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High-frequency Green's function for a rectangular array of dipoles with weakly varying tapered excitation
Abstract
High-fequency Green's function for a rectangular array of dipoles with weakly varying tapered excitation was discussed. The array Green's function (AGF) is the building block for the full-wave analysis of planar phased array antennas. The application of high frequency asymptotics to each Floquet wave (FW)-matched array aperture casts the array Green's function (AGF) in the format of a generalized geometrical Theory of Diffraction (GTD).
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