Time-harmonic two- and three-dimensional Green's dyadics for general uniaxial bianisotropic media

A rigorous study of the Green's dyadics in two and three dimensions for general uniaxial bianisotropic media is made. The Green's dyadics are derived in the time-harmonic regime. A general uniaxial bianisotropic medium is described by eight parameters. In general, it is impossible to derive a closed-form representation of the Green's dyadics in three dimensions. In one important special case, however, where one relation is satisfied between the eight parameters, it is possible to obtain a closed-form representation.<
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