The complete set of spatial domain electromagnetic dyadic Green's functions for the cylindrical chirowaveguide is rigorously derived in the eigenfunction expansion form. The additionally derived dyadic Green's functions are necessary for accounting the presence of equivalent magnetic current sources. Using these dyadic Green's functions, both electric and magnetic fields due to an arbitrarily distributed electric or magnetic or both current sources can be calculated. These functions are import mathematical tools for the design and analysis of the excitation of the waveguide.
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