Numerical solution of 1-dimensional heat conduction problem using double interpolation method

Abstract

Using mathematical techniques and limited distinctions, this piece attempts to identify the configuration of a one-layered Heat condition complete with starting and limit conditions. We used the Bender-Schmidt repeat connection equation to calculate V(x,t) at various cross section regions. We then applied double interpolation to identify the heat condition's organization as a double interpolating polynomial. We then displayed the solution graphically.