Displacement of the refracted wave in presence of inhibited reflection

A displacement of the transmitted wave for a uniaxial crystalisotropic medium interface is found, when the angle of incidence is larger than the limiting inhibited reflection angle. The phenomenon treated is a generalization of the well-known Goos—Hünchen effect [1] which is the longitudinal displac...

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Autor principal: Vanney, C.E.
Formato: JOUR
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Acceso en línea:http://hdl.handle.net/20.500.12110/paper_09500340_v47_n4_p685_Vanney
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spelling todo:paper_09500340_v47_n4_p685_Vanney2023-10-03T15:49:52Z Displacement of the refracted wave in presence of inhibited reflection Vanney, C.E. Anisotropy Birefringence Electric fields Interfaces (materials) Light polarization Light propagation Light reflection Light transmission Single crystals Vectors Displacement Goos-Hanchen effect Isotropic medium interface Uniaxial crystal Light refraction A displacement of the transmitted wave for a uniaxial crystalisotropic medium interface is found, when the angle of incidence is larger than the limiting inhibited reflection angle. The phenomenon treated is a generalization of the well-known Goos—Hünchen effect [1] which is the longitudinal displacement of the reflected wave associated with total reflection in isotropic interfaces. Nevertheless, because of the crystal anisotropy, the displacement vector here has both a longitudinal and a transverse component even when the incident beam is linearly polarized. Expressions for these components are given and their meaning is analysed. © 2000 Taylor & Francis Group, LLC. JOUR info:eu-repo/semantics/openAccess http://creativecommons.org/licenses/by/2.5/ar http://hdl.handle.net/20.500.12110/paper_09500340_v47_n4_p685_Vanney
institution Universidad de Buenos Aires
institution_str I-28
repository_str R-134
collection Biblioteca Digital - Facultad de Ciencias Exactas y Naturales (UBA)
topic Anisotropy
Birefringence
Electric fields
Interfaces (materials)
Light polarization
Light propagation
Light reflection
Light transmission
Single crystals
Vectors
Displacement
Goos-Hanchen effect
Isotropic medium interface
Uniaxial crystal
Light refraction
spellingShingle Anisotropy
Birefringence
Electric fields
Interfaces (materials)
Light polarization
Light propagation
Light reflection
Light transmission
Single crystals
Vectors
Displacement
Goos-Hanchen effect
Isotropic medium interface
Uniaxial crystal
Light refraction
Vanney, C.E.
Displacement of the refracted wave in presence of inhibited reflection
topic_facet Anisotropy
Birefringence
Electric fields
Interfaces (materials)
Light polarization
Light propagation
Light reflection
Light transmission
Single crystals
Vectors
Displacement
Goos-Hanchen effect
Isotropic medium interface
Uniaxial crystal
Light refraction
description A displacement of the transmitted wave for a uniaxial crystalisotropic medium interface is found, when the angle of incidence is larger than the limiting inhibited reflection angle. The phenomenon treated is a generalization of the well-known Goos—Hünchen effect [1] which is the longitudinal displacement of the reflected wave associated with total reflection in isotropic interfaces. Nevertheless, because of the crystal anisotropy, the displacement vector here has both a longitudinal and a transverse component even when the incident beam is linearly polarized. Expressions for these components are given and their meaning is analysed. © 2000 Taylor & Francis Group, LLC.
format JOUR
author Vanney, C.E.
author_facet Vanney, C.E.
author_sort Vanney, C.E.
title Displacement of the refracted wave in presence of inhibited reflection
title_short Displacement of the refracted wave in presence of inhibited reflection
title_full Displacement of the refracted wave in presence of inhibited reflection
title_fullStr Displacement of the refracted wave in presence of inhibited reflection
title_full_unstemmed Displacement of the refracted wave in presence of inhibited reflection
title_sort displacement of the refracted wave in presence of inhibited reflection
url http://hdl.handle.net/20.500.12110/paper_09500340_v47_n4_p685_Vanney
work_keys_str_mv AT vanneyce displacementoftherefractedwaveinpresenceofinhibitedreflection
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