MHD NATURAL CONVECTION INVESTIGATION IN ENCLOSURES WITH A HEATED SEMI-CIRCULAR BODY ON THE INSIDE

被引:0
作者
Said, Abdessadek Ait Haj [1 ]
Dahani, Youssef [2 ]
机构
[1] Qualifying High Sch Youssef Ben Tachafine, Lab Phys & Chem, Marrakech 40000, Morocco
[2] Cadi Ayyad Univ, Lab Fluid Mech & Energet LMFE, Unit Affiliated CNRST, Dept Phys,Fac Sci Semlalia,URL CNRST 16, BP 2390, Marrakech 40000, Morocco
来源
COMPUTATIONAL THERMAL SCIENCES | 2024年 / 16卷 / 06期
关键词
natural convection; semi-circular body; magnetic field; Nusselt number; Hartmann number; MAGNETIC-FIELD; ENTROPY GENERATION; SQUARE CAVITY; FLOW; SIMULATION;
D O I
10.1615/ComputThermalScien.2024053078
中图分类号
O414.1 [热力学];
学科分类号
摘要
Numerical analysis employing a finite volume method is used to explore the impact of a magnetic field and the radius of a heated semi-circular body on heat transfer by natural convection and fluid flow structures within a square enclosure. The current study is governed by specific control parameters, such as the Hartmann number (0 <= Ha <= 60), the tilt of the magnetic field (0 degrees <= gamma <= 180 degrees), the Rayleigh number (10(3) <= Ra <= 10(6)), and the size of the heated semi-circular body (0.1 <= R <= 0.4). The Prandtl number is set at Pr = 6.2. The results are presented using streamlines, isotherms, and mean Nusselt numbers. The outcomes show that raising the Rayleigh number and the radius of the heated semi-circular body improves heat transfer, while increasing the Hartmann number reduces heat transfer. Furthermore, it was demonstrated that the direction of the magnetic field has a considerable and symmetrical effect on the flow and temperature fields, impacting heat transfer. Specifically, for Rayleigh numbers of Ra = 10(5) and Ra = 10(6), the Nusselt number is improved by 25.2% and 6%, respectively, as the angle gamma raises from 0 degrees to 90 degrees
引用
收藏
页码:1 / 20
页数:20
相关论文
共 50 条
[41]   MHD natural convection in porous media-filled enclosures [J].
F. G. Shehadeh ;
Hamzeh Mustafa Duwairi .
Applied Mathematics and Mechanics, 2009, 30 :1113-1120
[42]   MHD natural convection in porous media-filled enclosures [J].
F. G. Shehadeh ;
H. M. Duwairi .
AppliedMathematicsandMechanics(EnglishEdition), 2009, 30 (09) :1113-1120
[43]   Laminar free convection from a horizontal semi-circular cylinder to power-law fluids [J].
Chandra, Avinash ;
Chhabra, R. P. .
INTERNATIONAL JOURNAL OF HEAT AND MASS TRANSFER, 2012, 55 (11-12) :2934-2944
[44]   MHD thermosolutal natural convection and entropy generation of Carreau fluid in a heated enclosure with two inner circular cold cylinders, using LBM [J].
Kefayati, G. H. R. ;
Tang, H. .
INTERNATIONAL JOURNAL OF HEAT AND MASS TRANSFER, 2018, 126 :508-530
[45]   Magnetohydrodynamic Mixed Convection in a Vertical Rectangular Cavity with Semi-circular Heat Source and Circular Obstacle [J].
Akhtar P. ;
Hossain M.M.T. ;
Alim M.A. ;
Ali M.M. .
International Journal of Applied and Computational Mathematics, 2023, 9 (5)
[46]   EFFECTS OF JOULE HEATING ON MHD NATURAL CONVECTION IN NON-ISOTHERMALLY HEATED ENCLOSURE [J].
Oztop, Hakan F. ;
Al-Salem, Khaled .
ISI BILIMI VE TEKNIGI DERGISI-JOURNAL OF THERMAL SCIENCE AND TECHNOLOGY, 2012, 32 (01) :81-90
[47]   Heat Transfer and Entropy Generation for Natural Convection by Adiabatic Obstacles Inside a Cavity Heated on the Left Side [J].
Baliti, Jamal ;
Hssikou, Mohamed ;
Elguennouni, Youssef ;
Moussaoui, Ahmed ;
Alaoui, Mohammed .
FME TRANSACTIONS, 2020, 48 (04) :825-832
[48]   Mixed convection from a heated semi-circular cylinder to power-law fluids in the steady flow regime [J].
Chandra, Avinash ;
Chhabra, R. P. .
INTERNATIONAL JOURNAL OF HEAT AND MASS TRANSFER, 2012, 55 (1-3) :214-234
[49]   Natural convection in polygonal enclosures with inner circular cylinder [J].
Saleh, Habibis ;
Alsabery, Ammar I. ;
Hashim, Ishak .
ADVANCES IN MECHANICAL ENGINEERING, 2015, 7 (12)
[50]   Mixed Convection from Tandem Semi-Circular Cylinders Arranged in a Vertical Channel [J].
Gupta, Rakesh Kumar ;
Chandra, Avinash ;
Gupta, Raj Kumar .
IRANIAN JOURNAL OF CHEMISTRY & CHEMICAL ENGINEERING-INTERNATIONAL ENGLISH EDITION, 2023, 42 (06) :1946-1961