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EXCITATIONS IN OPAL PHOTONIC CRYSTALS INFILTRATED WITH POLARIZABLE MEDIA

机译:可极化介质渗透的蛋白石光子晶体的激发

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Photonic crystals (PC) are a class of artificial structures with a periodic dielectric function. PCs can be a laboratory for testing fundamental processes involving interactions of radiation with matter in novel conditions. We have studied the optical properties of opal PCs that are infiltrated with highly polarizable media such as J-aggregates of cyanine dyes. Opals are self-assembled structures of silica (SiO_2) spheres. We report our studies on clarifying the relationship between a polaritonic gap and a photonic stop band (Bragg gap) when they resonantly coexist in the same structure. Infiltration of opal with polarizable molecules combines the polaritonic and Bragg diffractive effects. Both effects exist independently when the Bragg (at ω = ω_B) and polaritonic (at ω = ω_T) resonances are well separated in frequency. A completely different situation occurs when ω_T ≈ ω_B. uch a condition was achieved in opals that were infiltrated with J-aggregates of cyanine dyes that have large Rabi frequency. Our measurements show some dramatic changes in the shape of the reflectivity plateaus, which are due to the interplay between the photonic band gap and the polaritonic gap. The experimental results on reflectivity and its dependence on the light propagation angle and concentration of the cyanine dyes are in agreement with the theoretical calculations.
机译:光子晶体(PC)是一类具有周期性介电功能的人工结构。个人计算机可以是一个实验室,用于测试在新条件下涉及辐射与物质相互作用的基本过程。我们研究了蛋白石PC的光学特性,这些蛋白石渗透有高度可极化的介质,例如花青染料的J聚集体。蛋白石是二氧化硅(SiO_2)球的自组装结构。我们报告我们的研究,以澄清当共振共存于同一结构中时,极化子间隙和光子阻带(布拉格间隙)之间的关系。蛋白石与可极化分子的渗透结合了极化和布拉格衍射效应。当布拉格共振(在ω=ω_B)和极化共振(在ω=ω_T)的共振在频率上很好地分开时,两种效应都独立存在。当ω_T≈ω_B时,会出现完全不同的情况。在用具有大拉比频率的花菁染料的J聚集体渗透的蛋白石中达到了一个条件。我们的测量结果表明,由于光子带隙和极化子隙之间的相互作用,反射率平台的形状发生了一些戏剧性的变化。反射率及其对光传播角和花青染料浓度的依赖性的实验结果与理论计算吻合。

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