Abstract
A new approach is proposed here to synthesize a desired frequency response of a resistive strip with a piecewise constant resistive profile. The strip can be attached at both ends to resistive (with constant resistance) or perfect electric conducting half-planes. The main feature of this method is the use ofutd solutions for the scattered field in a cost function which depends on the desired frequency response. The cost function is minimized by an iterative numerical scheme to determine the piecewise constant resistive profile. The scattered field in the frequency or spatial domains is then calculated usingutd or method of moments techniques. Several examples are shown for a Chebyshev frequency response.
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