DSpace
 

Depot Institutionnel de l'UMBB >
Publications Scientifiques >
Communications Internationales >

Veuillez utiliser cette adresse pour citer ce document : http://dlibrary.univ-boumerdes.dz:8080/handle/123456789/2930

Titre: EXPERIMENTAL INVESTIGATION OF THE FREE SURFACE EFFECT ON THE CONICAL TAYLOR-COUETTE FLOW SYSTEM
Mots-clés: conical Taylor-Couette flow
free surface effect
transition
ROTATING CYLINDERS
VORTEX FLOW
Date de publication: 2015
Référence bibliographique: Conference on Topical Problems of Fluid Mechanics Location: Inst Thermomechan, Prague, CZECH REPUBLIC Date: FEB 11-13, 2015
Collection/Numéro: TOPICAL PROBLEMS OF FLUID MECHANICS 2015 Book Series: Topical Problems of Fluid Mechanics;pp. 273-280
Résumé: The aim of this work is to highlight the critical thresholds corresponding to the onset of different instabilities considered in the flow between two vertical coaxial cones with and without free surface. The inner cone is rotating and the outer one is maintained at rest. Both cones have the same apex angle Phi = 12 giving a constant annular gap delta = d/R-1max. The height of the fluid column is H = 155mm and can be progressively decreased for each studied case of the flow system. Two kinds of configuration are studied, small and large gap configurations The working fluid is assumed as Newtonian and having constant properties as density and viscosity within the range of the required experimental conditions. By means of visualization technique of the flow we were able to show the different transition modes occurring in the conical flow system according to the aspect ratio and then the induced action of the free surface which introduces a delay in the onset of different instability modes. The obtained results in term of features and stability of the flow are compared to those of M. Wimmer [3-8] and N Noui-Mehidi [9].
URI/URL: http://dlibrary.univ-boumerdes.dz:8080/handle/123456789/2930
ISBN: 978-80-87012-55-0
ISSN: 2336-5781
Collection(s) :Communications Internationales

Fichier(s) constituant ce document :

Il n'y a pas de fichiers associés à ce document.

View Statistics

Tous les documents dans DSpace sont protégés par copyright, avec tous droits réservés.

 

Valid XHTML 1.0! Ce site utilise l'application DSpace, Version 1.4.1 - Commentaires