Spectral collocation method for radiative-conductive porous fin with temperature dependent properties

Energy Conversion and Management

Volumn 111, Issue , 2016, Pages 279-288

  Ma, Jing ^a   Sun, Yasong ^b   Li, Benwen ^c   Chen, Hao ^a  

^a CHANG'AN UNIVERSITY   (China)

^b NORTH CHINA ELECTRIC POWER UNIVERSITY   (China)

^c DALIAN UNIVERSITY OF TECHNOLOGY   (China)

Author keywords

Combined convection and radiation; Optimization; Porous fin; Spectral collocation method; Temperature dependent properties

Indexed keywords

FINITE VOLUME METHOD; HEAT CONVECTION; HEAT TRANSFER; HEAT TRANSFER COEFFICIENTS; NUMERICAL METHODS; OPTIMIZATION; PERTURBATION TECHNIQUES;

COMBINED CONVECTION; CONVECTIVE HEAT TRANSFER COEFFICIENT; HOMOTOPY PERTURBATION METHOD (HPM); INTERNAL HEAT GENERATION; POROUS FIN; SPECTRAL COLLOCATION METHOD; TEMPERATURE-DEPENDENT PROPERTIES; THERMO-PHYSICAL PARAMETERS;

FINS (HEAT EXCHANGE);

EID: 84953790685     PISSN: 01968904     EISSN: None     Source Type: Journal    
DOI: 10.1016/j.enconman.2015.12.054     Document Type: Article

References (40)

