Zurab Tediashvili

The Neumann Boundary Value Problem of Thermo-Electro-Magneto Elasticity for Half Space

We prove the uniqueness theorem for the Neumann boundary value problem of statics of the thermo-electro-magneto-elasticity theory in the case of a half-space. The corresponding unique solution is represented explicitly by means of the inverse Fourier transform under some natural restrictions imposed on the boundary vector function.

Mathematics Subject Classification: 35J57, 74F05, 74F15, 74E10, 74G05, 74G25

Key words and phrases: Thermo-electro-magneto-elasticity, piezoelectricity, boundary value problem