首页> 外文会议>IEEE/LEOS Topical Meeting >SCATTERING METHOD CALCULATION OF THE ELECTROMAGNETIC PROPERTIES OF TWO-DIMENSIONAL PHOTONIC CRYSTAL SLABS AND WAVEGUIDES
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SCATTERING METHOD CALCULATION OF THE ELECTROMAGNETIC PROPERTIES OF TWO-DIMENSIONAL PHOTONIC CRYSTAL SLABS AND WAVEGUIDES

机译:二维光子晶体板和波导电磁特性的散射方法计算

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For the past decade photonic crystals (PCs) have been the subject of increasing research owing to the effective control of light they can provide. In particular a growing interest has been devoted to 2D PCs with finite height for two main reasons: firstly, conventional lithography techniques are now well developed to achieve their fabrication and secondly, 2D PC slabs are well adapted to the domain of integrated optics. Here we present theoretical studies on such PC slabs. We have developed a scattering matrix approach, which allows a complete modeling of the electromagnetic properties of structures made of layers of dielectric materials with planar periodicity. This method is shown to constitute a powerful tool for the analysis of guided and quasi-guided (resonant) modes in PC slabs of finite thickness either suspended in air or on a substrate. The use of the scattering matrix formalism in the field of PC slabs was first introduced by Whittaker and Culshaw in order to model the reflection and transmission properties of these slabs [1]. The approach we have developed exploits the determination of the poles of the scattering operator [2,3], which allows us to obtain not only the whole frequency band structure but also to predict the intrinsic radiation losses of the resonant modes, that are due to their interaction with the continuum of the radiation modes.
机译:对于过去的十年来,光子晶体(PCS)是由于它们可以提供的光的有效控制而越来越多的研究的主题。特别是越来越多的兴趣已经致力于具有有限高度的2D PC的主要原因:首先,现在,现在常规的光刻技术良好地实现它们的制造,其次,2D PC板很好地适应集成光学域。在这里,我们呈现了这种PC板的理论研究。我们开发了一种散射矩阵方法,其允许完全建模由具有平面周期性的介电材料层的结构的电磁特性。示出了该方法构成了用于进行分析的强大的工具引导,并在有限厚度PC板坯准引导(共振)模式或者悬浮在空气中或在基板上。首先由惠特克和CULSHAW引入PC板领域中的散射矩阵形式主义,以模拟这些板坯的反射和传动特性[1]。我们开发的方法利用了散射操作员的极点的确定,这使我们不仅获得整个频带结构,而且还可以预测谐振模式的内在辐射损失,这是由于它们与辐射模式连续的互动。

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