SOLUTION OF THE ONE-DIMENSIONAL HEAT TRANSFER PROBLEM BY THE FINITE ELEMENT METHOD

Abstract

This article presents the specifics of solving one-dimensional stationary heat transfer problems using the finite element method. Using this method, you can accurately calculate the temperature distribution using the integral method, the temperature spread, as well as heat flows at the boundaries. It is found that the finite element method can be accurately and completely used for the design and optimization of heating systems using discretization, matrix construction and differential equations.