DocumentCode
1131948
Title
Heuristic Edge Diffraction Coefficient for the Surface Field of an Equal Curved Face Wedge: TE Plane Wave Illumination
Author
Milford, Gregory N. ; Cashman, John D.
Author_Institution
Sch. of Inf. Technol. & Electr. Eng., Univ. of NSW, Canberra, ACT, Australia
Volume
53
Issue
8
fYear
2005
Firstpage
2749
Lastpage
2755
Abstract
We present a diffraction coefficient for calculating the field on the surface of a perfectly conducting two-dimensional curved face wedge, illuminated by a TE plane wave. The surface field consists of a geometrical optics (GO) field supplemented by a creeping wave launched by edge diffraction. The GO field is that which would exist on the circular cylinder of which the wedge face is a part, subject to the same illumination. The diffracted field takes the form of a creeping wave and is related to the incident field at the edge by the new diffraction coefficient
.
is found by requiring the sum of the diffracted and GO fields to equal the correct field determined by numerical methods in a range of representative cases.
is found to be a function of distance close to the edge and then becomes constant with increasing distance; thus, our method is valid for all distances from the edge, including zero. We have developed relatively simple analytic expressions for
as a function of plane wave incidence direction, wedge angle, radius of curvature of the surfaces and distance of the field point from the edge. These expressions have been found to give good prediction of surface magnetic field for cases different from those for which the original data was calculated.
.
is found by requiring the sum of the diffracted and GO fields to equal the correct field determined by numerical methods in a range of representative cases.
is found to be a function of distance close to the edge and then becomes constant with increasing distance; thus, our method is valid for all distances from the edge, including zero. We have developed relatively simple analytic expressions for
as a function of plane wave incidence direction, wedge angle, radius of curvature of the surfaces and distance of the field point from the edge. These expressions have been found to give good prediction of surface magnetic field for cases different from those for which the original data was calculated.Keywords
conducting bodies; electromagnetic wave scattering; geometrical optics; geometrical theory of diffraction; surface electromagnetic waves; GO; TE plane wave illumination; asymptotic method; electromagnetic radiation; electromagnetic wave scattering; geometrical optic; geometrical theory of diffraction; heuristic edge diffraction coefficient; perfectly conducting two-dimensional curved face wedge; plane wave incidence; surface magnetic field; Electromagnetic diffraction; Lighting; Magnetic analysis; Magnetic fields; Optical diffraction; Optical scattering; Optical surface waves; Physical theory of diffraction; Surface waves; Tellurium; Asymptotic methods; electromagnetic diffraction; electromagnetic radiation; geometrical theory of diffraction; scattering from wedges;
fLanguage
English
Journal_Title
Antennas and Propagation, IEEE Transactions on
Publisher
ieee
ISSN
0018-926X
Type
jour
DOI
10.1109/TAP.2005.851850
Filename
1492627
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