The dyadic diffraction coefficient for a curved edge

Keywords

Diffraction, Wedge (geometry), Fresnel diffraction, Geometry, Optics

References

• THE DYADIC DIFFRACTION COEFFICIENT FOR A PERFECTLY CONDUCTING WEDGEPrabhakar H. Pathak, R. G. Kouyoumjian — 1970
• Asymptomatic Series Describing the Diffraction of a Plane Wave by a WedgeD. L. Hutchins, R. G. Kouyoumjian — 1969
• Radiation and scattering of wavesLeopold B. Felsen, N. Marcuvitz — 1972
• Electromagnetic and Acoustic Scattering by Simple ShapesJohn J. Bowman, Thomas B. A. Senior, Piergiorgio L. E. Uslenghi — 1969
• On Asymptotic Series for Functions Occurring in the Theory of Diffraction of Waves by WedgesFritz Oberhettinger — 1955
• Higher-Order Approximations in Multiple Scattering. II. Three-Dimensional Scalar CaseN. R. Zitron, Samuel N. Karp — 1961
• The Theory of ElectromagnetismA. Beck — 1964
• The diffraction matrix for a discontinuity in curvatureT. B. A. Senior — 1972
• Uniform Asymptotic Theory of Diffraction by a Plane ScreenDS Ahluwalia, R. M. Lewis, J. Boersma — 1968
• Boundary layer problems in diffraction theoryR. N. Buchal, Joseph B. Keller — 1960
• An asymptotic solution of Maxwell's equationsMorris Kline — 1951
• Disk scattering at edge-on incidenceT. B. A. Senior — 1969
• Diffraction by an ApertureJoseph B. Keller — 1957
• Uniform Asymptotic Theory of Diffraction by the Edge of a Three-Dimensional BodyDaljit S. Ahluwalia — 1970
• Diffraction of a Scalar Wave by a Plane ScreenPeter Wolfe — 1966
• SOME EXTENSIONS TO THE METHOD OF INTEGRATION BY STEEPEST DESCENTSP. C. Clemmow — 1950
• On Asymptotic Series for Functions in the Theory of Diffraction of LightWolfgang Pauli — 1938
• Diffraction Coefficients for Higher Order Edges and VerticesLee Kaminetzky, Joseph B. Keller — 1972
• Electromagnetic Diffraction and Propagation ProblemsV. A. Fok — 1965
• Backscattering from a finite coneJoseph B. Keller — 1960

Cited by

• Théorie asymptotique de la diffraction en optique physique appliquée aux antennes à réflecteurMostafa Jelloul — 1979
• Diffraction by a perfectly conducting rectangular cylinder which is illuminated by an array of line sourcesR. G. Kouyoumjian, N. Wang — 1974
• A Novel Time-Domain Formulation of 3-D Dyadic Diffraction Coefficient for Arbitrary Polarized UWB Signals with Oblique IncidenceBajrang Bansal, Sanjay Kumar Soni — 2015
• Real Time RF Propagation Simulation Support for AFSORStephen A. Fast, Chris Marston — 2004
• Radiation patterns of a λ/4 monopole mounted on thick finite square and circular ground planesHosny M. Ibrahim, D.T. Stephenson — 1988
• A graphical aid for extracting circular-polarized components from spinning-linear patternsCharles A. Klein — 1977
• Comments on "A uniform geometrical theory of diffraction for an edge in a perfectly conducting surface"J.D. Cashman, R. G. Kouyoumjian, Prabhakar H. Pathak — 1977
• Diffraction theory techniques applied to aperture antennas on finite circular and square ground planesC. R. Cockrell, Prabhakar H. Pathak — 1974
• Uniform Ray Description for the PO Scattering by Vertices in Curved Surface With Curvilinear Edges and Relatively General Boundary ConditionsMatteo Albani, Giorgio Carluccio, Prabhakar H. Pathak — 2011
• A Channel Model for Polarized Off-Body Communications With Dynamic UsersKenan Turbić, Luís M. Correia, Marko Beko — 2019
• DIFFRACTION BY A PERFECTLY CONDUCTING RECTANGULAR CYLINDER WHICH IS ILLUMINATED BY AN ARRAY OF LINE SOURCESNasa Cr — 1974
• A Heuristic UTD Solution for Scattering by a Thin Lossless Anisotropic SlabManushanker Balasubramanian, Sawyer D. Campbell, Douglas H. Werner — 2020
• A Hybrid MoM/UTD Method for the Analysis of a Monopole Antenna in an ApertureC. Ullrich, P. Russer — 2011
• A uniform GTD analysis of the EM diffraction by a thin dielectric/ferrite half-plane and related configurationsR. Rojas — 1985
• Computational Methods in the Analysis of Noise InterferenceR. Perez — 1998
• Techniques for High-Frequency ProblemsP. Pathak — 1988
• 7 – Computational Methods in Electromagnetic CompatibilityR. Perez — 1995

Related papers

• Geometrical theory of diffraction.Joseph B. Keller — 1962
• THE DYADIC DIFFRACTION COEFFICIENT FOR A PERFECTLY CONDUCTING WEDGEPrabhakar H. Pathak, R. G. Kouyoumjian — 1970
• Analysis and Computation using GTD of a conducting Surface of Paraboloid ReflectorsM. Ajay Babu, Habibulla Khan — 2013
• A uniform geometrical theory of diffraction for an edge in a perfectly conducting surfaceR. G. Kouyoumjian, Prabhakar H. Pathak — 1974
• A uniform asymptotic theory of electromagnetic diffraction by a curved wedgeShung-Wu Lee, G. Deschamps — 1976
• A uniform double diffraction coefficient for a pair of wedges in arbitrary configurationMatteo Albani — 2005
• A uniform asymptotic theory of diffractionJ. Boersma — 1975
• On the GTD scattering by a polygonal cylinderP. Mast, R. G. Kouyoumjian — 1976
• Diffraction of the creeping waves generated on a perfectly conducting spherical scatterer by a ring sourceM. İdemen, E. Erdogan — 1983
• Double diffraction coefficients for source and observation at finite distance for a pair of wedgesMatteo Albani, Filippo Capolino, S. Maci — 1995