Numerical investigation of natural convection in an inclined wavy solar collector containing a nanofluid

The present paper gives a numerical study of natural convection heat transfer inside the inclined wavy solar collectors containing nanofluid in Bechar region. Bechar is located in the southwest of Algeria and belongs to the semi-arid zone. The solar deposit of this city corresponds to an angle of in...

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Main Authors: S Kadri, K Djermane, E Bourbaba, E Elmir, R Mehdaoui
Format: Article
Language:English
Published: Multi-Science Publishing 2020-06-01
Series:International Journal of Multiphysics
Online Access:http://journal.multiphysics.org/index.php/IJM/article/view/540
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spelling doaj-732070312760486cb16f89d164842ff82020-11-25T03:23:44ZengMulti-Science PublishingInternational Journal of Multiphysics1750-95482048-39612020-06-0114210.21152/1750-9548.14.2.115413Numerical investigation of natural convection in an inclined wavy solar collector containing a nanofluidS Kadri0K DjermaneE BourbabaE ElmirR MehdaouiLPDS Laboratory, Exact Sciences Faculty, TAHRI Mohamed University, P.O.Box.417, 08000 Bechar, AlgeriaThe present paper gives a numerical study of natural convection heat transfer inside the inclined wavy solar collectors containing nanofluid in Bechar region. Bechar is located in the southwest of Algeria and belongs to the semi-arid zone. The solar deposit of this city corresponds to an angle of inclination of a=37°.The collector has a wavy absorber and cover. The inclined corrugated walls are maintained at constant temperature but different values. The vertical walls are assumed to be adiabatic. The nanofluid used is Al2O3-water. This problem consists in solving the system of equations containing: mass conservation, Navier Stokes and energy with adapted simplified hypotheses. Transport equations are solved numerically by finite element method. Governing parameters are taken as Rayleigh number (from 105 to 4´106), volume fraction (from 0 to 10%), amplitude of wavy cover (from 0 to 0.2) and wave of number (from 1.5 to 3.5). Results are presented by stream function and overage Nusselt numbers.http://journal.multiphysics.org/index.php/IJM/article/view/540
collection DOAJ
language English
format Article
sources DOAJ
author S Kadri
K Djermane
E Bourbaba
E Elmir
R Mehdaoui
spellingShingle S Kadri
K Djermane
E Bourbaba
E Elmir
R Mehdaoui
Numerical investigation of natural convection in an inclined wavy solar collector containing a nanofluid
International Journal of Multiphysics
author_facet S Kadri
K Djermane
E Bourbaba
E Elmir
R Mehdaoui
author_sort S Kadri
title Numerical investigation of natural convection in an inclined wavy solar collector containing a nanofluid
title_short Numerical investigation of natural convection in an inclined wavy solar collector containing a nanofluid
title_full Numerical investigation of natural convection in an inclined wavy solar collector containing a nanofluid
title_fullStr Numerical investigation of natural convection in an inclined wavy solar collector containing a nanofluid
title_full_unstemmed Numerical investigation of natural convection in an inclined wavy solar collector containing a nanofluid
title_sort numerical investigation of natural convection in an inclined wavy solar collector containing a nanofluid
publisher Multi-Science Publishing
series International Journal of Multiphysics
issn 1750-9548
2048-3961
publishDate 2020-06-01
description The present paper gives a numerical study of natural convection heat transfer inside the inclined wavy solar collectors containing nanofluid in Bechar region. Bechar is located in the southwest of Algeria and belongs to the semi-arid zone. The solar deposit of this city corresponds to an angle of inclination of a=37°.The collector has a wavy absorber and cover. The inclined corrugated walls are maintained at constant temperature but different values. The vertical walls are assumed to be adiabatic. The nanofluid used is Al2O3-water. This problem consists in solving the system of equations containing: mass conservation, Navier Stokes and energy with adapted simplified hypotheses. Transport equations are solved numerically by finite element method. Governing parameters are taken as Rayleigh number (from 105 to 4´106), volume fraction (from 0 to 10%), amplitude of wavy cover (from 0 to 0.2) and wave of number (from 1.5 to 3.5). Results are presented by stream function and overage Nusselt numbers.
url http://journal.multiphysics.org/index.php/IJM/article/view/540
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