Scholarly record
LATERAL DISPLACEMENT OF A GAUSSIAN BEAM
Abstract
In this paper, we investigate the the lateral displacement of a Gaussian beam by a conductive thin slab is investigated. A description of the Gaussian beam and a lateral displacement of Gaussian beam at a conductive thin slab is given. We construct a plane wave representation of a Gaussian beam incident upon a homogeneous, lossless, isotropic conductive slab. The waves inside and outside the slab are solved analitically by matching the conductive boundary conditions at the interface. Numerical results including the effect of the conductivity on the thin slab are given by using plane wave representation of the Gaussian beam.
Publication details
References7
J.A.Kong, B.I.Wu, Y.Zang, “Lateral displacement of a Gaussian Beam reflected from a grounded slab with negative permittivity and permeability,” Appl. Phys. Letters, Vol.80(12), 2002.
T.Tamir, H.L.Bertoni, “Lateral displacement of optical beams at multilayered and periodic structures,” J.Opt.Soc.Am.,Vol.61(10), 1973.
H.K.V.Lotsch, “Beam displacement at total reflection the Goos-Haenchen effect, Optik, Vol.32, 1970.
S.Konar, P.K. Barhai and S. Medhekar, “Displacement and deflection of optical beams by nonlinear planar wavwguide”, Journal of Nonlinear Optical and Materials, Vol.12, No.1, 2003
L.M.Brekhovskikh, Waves in layered media, Academic Press, 1960.
B.Lunitz and J.Jahns, “Tolerant design of a planar-optical clock distribution system”, Optical Communication, Vol.134, 1997
M.Idemen, Special notes on Diffraction Theory, Istanbul Technical University, 1994.
View or Download full articleAccess options
SWS access login
Login as SWS Scientific CommitteeLogin as SWS Scientific PartnerLogin as SWS AuthorAuthors and approved SWS contributors will read and export their own linked papers after identity matching by SWS profile, email and SGEM GlobalID.
For librarian assistance: [email protected]
Purchase Instant Access
- Article can be downloaded after successful payment.
- Article may be used according to SWS library access terms.
- Article cannot be redistributed.
