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Fluid solution charge separation

The physical separation of charge represented allows externally apphed electric field forces to act on the solution in the diffuse layer. There are two phenomena associated with the electric double layer that are relevant electrophoresis when a particle is moved by an electric field relative to the bulk and electroosmosis, sometimes called electroendosmosis, when bulk fluid migrates with respect to an immobilized charged surface. [Pg.178]

The surface sites and complexes lie in a layer on the mineral surface which, because of the charged complexes, has a net electrical charge that can be either positive or negative. A second layer, the diffuse layer, separates the surface layer from the bulk fluid. The role of the diffuse layer is to achieve local charge balance with the surface hence, its net charge is opposite that of the sorbing surface. Double layer theory, applied to a mixed ionic solution, does not specify which ions make up the diffuse layer. [Pg.157]

Starved electrolyte battery — A -> battery with minimum amount of -> electrolyte. The electrolyte in starved electrolyte cells or batteries exists in the porous structure of the - electrodes and absorbed in the separator, so it contains little or no free fluid electrolytic solution. This type of batteries is used in certain constructions of sealed - lead-acid and -> nickel-cadmium batteries that rely on gas diffusion and recombination on the electrodes during charging or overcharging in order to maintain maintenance-free conditions, and to suppress pressure buildup. Starved electrolyte batteries benefit from larger - energy density due to the reduced amount of electrolyte. This design may suffer from poor heat dissipation compared with -> flooded batteries, thus for high power applications this point has to be taken into account. [Pg.638]

Another consequence of the molecular structure of water is its extremely high dielectric constant, which lowers the electrical forces between charged solutes in aqueous solutions. To quantify the magnitude of electrical effects in a fluid, let us consider two ions having charges Ql and Q2 and separated from each other by a distance r. The electrical force exerted by one ion on the other is expressed by Coulomb s law ... [Pg.55]


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Charge separation

Charge separators

Charge solution)

Charged solutes

Charged solutions

Charges, separated

Fluid solution

Separators solutions

Solute charge

Solute separation

Solution separations

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