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arXiv 2007.05142physics.optics

超表面中等离子体元原子的超极化率

Hyperpolarizability of plasmonic meta-atoms in metasurfaces

M. Saad Bin-Alam, Joshua Baxter, Kashif M. Awan, Antti Kiviniemi, Yaryna Mamchur, Antonio Calà Lesina, Kosmas L. Tsakmakidis, Mikko J. Huttunen, Lora Ramunno, Ksenia Dolgaleva

AI总结:

本文提出等效RLC电路模型估算等离子体元原子的一阶超极化率,经实验与计算验证,为非线性超表面设计提供简便工具。

摘要:

等离子体超表面有望成为纳米级非线性光学和平面非线性光学元件的使能器。此类超表面的非线性光学响应由其构建单元——单个纳米结构等离子体元原子的非线性光学特性决定。遗憾的是,目前尚无简单方法来确定元原子的非线性系数(超极化率),这阻碍了非线性超表面的设计。在此,我们开发了此类元原子的等效RLC电路模型,以估算其在光学光谱范围内的二阶非线性光学参数,即一阶超极化率。同时,我们从二次谐波产生实验中提取了由不对称形状(拉长)等离子体纳米棱镜组成的单个元原子的一阶超极化率光谱。此外,我们使用非线性流体动力学FDTD方法和基于非线性散射理论的计算验证了我们的结果。这三种方法(解析、实验和计算)得出的结果非常一致。因此,我们的经验RLC模型可作为一种简单工具,用于高效设计非线性等离子体超表面。

英文摘要:

Plasmonic metasurfaces are promising as enablers of nanoscale nonlinear optics and flat nonlinear optical components. Nonlinear optical responses of such metasurfaces are determined by the nonlinear optical properties of individual nanostructured plasmonic meta-atoms, which are the building blocks of the metasurfaces. Unfortunately, no simple methods exist to determine the nonlinear coefficients (hyperpolarizabilities) of the meta-atoms hindering designing of nonlinear metasurfaces. Here, we develop the equivalent RLC circuit model of such meta-atoms to estimate their second-order nonlinear optical parameter i.e. the first-order hyperpolarizability in the optical spectral range. In parallel, we extract from second-harmonic generation experiments the spectrum of the 1st-order hyperpolarizabilities of individual meta-atoms consisting of asymmetrically shaped (elongated) plasmonic nanoprisms. Moreover, we verify our results using nonlinear hydrodynamic-FDTD and with calculations based on nonlinear scattering theory. All three approaches: analytical, experimental, and computational, yield results that agree very well. Our empirical RLC model can thus be used as a simple tool to enable efficient design of nonlinear plasmonic metasurfaces.

机构、总结、中文摘要均由AI分析而来,可能存在错误,请以论文正文为准。

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