论文标题

联合硬件设计和能力分析,用于智能反射表面启用Terahertz Mimo Communications

Joint Hardware Design and Capacity Analysis for Intelligent Reflecting Surface Enabled Terahertz MIMO Communications

论文作者

Ma, Xinying, Chen, Zhi, Yan, Longfei, Han, Chong, Wen, Qiye

论文摘要

Terahertz(THZ)通信已被设想为有前途的推动者,可以为第六代(6G)无线网络提供超高的数据传输。为了解决严重的路径衰减带来的阻塞脆弱性和THZ波的不良衍射,提出了智能反射表面(IRS),以通过调整相移来巧妙地控制事件THZ波。在本文中,我们首先设计了基于石墨烯的IRS的高效硬件结构,相位响应高达306.82度。随后,为了表征IRS启用的THZ多输入多输出(MIMO)系统的能力,通过在迭代过程中动态更新步长,该算法是由二阶Taylor扩展格式确定的。与具有固定步长的常规梯度下降(C-GD)算法相反,A-GD算法显然可以提高可实现的速率性能。但是,A-GD算法和C-GD算法都继承了不可接受的复杂性。然后,通过通过列列(CBC)算法交替优化预编码矩阵和IRS的相移矩阵,提出了低复杂性交替优化(AO)算法。最终,数值结果证明了设计的硬件结构和所考虑的算法的有效性。

Terahertz (THz) communications have been envisioned as a promising enabler to provide ultra-high data transmission for sixth generation (6G) wireless networks. To tackle the blockage vulnerability brought by severe path attenuation and poor diffraction of THz waves, an intelligent reflecting surface (IRS) is put forward to smartly control the incident THz waves by adjusting the phase shifts. In this paper, we firstly design an efficient hardware structure of graphene-based IRS with phase response up to 306.82 degrees. Subsequently, to characterize the capacity of the IRS-enabled THz multiple-input multiple-output (MIMO) system, an adaptive gradient descent (A-GD) algorithm is developed by dynamically updating the step size during the iterative process, which is determined by the second-order Taylor expansion formulation. In contrast with conventional gradient descent (C-GD) algorithm with fixed step size, the A-GD algorithm evidently improves the achievable rate performance. However, both A-GD algorithm and C-GD algorithm inherit the unacceptable complexity. Then a low complexity alternating optimization (AO) algorithm is proposed by alternately optimizing the precoding matrix by a column-by-column (CBC) algorithm and the phase shift matrix of the IRS by a linear search algorithm. Ultimately, the numerical results demonstrate the effectiveness of the designed hardware structure and the considered algorithms.

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