Abstract
The guided-wave problem of a parallel-plate region with a bifurcating resistive sheet of finite length is solved. After the space has been divided into three regions, the series solutions in them are matched across the boundaries. Then, the eigenequation is used to determine the propagtidon and four sets of equations are solved for the unknown coefficients. The series solutions converge rapidly and are readily applied to obtain conditions of maximum absorption.
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Schedule a callMore From: IEEE transactions on microwave theory and techniques
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