Abstract
A novel model of multi-dual-phase-lag generalized magneto-thermoelasticity is presented. It is applied to treat a thermal shock for a fiber-reinforced anisotropic half-space. The medium is subjected to a primary magnetic field as well as a thermal shock. The normal mode technique is applied to solve the coupled differential equations and the physical fields are derived. Different mechanical and thermal loads are applied on the surface of the medium. Validation examples are presented and results due to different theories are compared. The effects of the magnetic field parameter and different thermoelasticity theories on all physical fields are investigated.
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