Thermomechanics of magnetized and polarized electrically-conductive solids under the action of quasi-stationary electromagnetic fields (Q2759444)

A mathematical model of thermomechanics of electrically conductive piecewise-homogeneous solids, whose constituents have different electric-physical, thermal-physical and mechanical material characteristics is proposed. Corresponding variants of the electrodynamics constitutive equations \({\mathbf D} = \varepsilon(E){\mathbf E}\), \({\mathbf B} = \mu(H){\mathbf H}\) for non-ferromagnetic, ferromagnetic and low-ferromagnetic solids are used. As an example variation of the first thickness resonance frequency of electromagnetic field with the layer thickness is considered for different materials.