论文标题
用于主动IRS辅助无线通信的增强速率迭代界限器
Enhanced-rate Iterative Beamformers for Active IRS-assisted Wireless Communications
论文作者
论文摘要
与被动智能反射表面(IRS)相比,Active IRS被视为一种更有效的技术,可以打击IRS辅助无线网络的双重影响。在本文中,为了提高这种无线网络中的用户速率,通过设计Amplififify因子和Active IRS处的相应阶段,提出了三种增强的速率迭代光束化方法。第一种方法是通过省略速率定义的跨学期来设计简化的信噪比(MAX-SSNR)。使用Rayleigh-Ritz(RR)定理,提出了Max-SSNR-RR,以迭代优化波束成形矢量及其相关的归一化矢量的规范。另外,概括的最大比反射(GMRR)以封闭形式表达式表示,这是由最大比率组合的动机。为了进一步提高速率,最大化SNR(MAX-SNR)是由分数编程(FP)设计的,该编程称为Max-SNR-FP。 Simulation results show that the proposed three methods make an obvious rate enhancement over Max-reflecting signal-to-noise ratio (Max-RSNR), maximum ratio reflection (MRR), selective ratio reflecting (SRR), equal gain reflection (EGR) and passive IRS, and are in increasing order of rate performance as follows: Max-SSNR-RR, GMRR, and Max-SNR-FP.
Compared to passive intelligent reflecting surface (IRS), active IRS is viewed as a more efficient promising technique to combat the double-fading impact in IRS-aided wireless network. In this paper, in order to boost the achievable rate of user in such a wireless network, three enhanced-rate iterative beamforming methods are proposed by designing the amplifying factors and the corresponding phases at active IRS. The first method, maximizing the simplified signal-to-noise ratio (Max-SSNR) is designed by omitting the cross-term in the definition of rate. Using the Rayleigh-Ritz (RR) theorem, Max-SSNR-RR is proposed to iteratively optimize the norm of beamforming vector and its associated normalized vector. In addition, generalized maximum ratio reflection (GMRR) is presented with a closed-form expression, which is motivated by the maximum ratio combining. To further improve rate, maximizing SNR (Max-SNR) is designed by fractional programming (FP), which is called Max-SNR-FP. Simulation results show that the proposed three methods make an obvious rate enhancement over Max-reflecting signal-to-noise ratio (Max-RSNR), maximum ratio reflection (MRR), selective ratio reflecting (SRR), equal gain reflection (EGR) and passive IRS, and are in increasing order of rate performance as follows: Max-SSNR-RR, GMRR, and Max-SNR-FP.