Quantitatively extracting the contribution of asymmetric local-field to χ^(2) in cross-shaped Ag nanoholes
Author(s) -
Jiawei Chen,
Kai Wang,
Hua Long,
Hongbo Hu,
Xiaobo Han,
Bing Wang,
Peixiang Lu
Publication year - 2017
Publication title -
optics express
Language(s) - English
Resource type - Journals
SCImago Journal Rank - 1.394
H-Index - 271
ISSN - 1094-4087
DOI - 10.1364/oe.25.001296
Subject(s) - local field , second harmonic generation , surface plasmon resonance , resonance (particle physics) , materials science , field (mathematics) , optics , wavelength , plasmon , nonlinear optics , high harmonic generation , laser , nonlinear system , distribution (mathematics) , surface plasmon , molecular physics , optoelectronics , condensed matter physics , physics , atomic physics , nanotechnology , nanoparticle , mathematical analysis , mathematics , quantum mechanics , pure mathematics
We systematically study the contribution of local-field distribution to second-harmonic generation (SHG) in cross-shaped Ag nanohole arrays, which is usually covered by resonance enhancement effect. By increasing one arm-length of the centrosymmetric cross-shaped Ag nanohole, the local-field distribution varies from centrosymmetric to non-centrosymmetric, while the localized surface plasmon resonance peak is red-shifted to the wavelength of the pumping laser accordingly. Both experimental and stimulated results indicate that the contribution of the asymmetric local-field distribution to SHG is quantitatively separated from a strong resonance enhancement effect. It shows that the pure effective second-order nonlinear susceptibility increases as the asymmetric degree of local-field distribution increases, and the largest effective second-order nonlinear susceptibility is ~2.5 times to that in a centrosymmetric local-field distribution. Our results provide evidence for optimizing the design of nonlinear plasmonic nanoantennas and metasurfaces.
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