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Balancing ionic mobilities

Equations (20.1.2-2) and (20.2.1-7) relate the diffusion potential to mass-transport within the electrolyte and to transference numbers, respectively. If both the transference numbers are equal to one-half in the latter equation, then the diffnsion potentials in solution arising from contact of solutions with differing concentrations will be eliminated. The limiting values of the ionic diffusion coefficient are related to their mobility by the Einstein law, equation (20.2.1-10), which provides justification for the argument that balancing the mobilities of the electrolyte s constituent ions wiU nullify any diffusion potential. This approach to eliminating diffusion potentials clearly suffers from the severe restriction that [Pg.867]

Limiting ionic conductivities of selected ions in ethanol at 298 K [Pg.868]

Cationic transference numbers for sodium chloride and potassium chloride in equimolar mixtures  [Pg.869]


An ideal electrolyte solute in lithium-ion cells completely dissolves and dissociate, in the nonaqueous media, and the solvated ions should be able to move in the media with high mobility, should be stable against oxidative decomposition at the positive electrode, should be inert to electrolyte solvents and other cell components, and should be nontoxic and remain stable against thermally induced reactions with electrolyte solvents and other cell components. LiPF6 is one of the most commonly used salts on commercial Li-ion cells. The success of LiPF6 was not achieved by any single outstanding property but, rather, by the combination of well-balanced properties, namely, conductivity, ionic mobility, dissociation constant, thermal stability, and electrochemical/chemical stability. [Pg.332]

Here p , Pf are the ionic mobilities perpendicular and parallel to the director, respectively. For simplicity the anisotropies were assumed to be the same for both types of ions so that [Pg.268]

The problem of the thermodynamic activity highly organized and its specific properties are directly related to the making and the breaking of secondary bonds. When a balance sheet is drawn for the anionic and cationic contents of the cell, it is generally assumed that the inorganic ions have their full thermodynamic activity, as if they were in a dilute solution. This opinion stems from the consideration of osmotic equaUty between the cell interior and the extracellular space and from the determination of the ionic mobilities in the cytoplasm. [Pg.197]

In early studies [78], the effect of temperature on LJP was considered exclusively in terms of Eq. (3.7). It was believed that the increase of T in RT/F multiplier is compensated partly or completely by temperature dependences of ionic mobilities. Much later Thermal LJP (TUP) phenomenon was treated theoretically for balanced external pressure [79]. For the junction of two solutions of equal concentrations (the solvent and electrolyte has one common ion) with the temperatures Ti and T2 (T2 > T ), the equation for temperature-induced contribution contains new parameters the entropies of the transport of individual -th ions (Si) ... [Pg.44]

If we place an ionic conductor between parallel-plate blocking electrodes that produce an electric field E parallel to the x-axis, the electrostatic potential varies as — xE on passing from one electrode at x = 0 to the other. At equilibrium, the mobile-ion concentration Cj(x) is proportional to exp(qEx/kT), and the ionic drift-current density (7(E in the field is balanced by a diffusion current due to the concentration gradient (Fick s law) ... [Pg.54]

Due to their better biomimetic properties, phospholipids have been proposed as an alternative to 1-octanol for lipophiiicity studies. The use of immobilized artificial membranes (lAM) in lipophiiicity determination was recently reviewed and we thus only briefly summarize the main conclusions [108]. lAM phases are silica-based columns with phospholipids bounded covalently. lAM are based on phosphatidylcholine (PC) linked to a silica propylamine surface. Most lipophiiicity studies with lAM were carried out using an aqueous mobile phase with pH values from 7.0 to 7.4 (log D measurements). Therefore, tested compounds were neutral, totally or partially ionized in these conditions. It was shown that the lipophiiicity parameters obtained on I AM stationary phases and the partition coefficients in 1-octanol/water system were governed by different balance of intermolecular interactions [109]. Therefore the relationships between log kiAM and log Poet varied with the class of compounds studied [110]. However, it was shown that, for neutral compounds with log Poet > 1, a correspondence existed between the two parameters when double-chain lAM phases (i.e., lAM.PC.MG and IAM.PC.DD2) were used [111]. In contrast, in the case of ionized compounds, retention on lAM columns and partitioning in 1 -octanol / water system were significantly different due to ionic interactions expressed in lAM retention but not in 1-octanol/water system and due to acidic and basic compounds behaving differently in these two systems. [Pg.102]

In summary, the volume resistivity of polyvinyl chloride plasticized by liquid or elastomeric plasticizers, or internally plasticized by copolymerization, was intermediate between the inherent volume resistivities of the pure components and combined the contributions of each of them. The presence of ionic soluble impurities in liquid plasticizers provided mobile ions which conducted electricity and thus lowered volume resistivity. Copolymerization with 2-ethylhexyl acrylate provided an excellent balance of softness and flexibility with high volume resistivity further studies of internal plasticization by copolymerization are therefore recommended. [Pg.153]

Counter ion — A mobile ion that balances the charge of another charged entity in a solution. It is a charged particle, whose charge is opposite to that of another electrically charged entity (an atom, molecule, micelle, or surface) in question [i]. Counter ions can form electrostatically bound clouds in the proximity of ionic macromolecules and in many cases, determine their electric properties in solution [ii]. [Pg.124]

The electrified stationary phase carries the same charge status of the IL ion that shows the strongest adsorbophilic attitude. Furthermore, ionic interactions between the analyte ion and the IL anion and cation, respectively, are contradictory and concur to modulate analyte ion retention in a complicated way. It follows that by increasing IL in the eluent, overall retention of the analyte may potentially (1) decrease [4] or (2) increase [5,6], or (3) remain almost constant if the conflicting effects of the IL cation and anion balance each other [7], depending on the specific IL concentration in the mobile phase [8]. Furthermore a reversal of elution sequence with increasing IL concentration is possible [9]. The multiplicity of interactions in the presence of a mixture of these ionic modifiers offers wide versatility related to selectivity adjustment. [Pg.125]

Polysaccharide type CSPs as well as most synthetic polymeric type CSPs have no ionic interaction sites and thus are primarily operated in the normal-phase mode. Proteins, in contrast, have several (positively and negatively) charged adsorption sites for strong ionic interactions, which have to be balanced by buffered mobile phases. The system must take into account that denaturation of the proteins must not occur, which limits the amounts of organic mridifiers that can be used as part of the aqueous mobile phase. [Pg.360]


See other pages where Balancing ionic mobilities is mentioned: [Pg.867]    [Pg.867]    [Pg.75]    [Pg.38]    [Pg.206]    [Pg.249]    [Pg.1734]    [Pg.870]    [Pg.55]    [Pg.1109]    [Pg.447]    [Pg.355]    [Pg.16]    [Pg.225]    [Pg.1378]    [Pg.271]    [Pg.433]    [Pg.421]    [Pg.590]    [Pg.117]    [Pg.228]    [Pg.72]    [Pg.259]    [Pg.280]    [Pg.89]    [Pg.89]    [Pg.658]    [Pg.58]    [Pg.130]    [Pg.711]    [Pg.277]    [Pg.360]    [Pg.383]    [Pg.383]    [Pg.416]    [Pg.1559]    [Pg.1940]    [Pg.24]    [Pg.25]   


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Ionic mobilities

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