Abstract
Principles of constructing the applied program for solving two-and three-dimensional problems of stationary and non-stationary heat conduction for non-uniform regions of solution of any step-wise form under any boundary conditions of heat transfer are considered. An example of solving a three-dimensional problem for heat exchange unit is given. On the basis of the method of solving reverse problems of heat conduction the analysis of the existing structures is given and more exact method of calculating heat transfer parameters of multi-layer structures is proposed.
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