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Mass Transfer in a Centrifugal Turbine Agitator-Pump

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http://www.scirp.org/journal/PaperInformation.aspx?PaperID=45304#.VL3_FizQrzE

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ABSTRACT
This article is a continuation of the research, centering on a vacuum-filtration system, which is designed to reduce the concentration of calcium in water; a process is also known as—water softening. The problem of solving the concentration distribution of the initial (embryonic) particles of CaCO3-particles, which were introduced into the limited volume of the apparatus with a turbine agitator-pump, is addressed through the use of diffusion and deterministic-stochastic models of mass transfer. The solution of the extreme problem allows determining the most important process parameters, such as time of dispersions homogenization and the dispersion mass flow rate to the surface of a special filter. For these parameters a comparative analysis of the adequacy of the theory was found through experiments, performed in the study. We found that uniform distribution of concentrations along the height of the apparatus is achieved by the angular velocity of the rotation 400 rpm for the turbine with 6 - 7 blades at the time of homogenization 14s. In this case, the dispersion mass flow to the surface of the cylindrical filter is 3 50 mg/s at an average concentration of the introduced CaCO3 particles, which is equal to 10 g/L. We determined that the accuracy of the results depends on: the coordinates of the material input in the apparatus volume, the surface shape of the filter and the volumetric flow rate of the liquid (water), being discarded by the turbine blades in the normal direction to their surface.
Cite this paper
Katz, V. and Mazor, G. (2014) Mass Transfer in a Centrifugal Turbine Agitator-Pump. Journal of Water Resource and Protection, 6, 463-472. doi: 10.4236/jwarp.2014.65046.
 
References
[1]Oren, V.K. and Daltorphe, N. (2001) Improved Compact Accelerated Precipitation Softening. A Pretreatment for Membrane Processes. Ben-Gurion University of the Negev, Institute for Applied Research, Beer-Sheva, Israel.
 
[2]Katz, V.Y. and Mazor, G. (2011) Hydrodynamics of a Centrifugal Turbine Agitator-Pump. Russian Journal of Applied Chemistry, Modeling and Calculation of Technological Processes, 84, 1655-1669. http://dx.doi.org/10.1134/S1070427211090345
 
[3]Katz, V.Y. and Mazor, G. (2013) Hydrodynamics and Mass Transfer in a Turbine Pump-Mixer. Proceedings of XXVI International Scientific Conference on Mathemati-cal Methods in Technique and Technologies-MMTT-26, May 27-30, 2013, N. Novgorod State Technical University named after Alekseev, N. Novgorod, Russia.
 
[4]Tikhonov, V.I. and Mironov, M.A. (1977) Markov Processes. Soviet Radio.
 
[5]Chandrasekhar, S. (1947) Stochastic Problems in Physics and Astronomy. Moscow.
 
[6]Landau, L.D. and Lifshitz, E.M. (1988) Theoretical Physics: A Training Manual, Vol. 6, Hydrodynamics. 4th Edition, Science, Moscow.
 
[7]Katz, V.Y. (1990) Doctoral Sci. (Tech.) Dissertation. KKhTI, Kazan.
 
[8]Kutepov, A.M. (1987) Stochastic Analysis of Hydro-Mecha-Nical Processes of Separation of Heterogeneous Systems. Theoretical Foundations of Chemical Engineering, 21, 147-153.
 
[9]Korn, G. and Korn, T. (1968) Mathematical Handbook for Scientists and Engineers. Translation from English, Moscow.                                                                                                     eww150120lx

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