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Surface modes at metallic and photonic crystal interfaces.

机译:金属和光子晶体界面处的表面模式。

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摘要

A surface mode is a electromagnetic field distribution bounded at a surface. It decays exponentially with the distance from the surface on the both sides of the surface and propagates along the surface. Besides its prominent near-filed properties, it can connect structures along its propagation surface and results in far-field effects. Extraordinary transmission (EOT) and beaming are two examples and they are the subjects I am studying in this thesis. The first chapter gives a brief introduction about the thesis.;In the second chapter I prove the existence of the surface modes at a metal-dielectric surface or a photonic crystal surface with a surface layer. I also briefly review the EOT phenomenon and beaming phenomenon.;In the third chapter, I calculate the surface waves along a metal-dielectric interface with an indentation analytically. I verify the surface wave can be decomposed into two parts: the surface plasmons and the residue quasicylindrical wave. I analyze the asymptotic behavior of the quasicylindrical wave. Based on the distance to the indentation, the interface is divided into several regions and the surface wave behaves differently in every region. The complete description of the surface wave sets up a solid foundation to understand EOT and beaming.;In the fourth chapter, a new theory from first principles is developed to explain EOT through one-dimensional periodic subwavelength metallic slits. The theory has clear physical meaning; the terms corresponding to surface plasmons appear explicitly in the equations.So it explains the importance of surface plasmons in EOT. I prove analytically that the surface plasmon resonance results in transmission dips not peaks, which is against the common explanation. I also study the transmission peaks and contribute them to the Fabry-P'{e}rot interference between the input and output surfaces. The theory can be extended to EOT through a two-dimensional periodic hole arrays. It can explain a lot of experimental results published recently, such as the transmission through randomized hole arrays, the strong influence of the hole shape on the transmission peaks.;Beaming is study in the last chapter. Since the principle of beaming has been well understood. I focus on the design of novel beaming devices. First I find a two-layer dielectric rod structure can give excellent beaming and enhanced transmission simultaneously of a Gaussian source. By repeating periodically this two-layer structure one can obtain excellent beaming and enhanced transmission for very long distances. Second I study the structure of a subwavelength metallic slit surrounded by periodic grooves. I developed an efficient method to determine the geometric parameters of the grooves that are necessary to achieve oblique beaming at any angle between 0 and 70 degrees. Surprisingly the best beaming actually happens not at the forward direction but an oblique direction. I also design a frequency splitter based on the structure.
机译:表面模式是限制在表面上的电磁场分布。它在表面的两侧随距表面的距离呈指数衰减,并沿表面传播。除了具有突出的近场特性外,它还可以沿传播面连接结构,并产生远场效应。非凡传输(EOT)和波束传输是两个示例,它们是我在本文中研究的主题。第一章对论文进行了简要介绍。第二章证明了金属介电表面或具有表面层的光子晶体表面的表面模态的存在。我还简要回顾了EOT现象和束流现象。在第三章中,我分析地计算了沿着金属-电介质界面的表面波的压痕。我验证了表面波可以分解为两个部分:表面等离激元和残留的准圆柱状工业波。我分析了准工业波的渐近行为。根据到压痕的距离,将界面分为几个区域,并且表面波在每个区域的行为都不同。对表面波的完整描述为理解EOT和射束奠定了坚实的基础。第四章,从第一性原理出发,开发了一种新理论来通过一维周期性亚波长金属狭缝来解释EOT。该理论具有明确的物理意义;表面等离激元所对应的术语明确地出现在方程中,因此解释了表面等离激元在EOT中的重要性。我通过分析证明,表面等离子体激元共振导致透射率下降而不是峰值,这与通常的解释相反。我还研究了传输峰,并将其贡献给输入和输出表面之间的Fabry-P'{e} rot干涉。该理论可以通过二维周期孔阵列扩展到EOT。它可以解释最近发表的许多实验结果,例如通过随机孔阵列的透射,孔形状对透射峰的强烈影响。由于光束的原理已经被很好地理解。我专注于新颖的光束设备的设计。首先,我发现两层电介质棒结构可以同时提供出色的光束传输和高斯源同时增强的传输。通过周期性地重复这种两层结构,可以在非常长的距离内获得出色的波束传输和增强的传输。其次,我研究了被周期性沟槽包围的亚波长金属狭缝的结构。我开发了一种有效的方法来确定凹槽的几何参数,这些参数对于在0到70度之间的任何角度实现倾斜光束都是必需的。出人意料的是,最佳的发声实际上不是发生在前向,而是发生在倾斜方向。我还根据该结构设计了一个分频器。

著录项

  • 作者

    Dai, Weitao.;

  • 作者单位

    Iowa State University.;

  • 授予单位 Iowa State University.;
  • 学科 Engineering Electronics and Electrical.;Physics Condensed Matter.;Physics Optics.
  • 学位 Ph.D.
  • 年度 2009
  • 页码 134 p.
  • 总页数 134
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类
  • 关键词

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