By Yan Su, Jane H. Davidson
This ebook offers an outline of the sphere of circulation and warmth move in porous medium and makes a speciality of presentation of a generalized method of are expecting drag and convective warmth move inside porous medium of arbitrary microscopic geometry, together with reticulated foams and packed beds. sensible numerical easy methods to resolve normal convection difficulties in porous media can be awarded with illustrative functions for filtrations, thermal garage and sunlight receivers.
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This e-book offers an summary of the sphere of circulate and warmth move in porous medium and makes a speciality of presentation of a generalized method of expect drag and convective warmth move inside of porous medium of arbitrary microscopic geometry, together with reticulated foams and packed beds. useful numerical the right way to clear up usual convection difficulties in porous media can be awarded with illustrative functions for filtrations, thermal garage and sun receivers.
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Additional resources for Modeling Approaches to Natural Convection in Porous Media
J Heat Transf 132:1–4 39. Khoei AR, Vahab M (2014) A numerical contact algorithm in saturated porous media with the extended finite element method. Comput Mech 54(5):1089–1110. 1007/s00466-0141041-1 40. Lage JL (1998) The fundamental theory of flow through permeable media from Darcy to turbulence. In: Ingham DB, Pop I (eds) Transport phenomena in porous media. Elsevier, Oxford, pp. 1–30 41. Lai FH, Yang YT (2011) Lattice Boltzmann simulation of natural convection heat transfer of Al2 O3 /water nanofluids in a square enclosure.
The present results were compared favorably with three correlations [37, 85, 22] as shown in Fig. 3. Also Fig. 5 × 103 < RaH < 105 . 5 × 103 , larger than 1708 for the infinite layer via linear stability theory owing to the finite aspect ratio of the solution domain . This slight delay is due to the enhancement of the effective viscosity by the cylindrical wall  and the delay of onset Rayleigh number is also observed by enhanced effective thermal conductivity and enhanced effective viscosity by .
Int Comm Heat Mass Transf 32:947–953 36. Kao PH, Yang RJ (2007) Simulating oscillatory flows in Rayleigh-Bénard convection using the lattice Boltzmann method. Int J Heat Mass Transf 50:3315–3328 37. Kathare V, Davidson JH, Kulacki FA (2008) Natural convection in water saturated metal foam. Int J Heat Mass Transf 51:3794–3802 38. Kathare V, Kulacki FA, Davidson JH (2010) Buoyant convection in superposed metal foam and water layer. J Heat Transf 132:1–4 39. Khoei AR, Vahab M (2014) A numerical contact algorithm in saturated porous media with the extended finite element method.