In this work we present our recent work on novel Wiener-Hopf(WH) formulation for the analysis and the study of scattering of wedges [1] immersed in complex materials [2-3]. We start from an original study of the perfect electrically conducting (PEC) wedge immersed in uniaxial (ϵx=ϵy≠ϵz,μx=μy≠μz) and biaxial (all different ϵi, μi=x,y,z) media illuminated by plane waves, where the wedge has an aperture angle of 2π-2γ. The uniaxial case has been studied by Felsen in [4], however generalization and exploitation of this case has not been further carried out in literature.
Wiener-Hopf Solution of Diffraction by a PEC Wedge in Anisotropic Media / Daniele, V.; Lombardi, G.. - ELETTRONICO. - 2023 International Conference on Electromagnetics in Advanced Applications, ICEAA 2023:(2023), pp. 652-652. (Intervento presentato al convegno 25th International Conference on Electromagnetics in Advanced Applications, ICEAA 2023 tenutosi a Venice (Italy) nel 9-13 October 2023) [10.1109/ICEAA57318.2023.10297849].
Wiener-Hopf Solution of Diffraction by a PEC Wedge in Anisotropic Media
Daniele V.;Lombardi G.
2023
Abstract
In this work we present our recent work on novel Wiener-Hopf(WH) formulation for the analysis and the study of scattering of wedges [1] immersed in complex materials [2-3]. We start from an original study of the perfect electrically conducting (PEC) wedge immersed in uniaxial (ϵx=ϵy≠ϵz,μx=μy≠μz) and biaxial (all different ϵi, μi=x,y,z) media illuminated by plane waves, where the wedge has an aperture angle of 2π-2γ. The uniaxial case has been studied by Felsen in [4], however generalization and exploitation of this case has not been further carried out in literature.| File | Dimensione | Formato | |
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https://hdl.handle.net/11583/2987793
			
		
	
	
	
			      	