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Stimulated Brillouin scattering in nanoscale silicon step-index waveguides: a general framework of selection rules and calculating SBS gain

机译:纳米级硅阶跃折射率波导中的受激布里渊散射:选择规则和计算sBs增益的一般框架

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摘要

We develop a general framework of evaluating the Stimulated Brillouin Scattering (SBS) gain coefficient in optical waveguides via the overlap integral between optical and elastic eigen-modes. This full-vectorial formulation of SBS coupling rigorously accounts for the effects of both radiation pressure and electrostriction within micro- and nano-scale waveguides. We show that both contributions play a critical role in SBS coupling as modal confinement approaches the sub-wavelength scale. Through analysis of each contribution to the optical force, we show that spatial symmetry of the optical force dictates the selection rules of the excitable elastic modes. By applying this method to a rectangular silicon waveguide, we demonstrate how the optical force distribution and elastic modal profiles jointly determine the magnitude and scaling of SBS gains in both forward and backward SBS processes. We further apply this method to the study of intra- and inter-modal SBS processes, and demonstrate that the coupling between distinct optical modes are necessary to excite elastic modes with all possible symmetries. For example, we show that strong inter-polarization coupling can be achieved between the fundamental TE- and TM-like modes of a suspended silicon waveguide.
机译:我们通过光学和弹性本征模式之间的重叠积分,开发了评估光波导中的受激布里渊散射(SBS)增益系数的通用框架。 SBS耦合的这种全矢量公式严格说明了微米级和纳米级波导中辐射压力和电致伸缩的影响。我们显示,当模态限制接近亚波长范围时,这两个贡献在SBS耦合中都起着关键作用。通过分析每种对光学力的贡献,我们表明光学力的空间对称性决定了可激发弹性模态的选择规则。通过将此方法应用于矩形硅波导,我们演示了光力分布和弹性模态轮廓如何共同确定正向和反向SBS过程中SBS增益的大小和比例。我们进一步将该方法应用于模态内和模态SBS过程的研究,并证明不同光学模式之间的耦合对于激发具有所有可能对称性的弹性模式是必要的。例如,我们显示出可以在悬浮的硅波导的基本TE型和TM型之间实现强偏振间耦合。

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