Reynolds number calculation and applications for curved wall jets

The current paper refers to the preliminary estimation of the Reynolds number for curved wall jets. This, in turn, can be a useful tool for controlling the boundary layer mesh size near a generic curved wall which is wetted by a thin, attached jet. The method relies on analytical calculations that l...

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Main Author: Valeriu DRAGAN
Format: Article
Language:English
Published: National Institute for Aerospace Research “Elie Carafoli” - INCAS 2014-09-01
Series:INCAS Bulletin
Subjects:
Online Access:http://bulletin.incas.ro/files/dragan__vol_6_issue_3.pdf
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author Valeriu DRAGAN
author_facet Valeriu DRAGAN
author_sort Valeriu DRAGAN
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description The current paper refers to the preliminary estimation of the Reynolds number for curved wall jets. This, in turn, can be a useful tool for controlling the boundary layer mesh size near a generic curved wall which is wetted by a thin, attached jet. The method relies on analytical calculations that link the local curvature of the wall with the pressure gradient and further, the local Reynolds number. Knowing the local Reynolds number distribution, a CFD user can tailor their mesh size to more exact specifications (e.g. y+=1 for k-omega RANS models) and lower the risk that the mesh is too coarse or finer than necessary.
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spelling doaj.art-b95bfaa7bf50420db4d81eb258b95b722022-12-22T03:53:23ZengNational Institute for Aerospace Research “Elie Carafoli” - INCASINCAS Bulletin2066-82012247-45282014-09-0163354110.13111/2066-8201.2014.6.3.4Reynolds number calculation and applications for curved wall jetsValeriu DRAGAN0COMOTI ‒ Romanian Gas Turbine Research and Development Institute 220 D Iuliu Maniu Avenue, 061126 Bucharest 6, Romania, P.O. 76, P.O.B. 174 drvaleriu@gmail.comThe current paper refers to the preliminary estimation of the Reynolds number for curved wall jets. This, in turn, can be a useful tool for controlling the boundary layer mesh size near a generic curved wall which is wetted by a thin, attached jet. The method relies on analytical calculations that link the local curvature of the wall with the pressure gradient and further, the local Reynolds number. Knowing the local Reynolds number distribution, a CFD user can tailor their mesh size to more exact specifications (e.g. y+=1 for k-omega RANS models) and lower the risk that the mesh is too coarse or finer than necessary.http://bulletin.incas.ro/files/dragan__vol_6_issue_3.pdfCoanda effectsupercirculationy+meshingcirculation control
spellingShingle Valeriu DRAGAN
Reynolds number calculation and applications for curved wall jets
INCAS Bulletin
Coanda effect
supercirculation
y+
meshing
circulation control
title Reynolds number calculation and applications for curved wall jets
title_full Reynolds number calculation and applications for curved wall jets
title_fullStr Reynolds number calculation and applications for curved wall jets
title_full_unstemmed Reynolds number calculation and applications for curved wall jets
title_short Reynolds number calculation and applications for curved wall jets
title_sort reynolds number calculation and applications for curved wall jets
topic Coanda effect
supercirculation
y+
meshing
circulation control
url http://bulletin.incas.ro/files/dragan__vol_6_issue_3.pdf
work_keys_str_mv AT valeriudragan reynoldsnumbercalculationandapplicationsforcurvedwalljets