[1] Zhao J.J., Zhang J., Kang N., Yang F., A two level finite difference scheme for one dimensional Pennesbioheat equation; Applied Mathematics and Computation, 2005; 171: 320–331.
[2] Dai W.Z., Zhang J., A three level finite difference scheme for solving the Pennesbioheat transfer in a triple-layered skin structure; Technical Report No. 343-02, Department of Computer Science, University of Kentucky, Lexington, KY, 2002.
[3] Chato J.C., Fundamentals of Bioheat Transfer; Springer-Verlag, Berin, 1989.
[4] Gautherie M., Clinical Thermology: Thermotherapy, vols. 1–4, Springer-Verlag, Heidelberg, 1990.
[5] Killer K.R., Hayes L.J., Analysis of tissue injury by burning: comparison of in situ and skin flap models; Int. J. Heat & Mass Transfer, 1991; 34: 1393–1406.
[6] Deng Z.S, Liu J., Analytical study on bioheat transfer problems with spatial or transient heating on skin surface or inside biological bodies; ASME J BiomechEng. 2002; 120:638–49.
[7] Ng EYK, Chua LT. Comparison of one-and two-dimensional programmes for predicting the state of skin burns; Burns, 2002; 28:27–34.
[8] Liu J, Xu L.X. Estimation of blood perfusion using phase shift in temperature response to sinusoidal heating the skin surface; IEEE Trans Biomed Eng, 1999; 46:1037–43.
[9] Deng Z.S., Liu J. Mathematical modeling of temperature mapping over skin surface and its implementation in thermal disease diagnostics; ComputBiol Med, 2004; 34:495–521.
[10] Miyakawa M., Bolomey J.C. (Eds.), Non-invasive Thermometry of Human Body; CRC Press, Boca Raton, 1996.
[11] Pennes H.H., Analysis of tissue and arterial temperature in the resting human forearm; J. Appl. Physiol., 1948; 1:93–122.
[12] Liu E.H., Saidel G.M., Harasaki H., Model analysis of tissue responses to transient and chronic heating; Ann Biomed Eng, 2003; 31: 1007–1048.
[13] Ng EYK, Sudharsan N.M., An improved three-dimensional direct numerical modeling and thermal analysis of a female breast with tumour; ProcInstMechEng Part H–J Eng Med, 2001; 215: 25–37.
[14] Ng EYK, Sudharsan N.M., Numerical uncertainty and perfusion induced instability in bioheat equation: its importance in thermographic interpretation; J Med Eng Tech, 2001; 25:222–229.
[15] Lefevre J., Engergétique et chaleuranimale, Masson; 1911; Paris.
[16] Liu J., Chen X., Xu L.X., New thermal wave aspects on burn evaluation of skin subjected to instantaneous heating; IEEE Trans. Biomed. Eng., 1999; 46: 420–428.
[17] Bu¨ ttner B., Effects of extreme heat on man; JAMA, 1950; 144: 732–738.
[18] Alekseev S.I., Ziskin M.C., Local heating of human
skin by millimeter waves: a kinetics study; Bioelectromagnetics, 2003; 21:571–81.
[19] Walters T.J., Ryan K.L., Nelson D.A., Blick D.W., Mason P.A., Effects of blood flow on skin heating induced by millimeter wave irradiation in humans; Health Phys, 2004; 86:115–20.
[20] Wyndham C.H., Atkins A.R., A Physiological Scheme and Mathematical Model of Temperature Regulation in Man; PflugersArchiv., 1968; 303: 14-30.
[21] Najarian S., Heat and Mass Transfer in biological System; Amirkabir University of Technogy,2006; Tehran.
[22] Wissler E.H., A mathematical model of the human thermal system; Bulletin of Mathematical Biophysics, 1964; 26:147-166.
[23]Ashin K., Datta, Dekker M., Biological and Bioenvironmental Heat and Mass Transfer; 2002.
[24] Huang H.W., Chen Z.P., Roemer R.B., A counter current vascular network model of heat transfer in tissues; J. Biomech. Eng., 1996; 118:120–129.
[25] Dai W., Bejan A., Tang X., Zhang L., Nassar R., Optimal temperature distribution in a 3D triple layered skin structure with embedded vasculature; J. Appl. Phys., 2006; 99:1047-02.
[26] Tang X., Dai W., Nassar R., Bejan A., Optimal temperature distribution in a 3D triple layered skin structure embedded with artery and vein vasculature, Numer; Heat Transfer, 2006; A50: 809–843.
[27] Jakob M., Heat Transfer; Johan wiley& sons, New York, 1949.
[28] Lienhard J.H.I.V., A Heat Transfer Textbook; Phlogiston press. Cambridge. massachusetts. U.S.A(2008) Zhong-
[29] ISO/FDIS 7933, Ergonomics of the thermal environment –Analytical determination and interpretation of heat stress using calculation of the predicted heat strain; ISO/TC 159/SC 5, 2004.
[30] Deng S., Liu J., Monte Carlo Method to solve Multidimensional Bioheat Transfer problem; Numerical Heat Transfer, 2002; B42.
[31] Dillenseger J.L., Esneault S., Garnier C., Computation of the Bioheat Transfer Equation for the HCC Ultrasound Surgery Therapy Modeling; Confproc: Annual International Conference of the IEEE Engineering in Medicine and Biology Society, 2008; 1: 2538-2541.
[32] Anderson G.T., Burnside G., A noninvasive technique to measure perfusion using a focused ultrasound heating source and a tissue surface temperature measurement; ProcAdvMeasComput Temp Biomed, 1990; 147:31–35.
[33] Ozen S., Helhel S., Cerezci O., Heat analysis of biological tissue exposed to microwave by using thermal wave model of bio-heat transfer; Burns, 2008; 34: 45-49.