This paper deals with the prediction of the impeller speed required for complete suspension of solid particles. Based on the inspection analysis of the governing equations, the dimensionless equation expressing such impeller speed was proposed. The specific forms of this equation were determined exp
Interpretation of potentiometric measurements in suspensions of solid particles
β Scribed by S. Oman
- Publisher
- Elsevier Science
- Year
- 1991
- Tongue
- English
- Weight
- 418 KB
- Volume
- 36
- Category
- Article
- ISSN
- 0013-4686
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β¦ Synopsis
Abslract-In potentiometric measurements, suspensions of solid charged particles influence the potential of the indicator electrode (PWSE), and in combination with the commercially available reference electrodes, they cause the occurrence of a new potential difference (OSE) and in this way influence the response of the measuring galvanic cell (PWSE + OSE = O&W). A valid interpretation, as with direct potentiometric measurements is not possible. Only when OSE is negligible or avoided, eg with the use of a modified reference electrode, can the directly measured voltages be interpreted in terms of the activity of measured ions in the equilibrium solution, or in the particle double layers, or both. This depends on the size and concentration of particles and on the concentration of electrolytes in the suspension. The contribution of the particle double layers to the measured ion activity depends on the particles; it is greater the smaller the particles are and-to a certain extent-the higher their concentration. In the limit that is a sediment of very small particles, the measurement could be considered as dependent on the average activity of measured ions in the nearest vicinity of particles. If the suspension can be separated into sediment and equilibrium solution, measurements interpreted as above can be obtained with the standard, correspondingly placed electrodes and values of OSE, PWSE and ODSE can be determined.
π SIMILAR VOLUMES
Starting from the complex shear modulus equation for a dilute suspension system, three new equations are developed for the complex shear modulus of concentrated suspensions of solid spheres. The continuous phase (matrix) and the dispersed particles are treated as viscoelastic materials in the deriva