A General Set of Bioheat Transfer Equations Based on the Volume Averaging Theory - Porous Media: Applications in Biological Systems and Biotechnology - page 43

Nakayama, A., Kuwahara, F., Umemoto, T., and Hayashi, T. (2002). Heat
and fluid flow within anisotropic porous medium. Journal of Heat Transfer ,
124 :746-753.
Patankar, S. V. (1980). Numerical Heat Transfer and Fluid Flow . Hemisphere
Publishing Corp., Washington D.C.
Pennes, H. H. (1948). Analysis of tissue and arterial blood temperature blood
temperature in the resting human forearm. Journal of Applied Physiology ,
1 :93-122.
Quintard, M. and Whitaker, S. (1993). One and two equation models for tran-
sient diffusion processes in two-phase systems. Advances in Heat Transfer ,
23 :369-465.
Rabin, Y. and Shitzer, A. (1998). Numerical solution of the multidimensional
freezing problem during cryosurgery. ASME Transactions Journal of Heat
Transfer , 120 :32-37.
Rewcastle, J., Sandison, G., Hahn, L., Saliken, J., McKinnon, J., and Donnelly,
B. (1998). A model for the time-dependent thermal distribution within an
ice ball surrounding a cryoprobe. Physics in Medicine and Biology, 43 :
3519-3534.
Roetzel, W. and Xuan, Y. (1998). Transient response of the human limb to
an external stimulus. International Journal of Heat and Mass Transfer ,
41 :229-239.
Rossi, M. R. and Rabin, Y. (2007). Experimental verification of numerical sim-
ulations of cryosurgery with application to computerized planning. Physics
in Medicine and Biology , 52 :4553-4567.
Rossi, M. R., Tanaka, D., Shimada, K., and Rabin, Y. (2007). An e -
cient numerical technique for bioheat simulations and its application to
computerized cryosurgery planning. Computer Methods and Programs in
Biomedicine , 85 :41-50.
Scholander, P. F. and Krog, J. (1957). Countercurrent heat exchange
and vascular bundles in sloths. Journal of Applied Physiology, 10 :
405-411.
Vafai, K. and Tien, C. L. (1981). Boundary and inertia effects on flow and heat
transfer in porous media. International Journal of Heat and Mass Transfer ,
24 :195-203.
Wan, R., Liu, Z., Muldrew, K., and Rewcastle, J. (2003). A finite element
model for ice ball evolution in a multi-probe cryosurgery. Computer Methods
in Biomechanics and Biomedical Engineering , 6(3) :197-208.