Abstract
The present research work is the analysis of the reflection problem in a magnetized rotating triclinic solid half-space in the presence of a temperature field. The governing equations of a rotating triclinic magneto-thermoelastic medium in the context of a fraction-order derivative generalized thermo-elasticity are formulated and solved to obtain the velocity equation. Plane-wave solution indicates the existence of three quasi plane waves namely quasi longitudinal displacement () wave, quasi thermal () wave and quasi shear vertical () wave. A reflection phenomenon for the incidence of a coupled quasi plane wave for a thermally insulated surface is studied. The expressions for the reflection coefficient and energy ratio are derived. The effect of rotation, magnetic field, anisotropy, fractional-order and thermal parameters on the reflection coefficient and energy ratio is shown graphically.
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