Effect of Surface Nonlinearity Distribution on Second Harmonic Generation under Tightly Focused Beams

A thorough integral formulation describing the second harmonic generation under tightly focused linearly and radially polarized beams for an arbitrary distribution of the nonlinear susceptibility over the surface of isotropic media was presented. We numerically simulated effects caused by the straig...

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Main Authors: Sergey Scherbak, Ilya Reshetov, Gennadiy Kan, Andrey Lipovskii
Format: Article
Language:English
Published: MDPI AG 2023-03-01
Series:Photonics
Subjects:
Online Access:https://www.mdpi.com/2304-6732/10/4/350
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author Sergey Scherbak
Ilya Reshetov
Gennadiy Kan
Andrey Lipovskii
author_facet Sergey Scherbak
Ilya Reshetov
Gennadiy Kan
Andrey Lipovskii
author_sort Sergey Scherbak
collection DOAJ
description A thorough integral formulation describing the second harmonic generation under tightly focused linearly and radially polarized beams for an arbitrary distribution of the nonlinear susceptibility over the surface of isotropic media was presented. We numerically simulated effects caused by the straight edge of the nonlinear region. In particular, we demonstrated that the second harmonic radiation in the normal direction, which is forbidden in common cases of highly symmetrical nonlinear surfaces, is allowed in the presence of the edge. This is provided by χ<sup>(2)</sup><sub>xzx</sub>-component of the second-order susceptibility.
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spelling doaj.art-8c61a2bba5ca43de95b00174aae203822023-11-17T20:56:49ZengMDPI AGPhotonics2304-67322023-03-0110435010.3390/photonics10040350Effect of Surface Nonlinearity Distribution on Second Harmonic Generation under Tightly Focused BeamsSergey Scherbak0Ilya Reshetov1Gennadiy Kan2Andrey Lipovskii3Department of Physics and Technology of Nanoheterostructures, Alferov University, St. Petersburg 194021, RussiaDepartment of Physics and Technology of Nanoheterostructures, Alferov University, St. Petersburg 194021, RussiaDepartment of Physics and Technology of Nanoheterostructures, Alferov University, St. Petersburg 194021, RussiaDepartment of Physics and Technology of Nanoheterostructures, Alferov University, St. Petersburg 194021, RussiaA thorough integral formulation describing the second harmonic generation under tightly focused linearly and radially polarized beams for an arbitrary distribution of the nonlinear susceptibility over the surface of isotropic media was presented. We numerically simulated effects caused by the straight edge of the nonlinear region. In particular, we demonstrated that the second harmonic radiation in the normal direction, which is forbidden in common cases of highly symmetrical nonlinear surfaces, is allowed in the presence of the edge. This is provided by χ<sup>(2)</sup><sub>xzx</sub>-component of the second-order susceptibility.https://www.mdpi.com/2304-6732/10/4/350optical second harmonic generationradial polarizationtight focusingedge effect
spellingShingle Sergey Scherbak
Ilya Reshetov
Gennadiy Kan
Andrey Lipovskii
Effect of Surface Nonlinearity Distribution on Second Harmonic Generation under Tightly Focused Beams
Photonics
optical second harmonic generation
radial polarization
tight focusing
edge effect
title Effect of Surface Nonlinearity Distribution on Second Harmonic Generation under Tightly Focused Beams
title_full Effect of Surface Nonlinearity Distribution on Second Harmonic Generation under Tightly Focused Beams
title_fullStr Effect of Surface Nonlinearity Distribution on Second Harmonic Generation under Tightly Focused Beams
title_full_unstemmed Effect of Surface Nonlinearity Distribution on Second Harmonic Generation under Tightly Focused Beams
title_short Effect of Surface Nonlinearity Distribution on Second Harmonic Generation under Tightly Focused Beams
title_sort effect of surface nonlinearity distribution on second harmonic generation under tightly focused beams
topic optical second harmonic generation
radial polarization
tight focusing
edge effect
url https://www.mdpi.com/2304-6732/10/4/350
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AT ilyareshetov effectofsurfacenonlinearitydistributiononsecondharmonicgenerationundertightlyfocusedbeams
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