Abstract
An analytical solution of the spatial conjugate problem of heat transfer with constant thermophysical coefficients has been obtained. Conditions for the single-valued solvability of the nonlinear boundary-value problem have been found, and the rate of convergence of iteration process has been estimated. The results of test checkings of the analytical solution from Part 1 of the present article are given, and the assessment of the accuracy of formulas when compared with the well-known numerical method and analytical solution is presented.
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