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Enhanced third-order optical nonlinearity driven by surface-plasmon field gradients

机译:由表面等离子体驱动的增强的三阶光学非线性   场梯度

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摘要

Achieving efficient nonlinear optical frequency conversion in small volumesis key for future on-chip photonic devices that would provide a higher-speedalternative to modern electronics. However, the already intrinsically lowconversion efficiency severely limits miniaturization to nanoscale dimensions.Here we demonstrate that gradient-field effects can provide for an efficient,conventionally dipole-forbidden nonlinear response, offering a new approach forenhanced nonlinear optics in nanostructures. We show that a {\em longitudinal}nonlinear source current can dominate the third-order optical nonlinearity ofthe free electron response in gold in the technologically important near-IRfrequency range where the nonlinearities due to other mechanisms areparticularly small. Using adiabatic nanofocusing to spatially confine theexcitation fields, from measurements of the $2\omega_1 - \omega_2$ four-wavemixing response as a function of detuning $\omega_1 - \omega_2$, we find up to$10^{-5}$ conversion efficiency with a gradient field contribution to$\chi^{(3)}_{\mathrm{Au}}$ of up to $10^{-19}~\mathrm{m}^2 / \mathrm{V}^2$. Theresults are in good agreement with theory based on plasma hydrodynamics. Ourresults demonstrate an increase in nonlinear conversion efficiency withdecreasing sample size that can offset and even overcompensate the volumedecrease of conventional dipolar pathways. This will enable more efficientnonlinear optical devices and frequency converters and facilitate the extensionof coherent multidimensional spectroscopies to the nanoscale.
机译:在小体积上实现有效的非线性光学频率转换是未来片上光子器件的关键,这将为现代电子产品提供更高的替代性。然而,本来就很低的转换效率严重地限制了微型化到纳米尺度的尺寸。在这里,我们证明了梯度场效应可以提供有效的,传统上禁止偶极子的非线性响应,从而为纳米结构中的非线性光学提供了新的方法。我们表明,在技术上重要的近红外频率范围内,{\ em纵向}非线性源电流可以控制金中自由电子响应的三阶光学非线性,在该频率范围内,由于其他机制引起的非线性特别小。使用绝热纳米聚焦在空间上限制激发场,从对$ 2 \ omega_1-\ omega_2 $四波混频响应的测量结果来看,由于将$ \ omega_1-\ omega_2 $解谐,我们发现转换效率高达$ 10 ^ {-5} $对$ \ chi ^ {(3)} _ {\ mathrm {Au}} $的梯度场贡献最大为$ 10 ^ {-19}〜\ mathrm {m} ^ 2 / \ mathrm {V} ^ 2 $ 。结果与基于等离子体流体动力学的理论高度吻合。我们的结果证明,随着样本数量的减少,非线性转换效率的提高可以抵消甚至过度补偿传统偶极途径的体积减少。这将使更高效的非线性光学设备和变频器成为可能,并有助于将相干多维光谱学扩展到纳米级。

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