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Surface Electromagnetic Waves Propagation Guided by Dissipative Dielectric Material Sandwich Between Two Periodic Multilayered Isotropic Materials in Prism Coupled Configuration

机译:耗散介电材料三明治在棱镜耦合配置下的两种周期性多层各向同性材料之间的表面电磁波传播

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Canonical boundary-value problem was considered to scrutinize the Tamm wave propagation, having Uller-Zenneck wave characteristic, guided by dissipative dielectric material sandwich between two semi-infinite periodic multilayered isotropic dielectric (PMLID) non-dissipative materials. The characteristic equation was obtained and solved numerically for both s and p-polarization states as function of dissipative dielectric slab's thickness. The solutions represent Tamm waves and waveguide modes. It was found that there exist no s-polarized Tamm wave and all the solutions represented waveguide modes. However, multiple p-polarized Tamm waves were obtained which propagate with different phase speeds, different degree of localizations, and different time-average power density profiles along the dissipative dielectric slab. For large thickness of dissipative dielectric material the solutions of characteristic equation were either Tamm wave or waveguide mode or both. The solution found for zero thickness of dissipative dielectric material represent pure Tamm wave that has non-Uller-Zenneck wave characteristic. The prism coupled excitation of p-polarized Tamm wave was also examined. The absorption peaks represent either Tamm wave or waveguide mode. The excitation of Tamm wave with Uller-Zenneck wave characteristic at the dissipative dielectric slab sandwiched between PMLID non-dissipative would highly appreciate in the application of surface electromagnetic waves (SEWs).
机译:规范的边值问题被认为是通过在两个半无限周期多层各向同性介电质(PMLID)非耗散材料之间夹杂的耗散介电材料的引导来检查具有Uller-Zenneck波特性的Tamm波传播的。获得了特征方程,并根据耗散介电平板的厚度,对s和p极化状态进行了数值求解。解决方案代表Tamm波和波导模式。发现不存在s极化Tamm波,所有解均表示波导模式。但是,获得了多个p极化Tamm波,它们以不同的相速度,不同的局域化程度和不同的沿时间平均功率密度分布沿着耗散的介电平板传播。对于大厚度的耗散介电材料,特征方程的解为Tamm波或波导模式,或两者兼而有之。耗散介电材料厚度为零的解决方案代表具有非Uller-Zenneck波特性的纯Tamm波。还检查了p偏振Tamm波的棱镜耦合激发。吸收峰代表Tamm波或波导模式。在表面电磁波(SEW)的应用中,高度赞赏夹在PMLID非耗散之间的耗散介电板上具有Uller-Zenneck波特性的Tamm波的激发。

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