Abstract
The problem of the reflection and transmission from a thin conducting sheet, erected over a cylindrical surface, is considered. The sheet is characterized by a jump condition on the tangential magnetic field. The geometry is restricted to the case when the thin sheet is in a plane normal to the cylindrical impedance-type boundary. Although the problem is two dimensional, the conductivity of the sheet may be nonuniform in the radial direction. It is shown that this nonuniformity results in appreciable conversion between the creeping wave type modes on the cylindrical surface.
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