Finite Element Analysis of Nonlinear Bioheat Model in Skin Tissue Due to External Thermal Sources

In this work, numerical estimations of a nonlinear hyperbolic bioheat equation under various boundary conditions for medicinal treatments tumor cells are constructed. The heating source components in transfer model, such as the rate blood perfusions and metabolic generations, considered experimentally temperature-dependent functions. Due to nonlinearity governing relations, finite element method is adopted solve problem. results temperature presented graphically. Parametric analysis then performed identify an appropriate procedure select significant design variables order yield further accuracy achieve efficient thermal power hyperthermia treatments.