A Study on Thermal Performance of Palladium as Material for Passive Heat Transfer Enhancement Devices in Thermal and Electronics Systems
Source: By:Gbeminiyi Musibau Sobamowo
DOI: https://doi.org/10.30564/ssid.v2i2.2381
Abstract:In this work, the thermal behavior of fin made of palladium material under the influences of thermal radiation and internal heat generation is investigated. The thermal model for the extended surface made of palladium as the fin material is first developed and solved numerically using finite difference method. The influences of the thermal model parameters on the heat transfer behaviour of the extended surface are investigated. The results show that the rate of heat transfer through the fin and the thermal efficiency of the fin increase as the thermal conductivity of the fin material increases. This shows that fin is more efficient and effective for a larger value of thermal conductivity. However, the thermal conductivity of the fin with palladium material is low and constant at the value of approximately 75 W/mK in a wider temperature range of -100℃ and 227℃ . Also, it is shown that the thermal efficiencies of potential materials (except for stainless steel and brass) for fins decrease as the fin temperatures increase. This is because the thermal conductivities of most of the materials used for fins decreases as temperature increases.However, keeping other fin properties and the external conditions constant, the thermal efficiency of the palladium is constant as the temperature of the fin increases within the temperature range of -100℃ and 227℃. And outside the given range of temperature, the thermal conductivity of the material increases which increases the efficiency of the fin. The study will assist in the selection of proper material for the fin and in the design of passive heat enhancement devices under different applications and conditions.
References:[1] S. Kiwan and M. A. Al-Nimr, "Using Porous Fins for Heat Transfer Enhancement," Journal of Heat Transfer, vol. 123, pp. 790-795, 2000. [2] L. Gong, Y. Li, Z. Bai, and M. Xu, "Thermal performance of micro-channel heat sink with metallic porous/solid compound fin design," Applied Thermal Engineering, vol. 137, pp. 288-295, 2018/06/05/ 2018. [3] H. M. Ali, M. J. Ashraf, A. Giovannelli, M. Irfan, T. B. Irshad, H. M. Hamid, et al., "Thermal management of electronics: An experimental analysis of triangular, rectangular and circular pin-fin heat sinks for various PCMs," International Journal of Heat and Mass Transfer, vol. 123, pp. 272-284, 2018/08/01/ 2018. [4] M. O. Seyfolah Saedodin, "Temperature distribution in porous fins in natural convection condition," Journal of American Science, vol. 7, 2011. [5] G. A. Oguntala, R. A. Abd-Alhameed, G. M. Sobamowo, and N. Eya, "Effects of particles deposition on thermal performance of a convective-radiative heat sink porous fin of an electronic component," Thermal Science and Engineering Progress, vol. 6, pp. 177-185, 2018. [6] M. G. Sobamowo, O. M. Kamiyo, and O. A. Adeleye, "Thermal performance analysis of a natural convection porous fin with temperature-dependent thermal conductivity and internal heat generation," Thermal Science and Engineering Progress, vol. 1, pp. 39-52, 2017/03/01/ 2017. [7] S. Mosayebidorcheh, M. Farzinpoor, and D. D. Ganji, "Transient thermal analysis of longitudinal fins with internal heat generation considering temperature-dependent properties and different fin profiles," Energy Conversion and Management, vol. 86, pp. 365-370, 2014. [8] S.