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Investigation of mechanism: spoof SPPs on periodically textured metal surface with pyramidal grooves

机译:机制研究:在具有锥形凹槽的周期性纹理金属表面上欺骗SPP

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In microwave and terahertz frequency band, a textured metal surface can support spoof surface plasmon polaritons (SSPPs). In this paper, we explore a SSPPs waveguide composed of a metal block with pyramidal grooves. Under the deep subwavelength condition, theoretical formulas for calculation of dispersion relations are derived based on the modal expansion method (MEM). Using the obtained formulas, a general analysis is given about the properties of the SSPPs in the waveguides with upright and downward pyramidal grooves. It is demonstrated that the SSPPs waveguides with upright pyramidal grooves give better field-confinement. Numerical simulations are used to check the theoretical analysis and show good agreement with the analytical results. In addition, the group velocity of the SSPPs propagating along the waveguide is explored and two structures are designed to show how to trap the SSPPs on the metal surface. The calculation methodology provided in this paper can also be used to deal with the SSPPs waveguides with irregular grooves.
机译:在微波和太赫兹频段,带纹理的金属表面可以支撑欺骗性表面等离振子极化子(SSPP)。在本文中,我们探索了由具有锥形凹槽的金属块组成的SSPPs波导。在深亚波长条件下,基于模态展开法(MEM)推导了计算色散关系的理论公式。使用获得的公式,对具有垂直和向下金字塔形凹槽的波导中SSPP的特性进行了一般分析。结果表明,具有直立金字塔形槽的SSPPs波导具有更好的场约束。数值模拟用于检验理论分析,并与分析结果显示出良好的一致性。此外,还研究了SSPP沿波导传播的群速度,并设计了两种结构来说明如何将SSPP捕获在金属表面上。本文提供的计算方法还可以用于处理具有不规则凹槽的SSPPs波导。

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