论文标题

关于基于NOMA的MMWave Communications

On NOMA-Based mmWave Communications

论文作者

Tian, Yu, Pan, Gaofeng, Mohamed-Slim

论文摘要

非正交多访问(NOMA)和毫米波(MMWave)通信是两种有前途的技术,可提高第五代移动网络中的系统容量。前者可以通过调节电源域中的信息来实现高光谱效率,而后者可以提供极大的光谱资源。已经证明,波动的两射线(FTR)通道模型已被证明与实验中MMWAVE通信中的小规模褪色效果完全吻合。在本文中,根据停电概率(OP)和厄尔贡能力(EC)研究了基于NOMA的FTR通道对FTR通道的性能。具体而言,我们考虑的情况是,一个基站(BS)在NOMA计划下同时将信号传输给两个用户。 BS和用户都配备了一个天线。考虑了两种功率分配策略:第一个是一种通用(固定的)功率分配方案,我们以封闭形式获得了Noma用户的OP和EC;另一个是一种最佳功率分配方案,可以实现整个系统的最大总和率。在第二个方案下,不仅封闭形式的OP和EC,还得出了EC的上限和下限。此外,我们还得出了高平均SNR区域OP的渐近表达,以研究这两个方案下的多样性顺序。最后,我们通过蒙特卡洛模拟显示了我们派生表达式的正确性和准确性。

Non-orthogonal multiple access (NOMA) and millimeter-wave (mmWave) communication are two promising techniques to increase the system capacity in the fifth-generation (5G) mobile network. The former can achieve high spectral efficiency by modulating the information in power domain and the latter can provide extremely large spectrum resources. Fluctuating two-ray (FTR) channel model has already been proved to accurately agree with the small-scale fading effects in mmWave communications in experiments. In this paper, the performance of NOMA-based communications over FTR channels in mmWave communication systems is investigated in terms of outage probability (OP) and ergodic capacity (EC). Specifically, we consider the scenario that one base station (BS) transmits signals to two users simultaneously under NOMA scheme. The BS and users are all equipped with a single antenna. Two power allocation strategies are considered: the first one is a general (fixed) power allocation scheme under which we derive the OP and EC of NOMA users in closed form; the other one is an optimal power allocation scheme that can achieve the maximum sum rate for the whole system. Under the second scheme, not only the closed-form OP and EC but also the upper and lower bounds of EC are derived. Furthermore, we also derive the asymptotic expression for the OP in high average SNR region to investigate the diversity order under these two schemes. Finally, we show the correctness and accuracy of our derived expressions by Monte-Carlo simulation.

扫码加入交流群

加入微信交流群

微信交流群二维码

扫码加入学术交流群,获取更多资源