A numerical and experimental study of a one-dimensional space boundary inverse heat conduction problem

Inverse Heat Conduction Problems (IHCPs) are not the same as direct heat co nduction problems which are "well-posed". The difficulty of the "ill-posed" IHCP is that a small error perturbation in the data will lead to a large e rror in the reconstructed solution. An inverse procedure for solving an MCP should have the ability to handle the required information obtained from m easurements containing noise. In the present work, a stable, accurate and r eliable inversion solver is used with interior temperature measurements to predict surface temperatures at the both sides of a brick Numerical results in comparison with experimental data are presented.