Numerical study of the performance of multistage Scaba 6SRGT impellers for the agitation of yield stress fluids in cylindrical tanks  被引量:5

Numerical study of the performance of multistage Scaba 6SRGT impellers for the agitation of yield stress fluids in cylindrical tanks

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作  者:AMEUR Houari BOUZIT Mohamed GHENAIM Abdellah 

机构地区:[1]Laboratoire de Mécanique Appliquée, Faculté de Génie Mécanique,USTO-MB [2]Institut de Technologie, Université Ibn Khaldoun [3]INSA de Strasbourg-24 Bd de la Victoire-67084 Strasbourg-France

出  处:《Journal of Hydrodynamics》2015年第3期436-442,共7页水动力学研究与进展B辑(英文版)

摘  要:The 3-D flow fields and power consumption in a vessel stirred by multistage Scaba 6SRGT impeller have been investiga- ted. The Xanthan gum solutions in water were used, which have a shear thinning behavior with yield stress. This study was carried out with the help of a CFD package (CFX 13.0, Ansys Inc.) which is based on the finite volume method to solve the momentum equations. The effects of stirring rate, fluid rheology, impeller number, impeller location and vessel size on the performance of such stirred system are presented. To validate the CFD model, our predicted results have been compared with other literature data and a satisfactory agreement has been found.The 3-D flow fields and power consumption in a vessel stirred by multistage Scaba 6SRGT impeller have been investiga- ted. The Xanthan gum solutions in water were used, which have a shear thinning behavior with yield stress. This study was carried out with the help of a CFD package (CFX 13.0, Ansys Inc.) which is based on the finite volume method to solve the momentum equations. The effects of stirring rate, fluid rheology, impeller number, impeller location and vessel size on the performance of such stirred system are presented. To validate the CFD model, our predicted results have been compared with other literature data and a satisfactory agreement has been found.

关 键 词:Scaba 6SRGT impeller multistage agitator yield stress fluid stirred tank power consumption 

分 类 号:O35[理学—流体力学]

 

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