-M. Kim and I. Mudawar, "Analytical heat diffusion models for different micro-channel heat sink cross-sectional geometries," International Journal of Heat and Mass Transfer, vol. 53, pp. 4002-4016, 2010/09/01/ 2010. [9] A. Moradi, T. Hayat, and A. Alsaedi, "Convection-radiation thermal analysis of triangular porous fins with temperature-dependent thermal conductivity by DTM," Energy Conversion and Management, vol. 77, pp. 70-77, 2014. [10] G. Oguntala, R. Abd-Alhameed, and G. Sobamowo, "On the effect of magnetic field on thermal performance of convective-radiative fin with temperature-dependent thermal conductivity," Karbala International Journal of Modern Science, vol. 4, pp. 1-11, 2018. [11] Z. M. Wan, G. Q. Guo, K. L. Su, Z. K. Tu, and W. Liu, "Experimental analysis of flow and heat transfer in a miniature porous heat sink for high heat flux application," International Journal of Heat and Mass Transfer, vol. 55, pp. 4437-4441, 2012/07/01/ 2012. [12] P. Naphon, S. Klangchart, and S. Wongwises, "Numerical investigation on the heat transfer and flow in the mini-fin heat sink for CPU," International Communications in Heat and Mass Transfer, vol. 36, pp. 834-840, 2009/10/01/ 2009. [13] G. Oguntala, R. Abd-Alhameed, G. Sobamowo, and I. Danjuma, "Performance, Thermal Stability and Optimum Design Analyses of Rectangular Fin with Temperature-Dependent Thermal Properties and Internal Heat Generation," Journal of Computational Applied Mechanics, vol. 49, pp. 37-43, 2018. [14] M. G. Sobamowo, "Thermal analysis of longitudinal fin with temperature-dependent properties and internal heat generation using Galerkin's method of weighted residual," Applied Thermal Engineering, vol. 99, pp. 1316-1330, 2016. [15] H. R. Seyf and M. Feizbakhshi, "Computational analysis of nanofluid effects on convective heat transfer enhancement of micro-pin-fin heat sinks," International Journal of Thermal Sciences, vol. 58, pp. 168-179, 2012/08/01/ 2012. [16] S. A. Fazeli, S. M. Hosseini Hashemi, H. Zirakzadeh, and M. Ashjaee, "Experimental and numerical investigation of heat transfer in a miniature heat sink utilizing silica nanofluid," Superlattices and Microstructures, vol. 51, pp. 247-264, 2012/02/01/ 2012. [17] G. Oguntala, R. Abd-Alhameed, Z. Oba Mustapha, and E. Nnabuike, "Analysis of Flow of Nanofluid through a Porous Channel with Expanding or Contracting Walls using Chebychev Spectral Collocation Method," Journal of Computational Applied Mechanics, vol. 48, pp. 225-232, 2017. [18] B. Kundu and D. Bhanja, "An analytical prediction for performance and optimum design analysis of porous fins," International Journal of Refrigeration, vol. 34, pp. 337-352, 2011. [19] F. Khani, M. A. Raji, and H. H. Nejad, "Analytical solutions and efficiency of the nonlinear fin problem with temperature-dependent thermal conductivity and heat transfer coefficient," Communications in Nonlinear Science and Numerical Simulation, vol. 14, pp. 3327-3338, 2009/08/01/ 2009. [20] Y. Rostamiyan, Ganji, DD, Petroudi RI, Nejad KM, "Analytical investigation of nonlinear model arising in heat transfer through the porous fin," Thermal Science, vol. 18, pp. 409-417, 2014. [21] R. Das and B. Kundu, "Prediction of Heat Generation in a Porous Fin from Surface Temperature," Journal of Thermophysics and Heat Transfer, vol. 31, pp. 781-790, 2017/10/01 2017. [22] G. Oguntala, G. Sobamowo, Y. Ahmed, and R. Abd-Alhameed, "Application of Approximate Analytical Technique Using the Homotopy Perturbation Method to Study the Inclination Effect on the Thermal Behavior of Porous Fin Heat Sink," Mathematical and Computational Applications, vol. 23, p. 62, 2018. [23] G. A. Oguntala and R. A. Abd-Alhameed, "Haar Wavelet Collocation Method for Thermal Analysis of Porous Fin with Temperature-dependent Thermal Conductivity and Internal Heat Generation," Journal of Applied and Computational Mechanics, vol. 3, pp. 185-191, 2017. [24] S. Kiwan, Effect of radiative losses on the heat transfer from porous fins. Int. J. Therm. Sci. 46(2007a)., 1046-1055 [25] S. Kiwan. Thermal analysis of natural convection porous fins. Tran. Porous Media 67(2007b), 17-29. [26] S. Kiwan, O. Zeitoun, Natural convection in a horizontal cylindrical annulus using porous fins. Int. J. Numer. Heat Fluid Flow 18 (5)(2008), 618-634. [27] R. S. Gorla, A. Y. Bakier. Thermal analysis of natural convection and radiation in porous fins. Int. Commun. Heat Mass Transfer 38(2011), 638-645. [28] B. Kundu, D. Bhanji. An analytical prediction for performance and optimum design analysis of porous fins. Int. J. Refrigeration 