PAMELA: A useful tool for the study of leaky-wave modes in strip-loaded open dielectric waveguides

Journal ar
IEEE Antennas and Propagation Magazine
  • Volumen: 48
  • Número: 4
  • Fecha: 01 August 2006
  • Páginas: 54-72
  • ISSN: 10459243
  • Source Type: Journal
  • DOI: 10.1109/MAP.2006.1715231
  • Document Type: Article
A software tool is presented to help in the teaching of the electromagnetic theory of open dielectric waveguides. The study of the modal spectrum of canonical closed 2VCgUides is a basic topic in any course of electromagnetics or microwave engineering. However, surface-wave modes and leaky-wave modes 'in open waveguides are not yet so well known in the academic environment. Nevertheless, this study is necessary, since novel open dielectric waveguides have been proposed for millimeter-wave and optical electronics in order to reduce the conductor losses. Therefore, the comprehension of the phenomenon of leaky-wave modes and behavior is indispensable for any future microwave engineer, who will have to work with the new millimeter-wave and optical technologies. This program constitutes the first tool explicitly conceived to help the teaching of the working principles of open dielectric guides loaded with printed circuits, and the associated practical leaky-wave antennas (LWAs). The code can be a very good supplement to understand how practical leaky-wave antennas work, after a basic theoretical understanding of leaky waves has been first obtained. From the appearance of leaky-wave modes in open waveguides to the design of a backward-to-forward leaky-wave antenna, some simple and very clarifying step-by-step exercises are presented to illustrate these not-so-well-known concepts. Although the program refers to a specific type of open dielectric guides (laterally-shielded, top-open, stub-loaded, rectangular dielectric waveguides with planar perturbations), the results are applicable to any open dielectric guide, helping to teach the basic theory and topics relating to leaky- and surface-wave modes in uniform and periodic structures. © 2006 IEEE.

Author keywords

    Indexed keywords

      Funding details