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Transmission and Reflection of Terahertz Plasmons in Two-Dimensional Plasmonic Devices

机译:太赫兹等离子体在二维等离子体设备中的透射和反射

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Plasmons in two-dimensional semiconductor devices will be reflected by discontinuities, notably, junctions between gated and non-gated electron channels. The transmitted and reflected plasmons can form spatially- and frequency-varying signals, and their understanding is important for the design of terahertz detectors, oscillators, and plasmonic crystals. Using mode decomposition, we studied terahertz plasmons incident on a junction between a gated and a nongated channel. The plasmon reflection and transmission coefficients were found numerically and analytically and studied between 0.3 and 1 THz for a range of electron densities. At higher frequencies, we could describe the plasmons by a simplified model of channels in homogeneous dielectrics, for which the analytical approximations were accurate. At low frequencies, however, the full geometry and mode spectrum had to be taken into account. The results agreed with simulations by the finite-element method. Mode decomposition thus proved to be a powerful method for plasmonic devices, combining the rigor of complete solutions of Maxwell's equations with the convenience of analytical expressions.
机译:二维半导体器件中的等离子将被不连续性(特别是栅极和非栅极电子通道之间的结)反射。透射和反射的等离激元可以形成空间和频率变化的信号,其理解对于太赫兹探测器,振荡器和等离激元晶体的设计很重要。使用模式分解,我们研究了入射在门控通道和非门控通道之间的交界处的太赫兹等离子体激元。通过数值和分析发现等离激元的反射和透射系数,并研究了一系列电子密度在0.3和1 THz之间。在较高的频率下,我们可以通过均质电介质中通道的简化模型来描述等离激元,其解析近似是准确的。但是,在低频情况下,必须考虑整个几何和模式频谱。结果与有限元方法的模拟结果吻合。因此,模式分解结合了麦克斯韦方程组完整解的严密性和解析表达式的便利性,是一种用于等离激元器件的有效方法。

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