On the Numerical Solution of Boundary Value Problem (BVP) of the Ordinary Differential Equation (ODE) - The Case of Steady-State Bio-Heat Equation with Combined Heat Transfer Coefficient by Pseudo-Spectral Collocation Method

Spectral methods for the solution of a boundary value problem an ordinary differential equation are reviewed with particular emphasis laid on pseudo-spectral collocation method. The pseudo-collocation method is then used to solve one dimensional bio-heat metabolic heat generation in cylindrical coordinates applied human tissue. It was noticed that increase transfer coefficient (hA), enhanced temperature but decrease tissue thickness observed when this increased. effects combined analyzed and results indicate obtained can be study thermal behaviour biological system potential locate tumours living