In this paper, with the help of an intelligent reflecting surface (IRS), the source (S) and destination (D) exchange information through the two-way decode-and-forward relay (TW-DFR). We mainly focus on the phase optimization of IRS to improve the system rate performance. Firstly, a maximizing receive power sum (Max-RPS) method is proposed via eigenvalue decomposition (EVD) with an appreciable rate enhancement, which is called Max-RPS-EVD. To further achieve a higher rate, a method of maximizing minimum rate (Max-Min-R) is proposed with high complexity. To reduce its complexity, a low-complexity method of maximizing the sum rate (Max-SR) via general power iterative (GPI) is proposed, which is called Max-SR-GPI. Simulation results show that the proposed three methods outperform the case of random phase method, especially the proposed Max-SR-GPI method is the best one achieving at least 20\% rate gain over random phase. Additionally, it is also proved the optimal rate can be achieved when TW-DFR and IRS are located in the middle of S and D.
翻译:在本文件中,在智能反射表面(IRS)、源(S)和目的地(D)通过双向代码和前向中继(TW-DFR)交换信息的帮助下,我们主要侧重于逐步优化IRS,以提高系统费率性能;首先,提议采用最大程度的接收电和(Max-RPS)方法,以明显提高速率(称为Max-RPS-EVD)。为了进一步实现更高的速率,提议了一种最大限度地实现最低速率(Max-Min-R)的方法,其复杂性很高。为降低其复杂性,还提议了一种通过一般动力迭接(GPI)实现总和率(Max-SR)最大化的低兼容性方法,该方法称为Max-SR-GPI。 模拟结果显示,拟议的三种方法优于随机阶段方法,特别是拟议的Max-SR-GPI方法,是取得至少20-%的速率超过随机阶段的最佳方法。此外,在TR中位时,也可以实现最高比率。