References
- Agrawal M, Adlakha N, Pardasani KR. 2010. Three dimensional finite element method to study heat flow in dermal regions of elliptical and tapered shape human limbs. Appl Math Comput. 217(8):4129–4140.
- Coccarelli A, Boileau E, Parthimos D, Nithiarasu P. 2017. Modelling accidental hypothermia effects on a human body under different pathophysiological conditions. Med Biol Eng Comput. 55(12):2155–2167.
- Cooper TE, Trezek GJ. 1972. A probe technique for determining the thermal conductivity of tissue. J Heat Transf. 94(2):133–140.
- Guyton AC, Hall JE. 2011. Text book of medical physiology. 12th ed. W. B. Saunders., Elsevier, USA
- Iasiello M, Andreozzi A, Bianco N, Vafai K. 2020. The porous media theory applied to radiofrequency catheter ablation. HFF. 30(5):2669–2681.
- Iasiello M, Vafai K, Andreozzi A, Bianco N. 2019. Hypo-and hyperthermia effects on LDL deposition in a curved artery. Comput Thermal Sci. 11(1-2):95–103.
- Khanday MA, Hussain F. 2015. Explicit formula of finite difference method to estimate human peripheral tissue temperatures during exposure to severe cold stress. J Therm Biol. 48:51–55.
- Khanday MA, Rafiq A. 2015. Variational finite element method to study the absorption rate of drug at various compartments through transdermal drug delivery system. Alexandria J Med. 51(3):219–223.
- Khanday MA, Saxena VP. 2009. Mathematical estimation of cold effect on human dermal regions. Int J Appl Math Comput. 1:17–29.
- Kumari B, Adlakha N. 2020. Two-dimensional finite element model to study the effect of periodic physical exercise on temperature distribution in peripheral regions of human limbs. Netw Model Anal Health Inform Bioinform. 9:13.
- Lone AUH, Khanday MA, Saqib Mubark. 2021. Explicit finite difference method to estimate oxygen concentration in biological tissues under variable oxygen tension in capillaries. Comp and Math Methods. 3(2):e1128.
- Mallet ML. 2002. Pathophysiology of accidental hypothermia. QJM. 95(12):775–785.
- Mohammadpour M, Firoozabadi B. 2020. High intensity focused ultrasound (HIFU) ablation of porous liver: Numerical analysis of heat transfer and hemodynamics. Appl Therm Eng. 170:115014.
- Osilla EV, Marsidi JL, Sharma S. 2020. Physiology, temperature regulation. StatPearls, Publishing, Treasure Island (FL)
- Paruch M. 2019. Mathematical modeling of breast tumor destruction using fast heating during radiofrequency ablation. Materials. 13(1):136.
- Patterson AM. 1978. Transient response of intra-dermal temperature profiles in man to changes in air temperature. South Afr J Sci. 74:136–137.
- Pennes HH. 1948. Analysis of tissue and arterial blood temperatures in the resting human forearm. J Appl Physiol. 1(2):93–122.
- Pérez JJ, González-Suárez A, Nadal E, Berjano E. 2020. Thermal impact of replacing constant voltage by low-frequency sine wave voltage in RF ablation computer modeling. Comput Methods Programs Biomed. 195:105673.
- Petty KJ. 1997. Harrison’s Principles of Internal Medicine, In: Fauci AS, editor. Hypothermia. New York: McGraw-Hill.
- Schiff JL. 1999. The Laplace transform: theory and applications. New York: Springer.
- Selmi M, Bin Dukhyil AA, Belmabrouk H. 2019. Numerical analysis of human cancer therapy using microwave ablation. Appl Sci. 10(1):211.
- Singh S, Melnik R. 2020. Domain heterogeneity in radiofrequency therapies for pain relief: a computational study with coupled models. Bioengineering. 7(2):35.
- Spiege MR. 1965. Theory and problems of Laplace transforms. McGraw-Hill, Inc. , Schaum's Outline
- Srilate M, Jayaram K. 2016. Hypothermia, Complications in Neuroanesthesia India: Elsevier.
- Tortora GJ, Derrickson B. 2012. Principles of anatomy and physiology. 13th ed. John Wiley & Sons, Inc., USA
- Tucci C, Trujillo M, Berjano E, Iasiello M, Andreozzi A, Vanoli GP. 2021. Mathematical modeling of microwave liver ablation with a variable-porosity medium approach. Comput Methods Programs Biomed. 214:106569.
- Tucci C, Trujillo M, Berjano E, Iasiello M, Andreozzi A, Vanoli GP. 2021. Pennes bioheat equation vs. porous media approach in computer modeling of radiofrequency tumor ablation. Sci Rep. 11(1):1–13.