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PHOTONIC BAND GAP WAVEGUIDE SIMULATION USING FETD- and FEFD- METHODS WITH MULTI-MODAL BOUNDARY TERMINATIONS

机译:使用多模态边界终端的FETD和FEFD方法使用FEETD和FEFD方法的光子带隙波导仿真

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There is a growing interest in the application of photonic band gap (PBG) structures in microwave and millimetre wave engineering due to their useful frequency selective rejection behaviour that is linked to improved microwave device performance, Sievenpiper (1). PBG structures are in general geometrically complex. The finite element method is well suited in accurately modelling inhomogeneous and irregularly shaped regions and, in its frequency domain form, has been successfully applied in the modelling of photonic crystal structures. Although the Finite Element Frequency Domain (FEFD) method has often been employed to model PBG structures, Freni and Mias (2), Mias et al (3), little modelling work was done in this area using the Time Domain version of the Finite Element Technique, Cucinotta et al (4). In this paper, an FETD code employing a recently proposed, Loh and Mias (5) exact multi-modal absorbing boundary termination condition (MABTC) is applied, for the first time, to model photonic crystal structures in parallel plate waveguides. The MABTC was derived from the frequency domain waveguide modal field distributions using the inverse Laplace transform. The FETD-MABTC results are compared with those obtained from the FEFD-MABTC method, Jin (6).
机译:由于其有用的频率选择性抑制行为,对微波和毫米波工程中的光子带隙(PBG)结构的应用具有越来越令人兴趣。与改进的微波器件性能,SieveNPIPER(1)连接。 PBG结构一般是几何复杂的。有限元方法非常适合于准确地建模的不均匀和不规则形状的区域,并且在其频域形式中成功地应用于光子晶体结构的建模。虽然有限元频域(FEFD)方法经常用于模拟PBG结构,FRENI和MIS(2),MIS等(3),使用有限元的时域版本在该区域中完成了很少的建模工作技术,Cucinotta等(4)。在本文中,首次应用了采用最近提出的LOH和MIAS(5)精确的多模态吸收边界终止条件(MABTC)的FETD代码以模拟平行板波导的光子晶体结构。使用逆拉普拉斯变换从频域波导模式分布衍生自MABTC。将FETD-MABTC结果与来自FEFD-MABTC方法,Jin(6)获得的结果进行比较。

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