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Calculation of Complex Propagation Constants of Surface Plasmon Polariton Rectangular Waveguide by The Method of Lines

机译:用线法计算表面等离子体极化矩形波导复杂传播常数

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The construction of optical circuits on subwavelength or nanometric scales has attracted much attention of many researchers recently. The size and density of optical devices employing conventional dielectric optical waveguide and photonic crystals will in principle be limited by the diffraction limit of light. In contrast, the size of optical waveguide using Surface Plasmon Polariton (SPP) can be decreased significantly as compared to the above-mentioned conventional diffraction-limited optical device. So, the SPP is expected to be employed as one of the types of nanometric optical wire in nanometric scale integrated optical circuits. Many interesting experimental or theoretical works that treated practical and concrete nanometric optical circuits using SPP have been reported so far [1]-[5]. One of the fundamental SPP waveguide is the hollow rectangular metallic optical waveguide. So far, some interesting phenomena have been reported in comparison with rectangular waveguide made of perfect electric conductor (PEC) used in the microwave technology [6]-[9]. The permittivity of the metallic material that supports SPP has a complex value in the optical frequency region. It is difficult to obtain the rigorous and analytical solution of the guided-mode for the SPP waveguide of rectangular cross section. The approximate values of propagation constant can be obtained effective-index method (EIM) [6], [7]. The numerical techniques are effective and several papers have treated numerical study of the SPP rectangular waveguide [10]-[12]. However, the basic characteristics of complex propagation constants of SPP rectangular waveguide have not been sufficiently investigated in detail. In this paper, we present the numerical study about the complex propagation constants of SPP rectangular waveguide by the Method of Lines (MoL) with high accuracy [13]-[15]. We calculate the dependences of complex propagation constants on the waveguide sizes and wavelength. The fundamental, important and interesting characteristics of SPP rectangular waveguide have been revealed.
机译:最近的许多研究人员的光学电路的构造吸引了许多研究人员的许多关注。采用传统电介质光波导和光子晶体的光学器件的尺寸和密度将原则上受到光的衍射极限的限制。相反,与上述传统的衍射限制限制光学装置相比,使用表面等离子体极谱(SPP)的光波导的尺寸可以显着降低。因此,预计SPP将被用作纳米级集成光学电路中的纳米光线之一。目前还报道了使用SPP处理实用和混凝土纳米光电路的许多有趣的实验或理论作品[1] - [5]。其中一个基本的SPP波导是中空矩形金属光波导。到目前为止,据报道了一些有趣的现象与微波技术中使用的完美电导(PEC)制成的矩形波导进行比较[6] - [9]。支持SPP的金属材料的介电常数在光学频率区域中具有复杂的值。难以获得矩形横截面的SPP波导的引导模式的严格和分析解。可以获得有效索引方法(EIM)[6],[7]可以获得传播常量的近似值。数值技术是有效的,几篇论文已经处理了SPP矩形波导的数值研究[10] - [12]。然而,没有详细研究SPP矩形波导的复杂传播常数的基本特征。在本文中,我们通过高精度的线(Mol)方法对SPP矩形波导的复杂传播常数的数值研究[13] - [15]。我们计算复杂传播常数对波导尺寸和波长的依赖性。已经揭示了SPP矩形波导的基本,重要和有趣的特性。

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