A Mathematical Approach to Unsteady Temperature Regulation Of Human Body Due To Arterial Blood Temperature

Autor: Yogesh Shukla, Sonia Shivhare
Rok vydání: 2020
Předmět:
Zdroj: Materials Today: Proceedings. 29:587-594
ISSN: 2214-7853
DOI: 10.1016/j.matpr.2020.07.318
Popis: To understand the physiology of any human body study of temperature regulation of human body has great importance. We drive a Bio-Heat Equation for solving the heat transfer problem in blood vessel in the dermal region with environment. We are assumed that heat transfer in body is combined result of the convection, evaporation and radiation which are in use as boundary conditions for solving any Bio-Heat Equation. Finite difference technique is used in order to find out the temperature distribution of human body due to arterial blood temperature. Normal body temperature is always considered to environment temperature (Tb) at 37oC. Any disorder in the temperature parameter may cause lots of abnormality in the body. In the present paper, we study an unsteady temperature variation of dermal region of human body by changing arterial blood temperature for transient case. The nodal temperatures are noted at different time intervals
Databáze: OpenAIRE