1951
DOI: 10.1021/ja01146a042
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Gibbs-Donnan Equilibria in Ion Exchange Resin Systems

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Cited by 224 publications
(79 citation statements)
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“…This is not accounted for by the poreswelling model, which only considers the osmotic properties of the internal solution. A possible theoretical interpretation may be available from the thermodynamics describing ion exchange equilibria within polyelectrolyte resins (Gregor 1951;Glueckauf 1952). Such theories have been used to explain the selectivity of resins for different ions, where it is proposed that ions of identical charge are preferred according to the inverse of their partial molar volumes.…”
Section: Gel Swelling Equilibriamentioning
confidence: 99%
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“…This is not accounted for by the poreswelling model, which only considers the osmotic properties of the internal solution. A possible theoretical interpretation may be available from the thermodynamics describing ion exchange equilibria within polyelectrolyte resins (Gregor 1951;Glueckauf 1952). Such theories have been used to explain the selectivity of resins for different ions, where it is proposed that ions of identical charge are preferred according to the inverse of their partial molar volumes.…”
Section: Gel Swelling Equilibriamentioning
confidence: 99%
“…A further Eq. 11 has been described in the literature, which relates the equilibrium position of an ionexchange reaction to the value of a new thermodynamic quantity, which can be called the gel-pressure (Gregor 1951). Here m CNa , and m CH are the respective molar volumes taken up by the exchanging ions in the unit cell, which can be determined from the density differences between cellulose II and either Nacellulose VI or Na-cellulose-I.…”
Section: Gel Swelling Equilibriamentioning
confidence: 99%
“…The phenomenon is reversible and a consequence of the strongly hydrophilic nature of the groups that give the resin its ion exchange properties. The degree to which swelling occurs is controlled by two opposing forces namely the osmotic pressure in the resin (due to differences in concentration of the solution in and out of the resin) and the strain to which the elastic polymeric network is submitted (219). Therefore the amount of swelling depends on:…”
Section: Swellingmentioning
confidence: 99%
“…Further, the relative partial affinity coefficient is defined by k.=k..(~~), (4) so that Eq. ( 3) reduces to log K= -0.4343+ fa' log ka·dXn.…”
Section: 203rtmentioning
confidence: 99%