论文标题

通过亚波长石墨烯丝带衍射电磁波的分析方法

Analytical method for the diffraction of an electromagnetic wave by subwavelength graphene ribbons

论文作者

Rahmanzadeh, Mahdi, Khavasi, Amin, Rejaei, Behzad

论文摘要

石墨烯丝带阵列的理论研究目前引起了人们的较高感兴趣,因为它的潜在应用在梁裂,吸收器和极化器中。在本文中,提出了一种分析方法,用于对石墨烯色带阵列的衍射分析。先前的分析研究是在丝带之间的横向分离的制度中进行的,远小于入射波波长。因此,它们不能用于计算较高衍射顺序的反射系数。相比之下,即使阵列常数大于波长,此处提出的方法也可以预测石墨烯色带阵列的电磁响应。为了达到我们的结果,我们首先得出了通过入射的横向磁性(TM),平面波在丝带上引起的电流表面密度的分析表达。接下来,对于零零和较高衍射顺序的反射系数获得了封闭形式和分析表达式。结果与从全波模拟获得的结果非常吻合。提出的方法促进了可调光栅的设计,并在THZ和光学元件中进行了许多潜在的应用。

Theoretical study of arrays of graphene ribbons is currently of high interest due to its potential application in beam splitters, absorbers, and polarizers. In this paper, an analytical method is presented for diffraction analysis of graphene ribbon arrays. Previous analytical studies were carried out in the regime where the lateral separation between the ribbons is much smaller than the wavelength of the incident wave. As such, they could not be used to calculate the reflection coefficients of higher diffracted orders. By contrast, the method proposed here can predict electromagnetic response of graphene ribbon arrays even when the array constant is larger than the wavelength. To reach our results, we first derive an analytical expression for the surface density of electric current induced on the ribbons by an incident, transverse-magnetic (TM), plane wave. Next, closed-form and analytical expressions are obtained for the reflection coefficients of the zeroth and higher diffracted orders. The results are in excellent agreement with those obtained from full-wave simulations. The method presented facilitates the design of tunable gratings with many potential applications in THz and optics.

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