Settling velocity of cubes in Newtonian and power law liquids
โ Scribed by Neha Agarwal; R.P. Chhabra
- Publisher
- Elsevier Science
- Year
- 2007
- Tongue
- English
- Weight
- 195 KB
- Volume
- 178
- Category
- Article
- ISSN
- 0032-5910
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โฆ Synopsis
New extensive data on the free settling velocity of thirty cubes of various densities and sizes falling in scores of Newtonian and Power law liquids are reported herein to supplement the existing data, for there is very little prior data on cubes in power law liquids. The new data embrace the range of conditions as follows: sphericity of 0.805; power law index, 0.61 to 1 and consistency index, 0.0078-15.31 Pa s n ; Reynolds number, 0.0013 to 860. The new results are shown to be consistent with an existing drag correlation which has been tested extensively using the literature data for spherical and non-spherical particles falling in Newtonian and power law liquids with acceptable levels of accuracy.
๐ SIMILAR VOLUMES
In the description of mixing processes influenced by viscosity in pseudoplastic (power-law) fluids, a definition of representative viscosity is normally used which takes into account the variable flow behaviour of the stirred material as a result of different shear stresses. In this context, the Met
## Abstract The relationship between spread height and upstream reservoir thickness, with power low coefficient as parameter, was obtained analytically. At all values of __n__ studied, the value of __r__ (ratio of spread height to nip width) increases with increasing values of __H__/__h__~o~ where