This work is devoted to solving the radially symmetric backward heat conduction problem, starting from the final temperature distribution.

Oct 22, 2024 · This paper is devoted to solve the radially symmetric backward heat conduction problem from the final temperature distribution.

A regularization method for solving the radially symmetric backward heat conduction problem · W. Cheng, Yun-Jie Ma, C. Fu · Published in Applied Mathematics ...

This work is devoted to solving the radially symmetric backward heat conduction problem, starting from the final temperature distribution.

Nov 2, 2017 · Using the Laplace transform, we solve the direct problem. Then the inverse problem is reduced to a Volterra integral equation of the first kind.

We wish to determine the surface temperature on the interior surface { r= a} from the Cauchy data on the exterior surface { r= b}. This problem is ill-posed.

This paper investigates a radially symmetric inverse heat conduction problem, which determines the internal surface temperature distribution of the hollow ...

The Method of Fundamental Solution for a Radially Symmetric Heat Conduction Problem. 261. The fundamental solution of Eq. (2.4) is. K(r,η;ρ,τ)=. H(η−τ). 4π(η− ...

The conditional stability is given. We propose a modified quasi-boundary value method to formulate a regularized solution.

Regularization Method for the Radially Symmetric Inverse Heat Conduction Problem by I Djerrar, L Alem, L Chorfi published in Boundary Value Problems.