Abstract
Consider a fully quad-anisotropic and inhomogeneous solid medium capable of supporting thermo-elasto-electro-magnetic wave propagation phenomena in three spatial dimensions. Let C denote the set of linearized constitutive equations and G the system of the governing partial differential equations (PDEs). Let (G, C) represent the collection of G and C. This paper shows that (G, C) can be diagonalized (D) and supplemented (S) resulting in the equivalent consistent collection of PDEs (D, S).
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