This paper is concerned with a method for calculating the stress distribution in the medium which undergoes elastic and temperature-dependent creep deformation due to heating and loading. It is a method for time increments and using four creep displacement functions similar to the Neuber-Papkovitch stress ones. Following this method, the solution is derived for calculating the relief of the stresses in a disk with the heated stamps on the external surface. A numerical example is shown for a disk made of steel.

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