Calculation of critical velocities to maintain solids in suspension in horizontal pipes
β Scribed by J.T. Davies
- Publisher
- Elsevier Science
- Year
- 1987
- Tongue
- English
- Weight
- 367 KB
- Volume
- 42
- Category
- Article
- ISSN
- 0009-2509
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β¦ Synopsis
simple theoretical justification of the empirica results for the flow velocities required just to suspend solid particles in horizontal pipes is deduced from turbulence theory. The new theoretical equation gives a better fit to the empirical data than does the Durand relation: it explains the maximum veIocity often found at a solids concentration of 0.15 and it also predicts a velocity dependence on dtl*, close to the mean empirical dependence on dp.. . ' " The sedimentation behaviour of the particles is exammed in relation to the lifting velocities of various sizes of eddies, to explain the observed behaviour.
π SIMILAR VOLUMES
## Abstract The minimum transport velocity (defined as the meanβstream velocity required to prevent the accumulation of a layer of stationary or sliding particles on the bottom of a horizontal conduit) vas determined in a 1βin. pipe for an aqueous suspension of glass beads using glass beads having
Lkpartnrent of Chemical Engineedng C. LAOHAVEHlTRA l%t Ohio State University K. MUROYAMA Cokmbns, OH 43210 SHU-HUAN WEZNG U.&u. LIANG-SHIH FAN' NOTATION concentration of A at the interface, g-mol/cm3 outside diameter of the wetted wall colthun, cm dil?usivity of A in the liquid phase, cm%% diffusivi