Abstract
Using Kobayashi potential method, mathematical formulation and solution have been provided for scattering from a perfect electromagnetic conducting (PEMC) strip buried under a planar dielectric interface. Mediums occupying half spaces on both sides of the dielectric interface are non-integer dimensional in direction normal to the dielectric interface. Far zone scattered field, which takes into account asymptotic contributions of all multiple interaction between the strip and the dielectric interface, has been derived for a special case when half space hosting the strip is of integer dimension. Results for limiting cases of the strip have also been obtained for verification.
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