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Plasmonic photoconductive antennas with rectangular and stepped rods: a theoretical analysis

机译:具有矩形和阶梯杆的等离子体光电导天线:理论分析

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摘要

Photoconductive antennas (PCAs) have extensive industrial applications as terahertz (THz) emitters. It is an established belief that the existence of periodic metallic structures at the edges of the antenna electrodes, as is the case in plasmonic PCAs, can remarkably improve the antenna performance. In this paper, we start with introducing a theoretical model for the analysis of plasmonic PCAs, considering the effect of the screening electric field as well. The results of the model, applied to a plasmonic PCA with periodic rectangular rods, agree well with the experimental measurements. Finally, guided by the theoretical model, a plasmonic PCA with buried stepped rods is proposed for improved performance in THz radiation power and in generated current. The enhancements turn out to be the consequence of two welcoming phenomena: First, according to the theoretical model (as well as independent finite element simulations), for the PCA with buried stepped rods, the power transmitted into the low-temperature-grown GaAs (LT-GaAs) substrate is 70% in the THz wavelength range and complete at an optical wavelength of 0.8 mu m and 40% enhancement in the optical power transmission as compared to the rectangular rods. Second, in comparison with the rectangular rods, a larger portion of the carriers are generated in the vicinity of the rod corners, which favorably contributes to the current generation but does not contribute much to the unwanted screening electric field. (C) 2016 Optical Society of America.
机译:光电导天线(PCAS)具有广泛的工业应用,如太赫兹(THZ)发射器。正如等离子体PCA的情况一样,正如前端电极的情况一样,既定存在的信念,在天线电极的边缘处存在,如代价PCA的情况,可以显着提高天线性能。在本文中,考虑到筛选电场的效果,我们首先介绍了对等质子PCA分析的理论模型。型号的结果应用于具有周期性矩形棒的等离子体PCA,与实验测量相一致。最后,由理论模型为指导,提出了一种具有埋地杆的等离子体PCA,以提高THz辐射功率和产生电流的性能。增强功能是两个热情现象的结果:首先,根据理论模型(以及独立的有限元模拟),对于带埋地杆的PCA,传输到低温生长的GaAs中的电力(与矩形杆相比,LT-GaAs)基板在THz波长范围内为70%,并且在光学动力传递中的0.8μm和40%增强的光波长下。其次,与矩形棒相比,较大部分的载体在杆角附近产生,这有利地有助于当前的产生,但对不需要的筛选电场没有多大贡献。 (c)2016年光学学会。

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