34(2011), 337-352. [29] B. Kundu, D. Bhanja, K. S. Lee. A model on the basis of analytics for computing maximum heat transfer in porous fins. Int. J. Heat Mass Transfer 55 (25-26)(2012) 7611-7622. [30] A. Taklifi, C. Aghanajafi, H. Akrami. The effect of MHD on a porous fin attached to a vertical isothermal surface. Transp Porous Med. 85(2010) 215–31. [31] D. Bhanja, B. Kundu. Thermal analysis of a constructal T-shaped porous fin with radiation effects. Int J Refrigerat 34(2011) 1483–96. [32] B. Kundu, Performance and optimization analysis of SRC profile fins subject to simultaneous heat and mass transfer. Int. J. Heat Mass Transfer 50(2007) 1545-1558. [33] S. Saedodin, S. Sadeghi, S. Temperature distribution in long porous fins in natural convection condition. Middle-east J. Sci. Res. 13 (6)(2013) 812-817. [34] S. Saedodin, M. Olank, 2011. Temperature Distribution in Porous Fins in Natural Convection Condition, Journal of American Science 7(6)(2011) 476-481. [35] M. T. Darvishi, R. Gorla, R.S., Khani, F., Aziz, A.-E. Thermal performance of a porus radial fin with natural convection and radiative heat losses. Thermal Science, 19(2) (2015) 669-678. [36] M. Hatami , D. D. Ganji. Thermal performance of circular convective-radiative porous fins with different section shapes and materials. Energy Conversion and Management, 76(2013)185−193. [37] M. Hatami , D. D. Ganji. Thermal behavior of longitudinal convective–radiative porous fins with different section shapes and ceramic materials (SiC and Si3N4). International of J. Ceramics International, 40(2014), 6765−6775. [38] M. Hatami, A. Hasanpour, D. D. Ganji, Heat transfer study through porous fins (Si3N4 and AL) with temperature-dependent heat generation. Energ. Convers. Manage. 74(2013) 9-16. [39] M. Hatami , D. D. Ganji. Investigation of refrigeration efficiency for fully wet circular porous fins with variable sections by combined heat and mass transfer analysis. International Journal of Refrigeration, 40(2014) 140−151. [40] M. Hatami, G. H. R. M. Ahangar, D. D. Ganji,, K. Boubaker. Refrigeration efficiency analysis for fully wet semi-spherical porous fins. Energy Conversion and Management, 84(2014) 533−540. [41] R. Gorla, R.S., Darvishi, M. T. Khani, F. Effects of variable Thermal conductivity on natural convection and radiation in porous fins. Int. Commun. Heat Mass Transfer 38(2013), 638-645. [42] S. Saedodin. M. Shahbabaei Thermal Analysis of Natural Convection in Porous Fins with Homotopy Perturbation Method (HPM). Arab J Sci Eng (2013) 38:2227–2231. [43] H. Ha, Ganji D. D and Abbasi M. Determination of Temperature Distribution for Porous Fin with Temperature-Dependent Heat Generation by Homotopy Analysis Method. J Appl Mech Eng., 4(1) (2005). [44] H. A. Hoshyar, I. Rahimipetroudi, D. D. Ganji, A. R. Majidian. Thermal performance of porous fins with temperature-dependent heat generation via Homotopy perturbation method and collocation method. Journal of Applied Mathematics and Computational Mechanics. 14(4) (2015), 53-65. [45] Y. Rostamiyan,, D. D. Ganji , I. R. Petroudi, and M. K. Nejad. Analytical Investigation of Nonlinear Model Arising in Heat Transfer Through the Porous Fin. Thermal Science. 18(2)(2014), 409-417. [46] S. E. Ghasemi, P. Valipour, M. Hatami, D. D. Ganji.. Heat transfer study on solid and porous convective fins with temperature-dependent heat -generation using efficient analytical method J. Cent. South Univ. 21(2014), 4592−4598. [47] I. R. Petroudi, D. D. Ganji, A. B. Shotorban, M. K. Nejad, E. Rahimi, R. Rohollahtabar and F. Taherinia. Semi-Analytical Method for Solving Nonlinear Equation Arising in Natural Convection Porous fin. Thermal Science, 16(5) (2012), 1303-1308. [48] Handbook of Precious Metals: Edited by E. M. savitskii, Hemisphere Publishing Corporation, New York, 1989, 600 pages. [49] E. M. Savit︠s︡kiĭ. Physical Metallurgy of Platinum Metals. Moscow: Mir Publishers, 1978. [50] G. W.C Kaye and T. H. Laby. Tables of physical and chemical constants 15th Edition. United States: John Wiley and Sons Inc, 1986.