Axisymmetric Thermoelastic Deformation of a Multilayer Foundation with Imperfect Thermal Contact of the Layers

An axisymmetric stationary problem of thermoelasticity for a multilayer foundation with imperfect thermal contact between the layers is solved by method compliance functions along Hankel transform. The recurrence relations are constructed auxiliary and neighboring foundation. We analyze influence coefficient resistance on distribution normal tangential stresses temperature at points bottom boundary top layer two-layer subjected to action loads.