Theory of Flocculation for Continuous Flow System

by Kenneth J. Ives, (M.ASCE), Prof. of Public Health Engrg.; Univ. Coll. London, London, England, U.K.,
Anand G. Bhole, Asst. Prof.; Visvesvaraya Regional Coll. of Engrg., Nagpur, India,


Serial Information: Journal of the Environmental Engineering Division, 1973, Vol. 99, Issue 1, Pg. 17-34


Document Type: Journal Paper

Errata: (See full record)

Abstract: The Smoluchowski equation for orthokinetic equation is applied to the case of a couette-type flocculator with continuous flow. With the inner cylinder tapered to provide a decreasing principal velocity gradient in the direction of flow, a three-dimensional velocity gradient field is established. Based on a mathematical model, flocculation is compared with such a tapered flocculator, and one in which the velocity gradient is uniform. The importance of the limitation of the floc size by fluid shear is established, but the mode of floc particle breakup is not so significant. With both initially monodispersed and polydispersed suspensions, the tapered flocculation is better, judged by the number of fine particles remaining as the suspension leaves the flocculator. The relative efficiency of the tapered flocculator increases with increased values of velocity gradient and with initial concentration of particles.

Subject Headings: Flocculation | Fluid velocity | Three-dimensional flow | Particle velocity | Case studies | Cylinders | Mathematical models

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