The paper studies a reconfigurable intelligent surface (RIS)-assisted multi-user uplink massive multiple-input multiple-output (MIMO) system with imperfect hardware. At the RIS, the paper considers phase noise, while at the base station, the paper takes into consideration the radio frequency impairments and low-resolution analog-to-digital converters. The paper derives approximate expressions for the ergodic achievable rate in closed forms under Rician fading channels. For the cases of infinite numbers of antennas and infinite numbers of reflecting elements, asymptotic data rates are derived to provide new design insights. The derived power scaling laws indicate that while guaranteeing a required system performance, the transmit power of the users can be scaled down at most by the factor 1/M when M goes infinite, or by the factor 1/(MN) when M and N go infinite, where M is the number of antennas and N is the number of the reflecting units. Furthermore, an optimization algorithm is proposed based on the genetic algorithm to solve the phase shift optimization problem with the aim of maximizing the sum rate of the system. Additionally, the optimization problem with discrete phase shifts is considered. Finally, numerical results are provided to validate the correctness of the analytical results.
翻译:本文研究的是可重新配置的智能表面(RIS), 由多用户协助的多功能上链(MIIMO)系统, 其硬件不完善。 在RIS 中, 论文考虑了阶段噪音, 在基站, 论文考虑了无线电频率缺陷和低分辨率模拟对数字转换器。 论文给出了在Rician 淡化通道下封闭形式的超声波可实现率的大致表达方式。 对于天线无限数量和反映元素的无限数量的情况, 得出无症状数据率, 以提供新的设计洞察。 衍生的电源缩放法表明, 在保证所需的系统性能的同时, 用户的传输能力最多可以缩小于因子 1/ M 当M 变得无限时, 或当 M 和 N 无限时的系数 1/ (MN) 。 M 是天数, N 是反射装置的数量。 此外, 根据遗传算法提出了优化算法来解决系统分阶段转移优化问题, 目的是最大限度地使系统达到总和率。 此外,, 分析阶段变化的优化问题最终被验证。