Abstract
The evolution equations of diffusion, momentum, energy, electromagnetic field and nonequilibrium fluxes of mass, electric current and heat are formulated for a conducting thermoelastic paramagnetic body in the framework of extended irreversible thermodynamics. Liu's theorem is used to analyze the entropy inequality while isotropic polynomial representations of the tensor, vector and scalar functions of the tensor, vector and scalar valued arguments are used to specify the constitutive relations that allow one to obtain the explicit form of the looked for evolution equations.
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