论文标题
可重新配置的智能表面辅助多源MIMO上行链路传输与部分CSI
Reconfigurable Intelligent Surfaces-Assisted Multiuser MIMO Uplink Transmission with Partial CSI
论文作者
论文摘要
本文考虑了可重新配置的智能表面(RISS)(又称智能反射表面(IRSS))的应用,以帮助多源多输入多输入多输出(MIMO)上行链路上链接传输从多个多端antenna用户终端(UTS)到多端Antenna基地(BS)(BS)。为了减少信号传导开销,仅在我们的研究中利用了部分通道状态信息(CSI),包括RIS和BS之间的瞬时CSI以及UTS和RIS之间的统计CSI缓慢变化。特别是,提出了一个优化框架,以共同设计UTS的传输协方差矩阵和RIS相相移矩阵,以最大程度地利用部分CSI最大化系统全球能量效率(GEE)。我们首先获得了UTS最佳传输协方差矩阵的特征向量的封闭式溶液。然后,为了促进发射功率分配矩阵的设计和RIS相移的设计,我们借助随机矩阵理论得出了目标函数的渐近确定性等效物。我们进一步提出了一种次优算法,以确保收敛,利用交替优化,分数编程和顺序优化的方法来解决GEE最大化问题。数值结果证实了所提出的方法的有效性以及RIS辅助传输方案在传统基线上提供的可观GEE收益。
This paper considers the application of reconfigurable intelligent surfaces (RISs) (a.k.a. intelligent reflecting surfaces (IRSs)) to assist multiuser multiple-input multiple-output (MIMO) uplink transmission from several multi-antenna user terminals (UTs) to a multi-antenna base station (BS). For reducing the signaling overhead, only partial channel state information (CSI), including the instantaneous CSI between the RIS and the BS as well as the slowly varying statistical CSI between the UTs and the RIS, is exploited in our investigation. In particular, an optimization framework is proposed for jointly designing the transmit covariance matrices of the UTs and the RIS phase shift matrix to maximize the system global energy efficiency (GEE) with partial CSI. We first obtain closed-form solutions for the eigenvectors of the optimal transmit covariance matrices of the UTs. Then, to facilitate the design of the transmit power allocation matrices and the RIS phase shifts, we derive an asymptotically deterministic equivalent of the objective function with the aid of random matrix theory. We further propose a suboptimal algorithm to tackle the GEE maximization problem with guaranteed convergence, capitalizing on the approaches of alternating optimization, fractional programming, and sequential optimization. Numerical results substantiate the effectiveness of the proposed approach as well as the considerable GEE gains provided by the RIS-assisted transmission scheme over the traditional baselines.