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Vectorial nonlinear optics: Type-II second-harmonic generation driven by spin-orbit-coupled fields

机译:矢量非线性光学器件:由旋转轨道耦合字段驱动的II型二次谐波发电

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Vectorial nonlinear optics refers to the investigation of optical processes whose nonlinear polarization (NP) undergoes spin-orbit-coupling (SOC) interactions where, in general, the driving light field or the new field generated by the interaction contains the SOC property. To contribute to fundamental knowledge in this domain, we examine the type-II second-harmonic generation (SHG) induced by vectorial laser modes. First, we provide a general theory to analyze the vectorial SHG process. Second, by using two typical vector modes as examples, we show how the SOC of the pump field dictates nonlinear interaction. Finally, we corroborate our theoretical predictions through experiments to confirm the crucial role of the SOC in nonlinear interactions. These results enhance our fundamental understanding of SOC-mediated nonlinear optics and lay the foundation for further fundamental studies as well as possible applications.
机译:矢量非线性光学器是指非线性极化(NP)经历旋转轨道耦合(SOC)相互作用的光学过程的研究,其中通常地,通过交互产生的驱动光场或新场包含SOC属性。 为了促进该领域的基础知识,我们研究了矢量激光模式引起的II型二次谐波产生(SHG)。 首先,我们提供了一般理论来分析矢量SHG过程。 其次,通过使用两个典型的向量模式作为示例,我们展示了泵场的SOC如何决定非线性交互。 最后,我们通过实验证实了我们的理论预测,以确认SOC在非线性相互作用中的关键作用。 这些结果提高了对SoC介导的非线性光学系统的根本理解,并为进一步的基础研究以及可能的应用奠定了基础。

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