THE TEMPERATURE FIELD OF ANISOTROPIC HALF-PLANE UNDER HEATING BY THE EXTERNAL ENVIRONMENT OF HER MOVING BOUNDARY’S ORTOTROPIC COATING
Problem solution about definition of the temperature field of anisotropic half-plane which boundary moves parallel to itself with a constant speed and possesses an ortotropic coating of constant thickness is found in analytically closed species with using of composition of exponential integrated transformation of Fourier and integrated transformation of Laplace. Heat exchange with the environment is implemented on an external surface of a covering from Newton’s law in case of general assumptions concerning its temperature field.