NONSTATIONARY HEAT-CONDUCTION PROBLEM FOR A HALF-SPACE WITH A MULTILAYER COATING UPON CYCLIC CHANGE IN THE AMBIENT TEMPERATURE

Using the integral Laplace transformation and generalized boundary conditions, the authors have obtained the analytical solution to a one-dimensional nonstationary heat-conduction problem for a half-space with a multilayer coating on piecewise uniform change in the ambient temperature. A study has been made and regularities have been established of thermal processes occurring in the body and the coating in thermal cycling.
   
Author:  V. A. Shevchuk and A. P. Gavris′
Keywords:  heat conduction, half-space, multilayer coating, generalized boundary conditions, thermal cycling
Page:  1489