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首页> 外文期刊>Journal of Applied Physics >Effective plasma frequency in tunable THz reflectors based on graphene and phosphorene
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Effective plasma frequency in tunable THz reflectors based on graphene and phosphorene

机译:基于石墨烯和磷烯的可调THz反射器中有效等离子体频率

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摘要

In this work, we show that a THz reflector made of a phosphorene (graphene)-dielectric multilayer can be analyzed through a simple effective plasma frequency model. We obtain the cutoff frequency, marking the beginning of the transmission region in terms of the effective plasma frequency, which depends on structural parameters of the multilayer and, more importantly, on the carrier density of phosphorene (graphene) layers. This implies that the cutoff frequency can be varied when considering carrier density tuning. We also show that the frequency regime, where cutoff frequency is obtained by carrier density tuning, goes through a wide range in the THz domain (3-25 THz), making the design of tunable reflectors in these frequencies possible through electrical doping. We numerically analyze the cutoff frequency as a function of carrier density and optical thickness of the multilayer, finding that the cutoff frequency and carrier density of phosphorene (graphene) have a very simple quadratic (quartic) relation. Our analysis allows us to obtain ranges where the effective analytical model fits better with the cutoff frequency computed from photonic bands for the multilayer periodic structure.
机译:在这项工作中,我们表明,通过简单的有效等离子体频率模型,可以分析由磷烯(石墨烯) - 发电多层的THz反射器。我们获得截止频率,在有效等离子体频率方面标记传动区域的开始,这取决于多层的结构参数,更重要的是,在磷烯(石墨烯)层的载流子密度上。这意味着在考虑载波密度调谐时可以改变截止频率。我们还表明,通过载波密度调整获得截止频率的频率制度,通过THz域(3-25THz)的宽范围,使得通过电掺杂可以在这些频率中设计可调谐反射器。我们在数值上分析了截止频率作为多层载波密度和光学厚度的函数,发现亚磷烯(石墨烯)的截止频率和载流子密度具有非常简单的二次(四芳)关系。我们的分析允许我们在多层周期性结构的光子频带计算的截止频率更好地获得有效分析模型的范围。

著录项

  • 来源
    《Journal of Applied Physics》 |2021年第21期|213103.1-213103.7|共7页
  • 作者单位

    Facultad de Ciencias Fisico-Matematicas Benernerita Universidad Autonoma de Puebla Apartado Postal 1152 Puebla Puebla 72000 Mexico;

    Escuela de Ingenieria y Actuaria Universidad Anahuac Puebla San Andres Cholula Puebla 72810 Mexico;

    Departamento de Procesos Industriales Universidad Tecnologica del Sur de Sonora Cd. Obregon Sonora 85190 Mexico;

    Departamento de Investigacion en Fisica Universidad de Sonora Apartado Postal 5-088 Hermosillo Sonora 83190 Mexico;

    Facultad de Ciencias Fisico-Matematicas Benernerita Universidad Autonoma de Puebla Apartado Postal 1152 Puebla Puebla 72000 Mexico;

    Instituto de Fisica 'Luis Rivera Terrazas ' Benemerita Universidad Autonoma de Puebla Apartado Postal 3-48 Puebla Puebla 72570 Mexico;

  • 收录信息 美国《科学引文索引》(SCI);美国《工程索引》(EI);美国《生物学医学文摘》(MEDLINE);
  • 原文格式 PDF
  • 正文语种 eng
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