Jornal de termodinâmica e catálise
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Accurate Analytical Solutions for Nonstationary Linear Reverse Problem of Heat Conduction for Bodies of One-Dimensional Geometry with Boundary Conditions on a Surface, Received in a Closed Recurrent Form

Lobanov IY

In this paper, we obtained exact analytical solutions for the nonstationary linear inverse heat conduction problem for bodies of one-dimensional geometry with boundary conditions on one surface, obtained in a closed recurrent form. The recurrent form of the solution of a nonstationary linear inverse heat conduction problem for bodies of onedimensional geometry with boundary conditions on one surface given in the article is a solution in closed form from unified positions, which is not always possible in explicit form.