Abstract
A method of solution of the heat conduction (diffusion) equation is developed for a nonstationary three-dimensional problem with convection. A theoretical substantiation of the method is present for the case of a horizontal (longitudinal) velocity component of medium displacement being an arbitrary polynomial relative to the vertical co-ordinate. The solution for the equation is based on the operational method and has the form of a series arranged according to the powers of tht generalized Laplace parameter.
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