DocumentCode
3505698
Title
The Wiener-Hopf technique for impenetrable wedge problems
Author
Daniele, Vito G. ; Lombardi, Guido
Author_Institution
Dept. of Electron., Politecnico di Torino
Volume
0
fYear
2005
fDate
May 28 2005-June 1 2005
Firstpage
50
Lastpage
61
Abstract
This paper presents how to define and solve generalized Wiener-Hopf (GWHE) equations for angular region problems. In particular it illustrates the techniques to deal efficiently with arbitrary impenetrable wedge problems at skew incidence. Very accurate and efficient numerical results are obtained numerically by reducing the factorization problem to a Fredholm integral equation of second kind. Asymptotic evaluation of far fields has been performed
Keywords
Fredholm integral equations; computational electromagnetics; electromagnetic field theory; Fredholm integral equation; Wiener-Hopf technique; angular region problems; factorization problem; impenetrable wedge problems; skew incidence; Apertures; Differential equations; Electromagnetic diffraction; Electromagnetic fields; Integral equations; Kernel; Maxwell equations; Performance evaluation; Samarium;
fLanguage
English
Publisher
ieee
Conference_Titel
Days on Diffraction, 2005. DD 2005. Proceedings of the International Conference
Conference_Location
St.Petersburg
Print_ISBN
5-9651-0140-6
Type
conf
DOI
10.1109/DD.2005.204879
Filename
1613386
Link To Document