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Electrolytic concentration

Fig. V-7. f potential of muscovite mica versus electrolyte concentration at pH 5.8 0.3. (From Ref. 76.)... Fig. V-7. f potential of muscovite mica versus electrolyte concentration at pH 5.8 0.3. (From Ref. 76.)...
Fig. VI-5. The effect of electrolyte concentration on the interaction potential energy between two spheres where K is k in cm". (From Ref. 44.)... Fig. VI-5. The effect of electrolyte concentration on the interaction potential energy between two spheres where K is k in cm". (From Ref. 44.)...
The repulsion between oil droplets will be more effective in preventing flocculation Ae greater the thickness of the diffuse layer and the greater the value of 0. the surface potential. These two quantities depend oppositely on the electrolyte concentration, however. The total surface potential should increase with electrolyte concentration, since the absolute excess of anions over cations in the oil phase should increase. On the other hand, the half-thickness of the double layer decreases with increasing electrolyte concentration. The plot of emulsion stability versus electrolyte concentration may thus go through a maximum. [Pg.508]

For example, van den Tempel [35] reports the results shown in Fig. XIV-9 on the effect of electrolyte concentration on flocculation rates of an O/W emulsion. Note that d ln)ldt (equal to k in the simple theory) increases rapidly with ionic strength, presumably due to the decrease in double-layer half-thickness and perhaps also due to some Stem layer adsorption of positive ions. The preexponential factor in Eq. XIV-7, ko = (8kr/3 ), should have the value of about 10 " cm, but at low electrolyte concentration, the values in the figure are smaller by tenfold or a hundredfold. This reduction may be qualitatively ascribed to charged repulsion. [Pg.512]

The PY approximation for die binding leads to negative results for X the HNC approximation for this is satisfactory. Figure A2.3.18 shows the excess energy as a fiinction of the weak electrolyte concentration for the RPM and SEM for a 2-2 electrolyte. [Pg.501]

A combination of equation (C2.6.13), equation (C2.6.14), equation (C2.6.15), equation (C2.6.16), equation (C2.6.17), equation (C2.6.18) and equation (C2.6.19) tlien allows us to estimate how low the electrolyte concentration needs to be to provide kinetic stability for a desired lengtli of time. This tlieory successfully accounts for a number of observations on slowly aggregating systems, but two discrepancies are found (see, for instance, [33]). First, tire observed dependence of stability ratio on salt concentration tends to be much weaker tlian predicted. Second, tire variation of tire stability ratio witli particle size is not reproduced experimentally. Recently, however, it was reported that for model particles witli a low surface charge, where tire DL VO tlieory is expected to hold, tire aggregation kinetics do agree witli tire tlieoretical predictions (see [60], and references tlierein). [Pg.2684]

We will focus on one experimental study here. Monovoukas and Cast studied polystyrene particles witli a = 61 nm in potassium chloride solutions [86]. They obtained a very good agreement between tlieir observations and tire predicted Yukawa phase diagram (see figure C2.6.9). In order to make tire comparison tliey rescaled the particle charges according to Alexander et al [43] (see also [82]). At high electrolyte concentrations, tire particle interactions tend to hard-sphere behaviour (see section C2.6.4) and tire phase transition shifts to volume fractions around 0.5 [88]. [Pg.2687]

Flachisu S and Kobayashi Y 1974 Kirkwood-Alder transition in monodisperse latexes. II. Aqueous latexes of high electrolyte concentration J. Colloid Interface Sol. 46 470-6... [Pg.2694]

These results show more clearly than Fq. (8.126)-of which they are special cases-the effect of charge and indifferent electrolyte concentration on the osmotic pressure of the solution. In terms of the determination of molecular weight of a polyelectrolyte by osmometry. ... [Pg.574]

By-products include propylene dibromide, bis-(bromopropyl) ether, propylene glycol, and propionic acid. Bromide losses are to the brominated organics and bromate formation. Current efficiency is a function of ceU design and losses to bromate. Energy consumption decreases with an increase in electrolyte concentration and a decrease in current density. Space—time yield increases with current density. See Table 5 for performance data (see... [Pg.141]

For some apphcations, eg, foam mbber, high soHds (>60%) latices are requited. In the direct process, the polymerization conditions are adjusted to favor the production of relatively large average particle-size latices by lowering the initial emulsifier and electrolyte concentration and the water level ia the recipe, and by controlling the initiation step to produce fewer particles. Emulsifier and electrolyte are added ia increments as the polymerization progresses to control latex stabiUty. A latex of wt% soHds is obtained and concentrated by evaporation to 60—65 wt % soHds. [Pg.254]

This reaction is accelerated by iacreased temperature, iacreased electrolyte concentration, and by the use of sodium hydroxide rather than potassium hydroxide ia the electrolyte. It is beheved that the presence of lithium and sulfur ia the electrode suppress this problem. Generally, if the cell temperature is held below 50°C, the oxidation and/or solubiUty of iron is not a problem under normal cell operating conditions. [Pg.552]

