Fundamentals of Multiphase Heat Transfer and Flow pp 687-745 | Cite as

# Flow and Heat Transfer in Porous Media

Chapter

First Online:

## Abstract

This chapter considers single-and multiphase heat and mass transfer in porous media as well as boiling, condensation, melting and solidification in porous media.

## Supplementary material

## References

- Beckermann, C., & Viskanta, R. (1988). Natural convection solid/liquid phase change in porous media.
*International Journal of Heat and Mass Transfer,**31,*35–46.CrossRefGoogle Scholar - Cheng, P. (1981). Film condensation along an inclined surface in a porous medium.
*International Journal of Heat and Mass Transfer,**24,*983–990.CrossRefGoogle Scholar - Cheng, P., & Verma, A. K. (1981). The effect of subcooling liquid on film boiling about a vertical heated surface in a porous medium.
*International Journal of Heat and Mass Transfer,**24,*1151–1160.CrossRefGoogle Scholar - Duval, F., Fichot, F., & Quintard, M. (2004). A local thermal non-equilibrium model for two-phase flows with phase-change in porous media.
*International Journal of Heat and Mass Transfer,**47,*613–639.CrossRefGoogle Scholar - Fukusako, S., Komoriya, T., & Seki, N. (1986). An experimental study of transition and film boiling heat transfer in liquid-saturated porous bed.
*Journal of Heat Transfer,**108,*117–124.CrossRefGoogle Scholar - Faghri, A. (2016).
*Heat pipe science and technology*(2nd ed.). Columbia, MO: Global Digital Press.Google Scholar - Ferrell, J. K., & Alleavitch, J. (1970). Vaporization heat transfer in capillary wick structures.
*Chemical Engineering Progress Symposium Series,**66*(102), 82–91.Google Scholar - Gray, W. G. (2000). Macroscale equilibrium conditions for two-phase flow in porous media.
*International Journal of Multiphase Flow,**26,*467–501.CrossRefGoogle Scholar - Hadley, G. R. (1986). Thermal conductivity of packed metal powders.
*International Journal of Heat and Mass Transfer,**29,*909–920.CrossRefGoogle Scholar - Jany, P., & Bejan, A. (1987).
*Melting in the presence of natural convection in a rectangular cavity filled with porous medium*(Report DU-AB-6). Department of Mechanical Engineering and Materials Science, Duke University.Google Scholar - Jany, P., & Bejan, A. (1988) Scaling theory of melting with natural convection in an enclosure.
*International Journal of Heat and Mass Transfer*,*31*(6), 1221–1235.Google Scholar - Kaviany, M. (2013).
*Principles of heat transfer in porous media*(2nd ed.). New York: Springer.zbMATHGoogle Scholar - Leverett, M. C. (1941). Capillary behavior in porous solids.
*Transaction of AIME,**142,*152–169.CrossRefGoogle Scholar - Majumdar, A., & Tien, C. L. (1990). Effects of surface tension on film condensation in a porous medium.
*Journal of Heat Transfer,**112,*751–757.CrossRefGoogle Scholar - Marto, P. J., & Lepere, V. J. (1982). Pool boiling heat transfer from enhanced surfaces to dielectric fluids.
*Journal of Heat Transfer,**104,*292–299.CrossRefGoogle Scholar - Nam, J.-H., & Kaviany, M. (2003). Effective mass diffusivity and water saturation distribution in single- and two-layer PEMFC diffusion medium.
*International Journal of Heat and Mass Transfer,**46,*4595–4611.CrossRefGoogle Scholar - Nield, D. A., & Bejan, A. (2017).
*Convection in porous media*(5th ed.). New York: Springer.CrossRefGoogle Scholar - Oosthuizen, P. H. (1988). The effects of free convection on steady state freezing in a porous medium filled cavity.
*ASME HTD,**96*(1), 321–327.Google Scholar - Ramesh, P. S., & Torrance, K. E. (1990). Stability of boiling in porous media.
*International Journal of Heat and Mass Transfer,**33,*1895–1990.CrossRefGoogle Scholar - Rice, J. (2006).
*Personal communication*. Storrs, CT: University of Connecticut.Google Scholar - Rohsenow, W. M., Hartnett, J. P., & Ganic, E. N. (Eds.). (1985).
*Handbook of heat transfer fundamentals*. New York: McGraw-Hill.Google Scholar - Sondergeld, C. H., & Turcotte, D. L. (1977). An Experimental study of two- phase convection in a porous medium with applications to geological problems.
*Journal of Geophysical Research,**82,*2045–2053.CrossRefGoogle Scholar - Veinberg, A. K. (1967). Permeability, electrical conductivity, dielectric constant and thermal conductivity of a medium with spherical and ellipsoidal inclusions.
*Soviet Physics Doklady,**11,*593–595.Google Scholar - Viskanta, R. (1988). Heat transfer during melting and solidification of metals.
*Journal of Heat Transfer,**110,*1205–1219.CrossRefGoogle Scholar - Wang, C. Y., & Beckermann, C. (1993). A two-phase mixture model of liquid-gas flow and heat transfer in capillary porous media, Part I: Model formulation.
*International Journal of Heat and Mass Transfer,**36,*2747–2758.CrossRefGoogle Scholar - Wang, C. Y., & Cheng, P. (1996). A multiphase mixture model for multiphase multicomponent transport in capillary porous media Part I: Model development.
*International Journal of Heat and Mass Transfer,**39,*3607–3618.CrossRefGoogle Scholar - Wang, Z. H., & Wang, C. Y. (2003). Mathematical modeling of liquid-feed direct methanol feed cells.
*Journal of the Electrochemical Society,**140,*A508–A519.CrossRefGoogle Scholar - Ward, J. C. (1964). Turbulent flow in porous media.
*ASCE Journal of the Hydraulics Division,**90*(HY5), 1–12.Google Scholar - Whitaker, S. (1977). Simultaneous heat, mass and momentum transfer in porous media: A theory of drying.
*Advances in Heat Transfer,**13,*119–203.CrossRefGoogle Scholar - White, S. M., & Tien, C. L. (1987). An experimental investigation of film condensation in porous structures. In
*Presented at the 6th International Heat Pipe Conference*, Grenoble, France.Google Scholar

## Copyright information

© Springer Nature Switzerland AG 2020