On the quasi-stationary problem of heat conduction for a homogeneous half-space with composite coating

The quasi-stationary problem of heat conduction for a homogeneous half-space and composite layer being a coating is considered in the paper. Heat fluxes distributed in a strip and moving on the boundary plane of the considered body with a constant velocity are taken into consideration. The composite layer being the coating is assumed to be composed of four repeated periodical beams with rectangular cross sections. The homogenized model with microlocal parameters is used for the description of the composite layer. Some special cases of an influence of composite components and their locations on the temperature field are analysed.