Fig. 30. Aluminum—air power cell system. The design provides for forced convection of air and electrolyte, heat rejection, electrolyte concentration control... Fig. 30. Aluminum—air power cell system. The design provides for forced convection of air and electrolyte, heat rejection, electrolyte concentration control...
Fig. 3. Principal electrolytic ceU reactions and electrolyte concentrations in chromium production by the chrome alum process. Fig. 3. Principal electrolytic ceU reactions and electrolyte concentrations in chromium production by the chrome alum process.
The theory has certain practical limitations. It is useful for o/w (od-in-water) emulsions but for w/o (water-in-oil) systems DLVO theory must be appHed with extreme caution (16). The essential use of the DLVO theory for emulsion technology Hes in its abdity to relate the stabdity of an o/w emulsion to the salt content of the continuous phase. In brief, the theory says that electric double-layer repulsion will stabdize an emulsion, when the electrolyte concentration in the continuous phase is less than a certain value. [Pg.199]

Density gradients to stabilize flow have been employed by Philpot IT> Yin.s. Faraday Soc., 36, 38 (1940)] and Mel [ j. Phys. Chem., 31,559 (1959)]. Mel s Staflo apparatus [J. Phys. Chem., 31, 559 (1959)] has liquid flow in the horizontal direction, with layers of increasing density downward produced by sucrose concentrations increasing to 7.5 percent. The solute mixture to be separated is introduced in one such layer. Operation at low electrolyte concentrations, low voltage gradients, and low flow rates presents no cooling problem. [Pg.2008]

Biological Corrosion The metabohc activity of microorganisms can either directly or indirectly cause deterioration of a metal by corrosion processes. Such activity can (1) produce a corrosive environment, (2) create electrolytic-concentration cells on the metal surface, (3) alter the resistance of surface films, (4) have an influence on the rate of anodic or cathodic reaction, and (5) alter the environment composition. [Pg.2420]

Sodium dodecylsulphate was selected as an anionic surfactant Factors affecting acid-induced cloud point extraction including surfactant, hydrochloric acid, PAHs, and electrolyte concentration, centrifugation have been examined. Finally, we applied the optimized acid-induced CPE system for combination of the extraction and preconcentration steps with fluorimetric determination of some representatives of PAHs. Suggested means was used for PAHs determination in tap water. [Pg.422]

Figure 6.9 Influence of electrolyte concentration on colloid stability ( denotes change from a stable to an aggregated state)... Figure 6.9 Influence of electrolyte concentration on colloid stability ( denotes change from a stable to an aggregated state)...

See other pages where Electrolytic concentration is mentioned: [Pg.174]    [Pg.180]    [Pg.199]    [Pg.241]    [Pg.523]    [Pg.554]    [Pg.488]    [Pg.490]    [Pg.500]    [Pg.2676]    [Pg.2682]    [Pg.582]    [Pg.427]    [Pg.202]    [Pg.378]    [Pg.379]    [Pg.382]    [Pg.383]    [Pg.384]    [Pg.388]    [Pg.388]    [Pg.179]    [Pg.536]    [Pg.237]    [Pg.237]    [Pg.245]    [Pg.402]    [Pg.34]    [Pg.200]    [Pg.470]    [Pg.2]    [Pg.15]   
See also in sourсe #XX -- [ Pg.50 ]




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Aggregation electrolyte concentration

At low electrolyte concentration

Bare particles electrolyte concentrations

Blood plasma electrolyte concentrations

Colloidal dispersions electrolyte concentration, effect

Concentrated electrolyte solutions

Concentrated electrolyte solutions thermodynamics

Concentrated electrolytes, sols

Concentration cell, polymer electrolytes

Concentration polarization electrolytic cell

Concentrations of electrolytes

Critical electrolyte concentration

Critical micelle concentration added electrolyte

Critical micelle concentration electrolyte effect

Dependence of molar conductivity on concentration for a weak electrolyte the ideal case

Dependence on electrolyte concentration

Effect of Electrolyte Concentration on Solution Conductivity

Effect of electrolyte concentration

Electrical electrolyte concentration dependence

Electrocatalysis electrolyte concentration

Electrolyte concentrated

Electrolyte concentrated

Electrolyte concentration

Electrolyte concentration

Electrolyte concentration cell

Electrolyte concentration effect

Electrolyte concentration layers

Electrolyte concentration, zwitterionic

Electrolyte concentrations, electrochemistry

Electrolytes concentrated solution theory

Electrolytes critical micelle concentration

Electrolytes ionic compounds defect concentration

Electrolytic Reduction of Concentrate

Electron concentrations, solid electrolytes

Electrostatic potential electrolyte concentration, effect

Equilibrium concentrated electrolyte

Expressing the Concentration of an Electrolyte

Interface analysis electrolyte concentration

Ionic liquids electrolyte concentrations

Isoelectric Points with Respect To Electrolyte Concentration

Metal oxides various electrolyte concentrations

Muscle electrolyte concentrations

Oxygen electrolyte concentration

Particles electrolyte concentration

Results from Concentrated Electrolyte Additions and 1 Phenol in Agarose Gels

Selectivity electrolyte concentration

Soaking electrolyte concentration during

Solubility electrolyte concentration

Solutions of Symmetrical Strong Electrolytes at Moderate to High Concentrations

Supporting Electrolyte concentration

Surface excess concentration electrolyte effect

Textile electrodes electrolyte concentration

Thermodynamics of More Concentrated Electrolyte Solutions

Transition critical electrolyte concentration

Transport in Concentrated Electrolyte Solutions

Viscosity electrolyte concentration

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