Ways to achieve efficient non-local vortex beam generation
Based on the insights into the phenomenon of bound states in the continuum, a novel approach utilizing the momentum-space polarization morphologies of periodic structures to generate vortex beams (VBs) has been proposed. Such periodic structures modulate beams in a nonlocal way and require no precis...
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De Gruyter
2021
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oai:doaj.org-article:21a3b62f8c9f441fb21da94edcf7739b2021-12-05T14:10:56ZWays to achieve efficient non-local vortex beam generation2192-861410.1515/nanoph-2021-0342https://doaj.org/article/21a3b62f8c9f441fb21da94edcf7739b2021-09-01T00:00:00Zhttps://doi.org/10.1515/nanoph-2021-0342https://doaj.org/toc/2192-8614Based on the insights into the phenomenon of bound states in the continuum, a novel approach utilizing the momentum-space polarization morphologies of periodic structures to generate vortex beams (VBs) has been proposed. Such periodic structures modulate beams in a nonlocal way and require no precise alignment. However, the efficiency of such an approach has not been analyzed in detail, and the efficiency in previous realizations is far from optimized. Here, we analyze the factors affecting the efficiency of nonlocal VB generation. We show that the maximal efficiency cannot exceed 25% if the periodic structure carries only singlet resonances. To go beyond this limit, we propose two approaches to improve efficiency. We theoretically analyze the mechanisms and verify the approaches by full-wave simulations. Both of the approaches serve to improve the generation efficiency by several folds.Liu WenzheShi LeiZi JianChan Che TingDe Gruyterarticlebound state in the continuumkerker effectnon-localphotonic crystalpolarization singularityvortex beamPhysicsQC1-999ENNanophotonics, Vol 10, Iss 17, Pp 4297-4304 (2021) |
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bound state in the continuum kerker effect non-local photonic crystal polarization singularity vortex beam Physics QC1-999 |
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bound state in the continuum kerker effect non-local photonic crystal polarization singularity vortex beam Physics QC1-999 Liu Wenzhe Shi Lei Zi Jian Chan Che Ting Ways to achieve efficient non-local vortex beam generation |
description |
Based on the insights into the phenomenon of bound states in the continuum, a novel approach utilizing the momentum-space polarization morphologies of periodic structures to generate vortex beams (VBs) has been proposed. Such periodic structures modulate beams in a nonlocal way and require no precise alignment. However, the efficiency of such an approach has not been analyzed in detail, and the efficiency in previous realizations is far from optimized. Here, we analyze the factors affecting the efficiency of nonlocal VB generation. We show that the maximal efficiency cannot exceed 25% if the periodic structure carries only singlet resonances. To go beyond this limit, we propose two approaches to improve efficiency. We theoretically analyze the mechanisms and verify the approaches by full-wave simulations. Both of the approaches serve to improve the generation efficiency by several folds. |
format |
article |
author |
Liu Wenzhe Shi Lei Zi Jian Chan Che Ting |
author_facet |
Liu Wenzhe Shi Lei Zi Jian Chan Che Ting |
author_sort |
Liu Wenzhe |
title |
Ways to achieve efficient non-local vortex beam generation |
title_short |
Ways to achieve efficient non-local vortex beam generation |
title_full |
Ways to achieve efficient non-local vortex beam generation |
title_fullStr |
Ways to achieve efficient non-local vortex beam generation |
title_full_unstemmed |
Ways to achieve efficient non-local vortex beam generation |
title_sort |
ways to achieve efficient non-local vortex beam generation |
publisher |
De Gruyter |
publishDate |
2021 |
url |
https://doaj.org/article/21a3b62f8c9f441fb21da94edcf7739b |
work_keys_str_mv |
AT liuwenzhe waystoachieveefficientnonlocalvortexbeamgeneration AT shilei waystoachieveefficientnonlocalvortexbeamgeneration AT zijian waystoachieveefficientnonlocalvortexbeamgeneration AT chancheting waystoachieveefficientnonlocalvortexbeamgeneration |
_version_ |
1718371589338169344 |