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Study of second and third harmonic generation from an indium tin oxide nanolayer: Influence of nonlocal effects and hot electrons

机译:从氧化铟锡纳米层的第二和三次谐波产生的研究:非函数效应和热电子的影响

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摘要

We report comparative experimental and theoretical studies of the second and third harmonic generation from a 20 nm-thick indium tin oxide layer in proximity of the epsilon-near-zero condition. Using a tunable optical parametric amplifier, we record both spectral and angular dependence of the generated harmonic signals close to this particular point. In addition to the enhancement of the second harmonic efficiency close to the epsilon-near-zero wavelength, at oblique incidence, third harmonic generation displays an unusual behavior, predicted but not observed before. We implement a comprehensive, first-principles hydrodynamic approach able to simulate our experimental conditions. The model is unique, flexible, and able to capture all major physical mechanisms that drive the electrodynamic behavior of conductive oxide layers: nonlocal effects, which blueshift the epsilon-near-zero resonance by tens of nanometers; plasma frequency redshift due to variations of the effective mass of hot carriers; charge density distribution inside the layer, which determines the nonlinear surface and magnetic interactions; and the nonlinearity of the background medium triggered by bound electrons. We show that, by taking these contributions into account, our theoretical predictions are in very good qualitative and quantitative agreement with our experimental results. We expect that our results can be extended to other geometries where epsilon-near-zero nonlinearity plays an important role.
机译:我们报告了在ε-近零条件下的20nm厚的铟锡氧化物层中的第二和三次谐波产生的比较实验和理论研究。使用可调谐光学参数放大器,我们记录所产生的谐波信号的频谱和角度依赖性接近该特定点。除了提高靠近epsilon - 近零波长的二次谐波效率之外,在倾斜发射时,第三次谐波产生显示出不寻常的行为,预测但之前未观察到。我们实施了一种全面的第一原理流体动力学方法,能够模拟我们的实验条件。该模型是独特的,灵活,能够捕获驱动导电氧化物层的电动力学行为的所有主要物理机制:非识别效应,这使得通过数十纳米的epsilon - 近零共振。等离子体频率红移由于热载体的有效质量的变化;电荷密度分布在层内,确定非线性表面和磁相互作用;由结束电子触发的背景介质的非线性。我们表明,通过考虑这些贡献,我们的理论预测与我们的实验结果非常良好的定性和定量协议。我们预计我们的结果可以扩展到其他几何形状,其中epsilon - 近零的非线性起着重要作用。

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