论文标题
等离子间 - 孔子和在不对称双曲线材料层上的衍射
Plasmon-polaritons and diffraction on the layer of asymmetric hyperbolic metamaterial
论文作者
论文摘要
我们以任意其方向为沿各向异性轴平面中的双曲线超材料繁殖的层层层子层的等离子极化子。作为层材料，我们使用薄金属和介电层的周期性平面人工培养基或超质超材料并产生其均匀化。发现存在快速，缓慢，泄漏，滑动流动，前后等离子 - 孔子的条件。获得了用于在这种结构上任意极化平面波的衍射的菲涅尔公式。计算等离子 - 孔子和平面波衍射的分散体。
We consider the plasmon polaritons along a layer of hyperbolic metamaterial propagating in the plane of the anisotropy axis with an arbitrary its orientation. As a layer material, we use periodic plane-layered artificial medium or hyperbolic metamaterial of thin metal and dielectric layers and produce its homogenization. The conditions for the existence of fast, slow, leakage, gliding flowing, forward and backward plasmon-polaritons are found. The Fresnel formulas for the diffraction of a plane wave of arbitrary polarization on such a structure are obtained. The dispersion of plasmon-polaritons and plane wave diffraction are calculated.
