Thermal Green's functions in plane anisotropic multiferroic bimaterials with viscous interface

Derived in this work are the time-dependent thermal Green's function solutions of a steady line heat source and a steady thermal dislocation near a linear viscous interface between two different anisotropic magneto-electro- thermo-elastic multiferroic half-planes. Our analysis demonstrates that once the thermal Green's functions at the initial time for a perfect interface are known, the corresponding time-dependent thermal Green's functions at any time can be written down immediately. These solutions are obtained in exact closed form.