论文标题
可重新配置智能表面辅助多用户通信系统的新型基于物理的渠道模型
A Novel Physics-based Channel Model for Reconfigurable Intelligent Surface-assisted Multi-user Communication Systems
论文作者
论文摘要
可重新配置的智能表面(RIS)是为下一代智能无线电环境做出贡献的有前途的技术之一。提出了一种基于物理的新型RIS通道模型。特别是,我们通过研究信号的多径传播以及RI的辐射模式来考虑RIS和整个散射环境。该模型表明,RIS辅助无线通道可以通过里奇亚分布近似。分析表达式是针对分布的形状因子和比例因子的分析表达式。对于连续相移的情况,分布取决于RI的元素数量和接收器的观察方向。对于连续相移的情况,该分布进一步取决于RIS相误差的量化水平。平均收到功率的缩放定律是从分布的比例因子获得的。对于RIS充当异常反射器的应用程序场景,我们研究了单个RIS辅助多个访问网络的性能,用于时间分段多个访问(TDMA),频率分段多重访问(FDMA)和非正交多重访问(NOMA)。得出了提出的通道模型的中断概率的闭合形式表达式。证明存在恒定的多样性顺序,这与RIS元素的数量无关。提出了仿真结果,以确认所提出的模型有效地适用于实施的分阶段阵列。
The reconfigurable intelligent surface (RIS) is one of the promising technologies contributing to the next generation smart radio environment. A novel physics-based RIS channel model is proposed. Particularly, we consider the RIS and the scattering environment as a whole by studying the signal's multipath propagation, as well as the radiation pattern of the RIS. The model suggests that the RIS-assisted wireless channel can be approximated by a Rician distribution. Analytical expressions are derived for the shape factor and the scale factor of the distribution. For the case of continuous phase shifts, the distribution depends on the number of elements of the RIS and the observing direction of the receiver. For the case of continuous phase shifts, the distribution further depends on the quantization level of the RIS phase error. The scaling law of the average received power is obtained from the scale factor of the distribution. For the application scenarios where RIS functions as an anomalous reflector, we investigate the performance of single RIS-assisted multiple access networks for time-division multiple access (TDMA), frequency-division multiple access (FDMA) and non-orthogonal multiple access (NOMA). Closed-form expressions for the outage probability of the proposed channel model are derived. It is proved that a constant diversity order exists, which is independent of the number of RIS elements. Simulation results are presented to confirm that the proposed model applies effectively to the phased-array implemented RISs.