Titlebook: Sedimentation and Thickening; Phenomenological Fou María Cristina Bustos,Fernando Concha,Elmer M. Tor Book 1999 Springer Science+Business M

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Mathematical theory for sedimentation with compression,ns (or .) with appropriate initial and boundary conditions. Detailed proofs of the theorems stated here may be found in Burger’s thesis (1996), in the articles by Bürger and Wendland (1998a,b) and in the paper by Bürger . (1999d).

入會(huì)

Numerical simulation of sedimentation with compression,.11) of sedimentation of flocculated suspensions or sedimentation with compression. By a series of examples, the behavior of suspension and sediment which is predicted for batch and continuous sedimentation processes is visualized. The principal objective of the presentation of these examples (see a

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Critical review of thickener design methods,. We distinguish three types of methods: (1) those based on the macroscopic balances, (2) those based on kinematical models and (3) those based on dynamical models. This classification permits the analysis of thickener design procedures with a clear perspective of their applicability and limitations

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Alternate treatments and open problems,e to write a comprehensive analysis of the subject. In presenting what we hope will be the definitive work on Kynch’s theory for ideal thickeners, we have incorporated these post-Kynch developments. We have also carefully noted the underlying assumptions of the theory and placed it in its proper con

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