Elektrokinetische untersuchungen an fasern, 2. Experimentelle untersuchungen
✍ Scribed by Aichele, Wilfried ;Schollmeyer, Eckhard ;Herlinger, Heinz
- Publisher
- Wiley (John Wiley & Sons)
- Year
- 1977
- Weight
- 520 KB
- Volume
- 178
- Category
- Article
- ISSN
- 0025-116X
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✦ Synopsis
Abstract
An apparatus is described to measure streaming‐potentials as well as streaming‐currents at different concentrations of the solid. Zeta‐Potentials calculated according to Smoluchowski's equation can be corrected by conductance measurements using Ag/AgCl‐electrodes directly in dilute aqueous solutions containing more than 10^−3^mol/l KCl. They are in good agreement with the real dependence of zeta‐potentials from the “porosity” of the plug. For KCl concentrations smaller than 10^−3^mol/l, this correction must be done separately from measurements of streaming‐potential according to the method of Fairbrother and Mastin at higher electrolyte concentrations.
Among the different porosities given by Konzeny‐Carman, Goring and Mason, Biefer and Mason, and Fairbrother and Mastin, the latter describes best the dependence of the zeta‐potential on the concentration of solid for any kind of plug. These results and the limits of the approximation method are discussed.
📜 SIMILAR VOLUMES
## Abstract Some relations between electrokinetic properties are shown. First by means of phenomenological equations, the electroviscose effect is explained to be due to the electroosmotic backstreaming. It is shown that in principle the equivalence of streaming‐current‐and streaming‐potential‐meth
## Abstract An equation is derived to relate the streaming current of an arrangement of cylinders parallel to a streaming fluid with the zeta‐potential of the solid‐liquid interface. The derivation is in analogy to the principles used by Smoluchowski to calculate the streaming current of a single c
## Abstract In this part of our series, a thermodynamic description of the zeta‐potential is proposed, which leads under special conditions to the application of Nernst's equation on the Gouy‐Chapman‐layer. Thus the behaviour of the streaming current can be explained by adsorption of different elec