Horst Müller, F., Weiss, Armin, Weiss, A., Jana, S. S., Sengupta, M., and Biswas, D. N.
Electrophoretic mobility measurements have been carried out using droplets of four different oil-in-water emulsions in presence of electrolytes having different valent counterions. For each electrolyte three different (low) concentrations were used; at each concentration mobilities were measured for particles of varying sizes. In this manner mobilities for different values of χa, though presumably at constant values of ζ, were obtained. The ζ potentials were calculated by using the Wiersema-Loeb-Overbeek (W.L.O.) computational method, or failing this, the Overbeek analytical approximation method. Assuming suitable constant values of ζ the particle mobilities were then calculated by W. L. O. method. Also, the particles being fluid in nature, the effect, if any, of the viscosity of the fluid of the particle (rather than of the second order electrical effects such as relaxation correction) on its electrophoretic mobility was also investigated. The Booth liquid drop electrophoresis equations were used to calculate the particle mobilities, assuming suitable constant values of (i) ℵ/ℵ′ and ζ, or (ii) ζ only. In every case, the measured electrophoretic mobilities have been found to increase with increasing particle size. The effect of electrolytes is, in general, to maintain the same trend. Again, the calculated ζ-potentials have been found not to remain constant in solutions of constant electrolyte concentration and composition, but show a steady increase with increasing particle size; this is true for both the distilled water as also the electrolyte solution systems. The calculation of electrophoretic mobility, using the w.L.O. relaxation correction method, on the assumption of a suitable average (constant) value of ζ for each system shows that the calculated mobility values agree generally well with the observed values. Also, among the two liquid drop electrophoresis equations used, the simpler equation based on the assumption of interfacial layer charge distribution is found to be definitely less successful in all cases; it predicts only very slight increase of mobility with particle size. The equation based on the model of a diffuse double layer type of charge distribution inside the liquid droplet is somewhat more successful. [ABSTRACT FROM AUTHOR]