant of the order of 3xl0 14 s. Evidently, the limiting velocity is acquired virtually instantaneously, so that the adjective limiting may be dropped and v(t) contracted to v. [Pg.93]

Using the same typical values gives the (velocity/field) ratio as [Pg.93]

This quantity is known as the mobility of the ion and is given the symbol u. Some experimental values are given in Table 2 for ions in dilute aqueous solution. [Pg.93]


Ravenstein, E. (1889) The Laws of Migration. Joiirnol of the Royal Statistical Society 52(2) 241-305. [Pg.87]


See other pages where Laws of migration is mentioned: [Pg.92]   


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