An Analytical Study into Conjugate Heat Transfer on the Boundaries of Anisotropic Bodies

A simultaneous analytical solution of the second initial boundary-value problem of thermal conductivity in an anisotropic plate and of the simplest problem of the boundary layer on this plate is used to investigate conjugate heat transfer. The reciprocal influence of heat transfer during a variation of the orientation of the principal axes and coefficients of the thermal conductivity tensor is analyzed. A significant decrease in the heat fluxes from the boundary layer to the plate in the case of the principal axis with a high coefficient of thermal conductivity oriented along the body is demonstrated.