1. A.D. Kraus, A. Aziz, and J.R. Welty Extended surface heat transfer 2002 Wiley NewYork
2. S. Kiwan, and M.A. Al-Nimr Using porous fins for heat transfer enhancement J Heat Trans 123 4 2001 790 795
3. S. Kiwan Thermal analysis of natural convection porous fins Trans Porous Media 67 1 2007 17 29
4. S. Kiwan, and O. Zeitoun Natural convection in a horizontal cylindrical annulus using porous fins Int J Num Meth Heat Fluid Flow 18 5 2008 618 634
5. B. Kundu, and D. Bhanja An analytical prediction for performance and optimum design analysis of porous fins Int J Refrig 34 2011 337 352
6. B. Kundu, D. Bhanja, and K.S. Lee A model on the basis of analytics for computing maximum heat transfer in porous fins Int J Heat Mass Trans 55 2012 7611 7622
7. 4 and AL) with temperature-dependent heat generation Energy Convers Manage 74 2013 9 16
8. M. Hatami, and D.D. Ganji Thermal performance of circular convective-radiative porous fins with different section shapes and materials Energy Convers Manage 76 2013 185 193
9. A. Vahabzadeh, D.D. Ganji, and M. Abbasi Analytical investigation of porous pin fins with variable section in fully-wet conditions Case Studies Therm Eng 5 2015 1 12
10. M. Hatami, G.H.R. Mehdizadeh Ahangar, D.D. Ganji, and K. Boubaker Refrigeration efficiency analysis for fully wet semi-spherical porous fins Energy Convers Manage 84 2014 533 540
11. E. Cuce, and P.M. Cuce A successful application of homotopy perturbation method for efficiency and effectiveness assessment of longitudinal porous fins Energy Convers Manage 93 2015 92 99
12. H.A. Hoshyar, D.D. Ganji, and M. Abbasi Determination of temperature distribution for porous fin with temperature-dependent heat generation by homotopy analysis method Appl Mech Eng 4 1 2015 153 158
13. H.A. Hoshyar, D.D. Ganji, and M. Abbasi Analytical solution for Porous Fin with temperature-dependent heat generation via homotopy perturbation method Int J Adv Appl Mech 2 3 2015 15 22
14. Y.A. Cengel, and A.J. Ghajar Heat and mass transfer: fundamentals and applications 2014 McGraw-Hill Science London
15. S. Kiwan Effect of radiative losses on the heat transfer from porous fins Int J Therm Sci 46 10 2007 1046 1055
16. R.S.R. Gorla, and A.Y. Bakier Thermal analysis of natural convection and radiation in porous fins Int Commun Heat Mass Transfer 38 5 2011 638 645
17. R. Das Forward and inverse solutions of a conductive, convective and radiative cylindrical porous fin Energy Convers Manage 87 2014 96 106
18. D. Bhanja, B. Kundu, and A. Aziz Enhancement of heat transfer from a continuously moving porous fin exposed in convective-radiative environment Energy Convers Manage 88 2014 842 853
19. 4) Ceram Int 40 2014 6765 6775
20. A. Moradi, T. Hayat, and A. Alsaedi Convection-radiation thermal analysis of triangular porous fins with temperature-dependent thermal conductivity by DTM Energy Convers Manage 77 2014 70 77
21. S.A. Atouei, K.H. Hosseinzadeh, M. Hatami, S.E. Ghasemi, S.A.R. Sahebi, and D.D. Ganji Heat transfer study on convective-radiative semi-spherical fins with temperature-dependent properties and heat generation using efficient computational methods Appl Therm Eng 89 5 2015 299 305
22. P. Jany, and A. Bejan Ernst Schmidt's approach to fin optimization: an extension to fin with variable conductivity and the design of ducts for fluid flow Int J Heat Mass Trans 31 8 1988 1635 1644
23. D. Copiello, and G. Fabbri Multi-objective genetic optimization of the heat transfer from longitudinal wavy fins Int J Heat Mass Trans 52 2009 1167 1176
24. C. Arslanturk Simple correlation equations for optimum design of annular with uniform thickness Appl Therm Eng 25 2005 2463 2468
25. M.H. Sharqawy, and S.M. Zubair Efficiency and optimization of a straight rectangular fin with combined heat and mass transfer Heat Trans Eng 29 12 2008 1018 1026
26. B. Kundu Performance and optimization analysis of SRC profile fins subject to simultaneous heat and mass transfer Int J Heat Mass Trans 50 2007 1545 1558
27. B. Kundu, and D. Bhanja Performance and optimization analysis of a constructal T-shaped fin subject to variable thermal conductivity and convective heat transfer coefficient Int J Heat Mass Trans 53 2010 254 267
28. B. Kundu, and D. Barman An analytical prediction for performance and optimization of an annular fin assembly of trapezoidal profile under dehumidifying conditions Energy 36 5 2011 2572 2588
29. A. Aziz, and A.B. Beers-Green Performance and optimum design of convective-radiative rectangular fin with convective base heating, wall conduction resistance, and contact resistance between the wall and the fin base Energy Convers Manage 50 2009 2622 2631
30. S. Mosayebidorcheh, M. Hatami, T. Mosayebidorcheh, and D.D. Ganji Optimization analysis of convective-radiative longitudinal fins with temperature-dependent properties and different section shapes and materials Energy Convers Manage 106 2015 1286 1294
31. J.S. Hesthaven, and E.M. Ronquist Spectral and high order methods for partial differential equations 2010 Springer Heidelberg
32. J. Shen, T. Tang, and L.L. Wang Spectral methods: algorithms, analysis and applications 2011 Springer London
33. C. Canuto, M.Y. Hussaini, A. Quarteroni, and T.A. Zang Spectral methods: fundamentals in single domains 2006 Springer Berlin
34. A. Karageorghis, and T.N. Phillips Chebyshev spectral collocation methods for laminar flow through a channel contraction J Comput Phys 84 1 1989 114 133
35. X.H. Luo, B.W. Li, J.K. Zhang, and Z.M. Hu Simulation of thermal radiation effects on MHD free convection in a square cavity using Chebyshev collocation spectral method Numer Heat Trans A 66 2014 1 24
36. Y.S. Sun, and B.W. Li Chebyshev collocation spectral method for one-dimensional radiative heat transfer in graded index media Int J Therm Sci 48 4 2009 691 698
37. Y.S. Sun, J. Ma, and B.W. Li Spectral collocation method for convective-radiative transfer of a moving rod with variable thermal conductivity Int J Therm Sci 90 2015 187 196
38. Y.S. Sun, and J.L. Xu Thermal performance of continuously moving radiative-convective fin of complex cross-section with multiple nonlinearities Int Commun Heat Mass Trans 63 2015 23 34
39. W. Lau, and C.W. Tan Errors in one-dimensional heat transfer analysis in straight and annular fins J Heat Trans 95 4 1973 549 551
40. S.V. Patankar Numerical heat transfer and fluid flow 1980 MCGraw-Hill Science New York