Математическое моделирование теплообмена в биологических тканях в одномерном приближении

Abstract

This work is devoted to the numerical analysis of time-dependent bioheat transfer inside biological tissue under one-dimensional formulation. Analysis has been performed using 1D time-dependent Pennes equation with metabolic heat generation and spatial heating based on the Beer's law. It should be noted that the initial condition has been obtained as a result of solution to the steady Pennes equation with boundary conditions of first and third kinds without outer spatial heating. The developed computational code has been verified using analytical data of Deng and Liu for initial temperature and temperature profiles for different times. A good agreement has been achieved.