Non-orthogonal multiple access (NOMA) and millimeter wave (mmWave) are two key enabling technologies for the fifth-generation (5G) mobile networks and beyond. In this paper, we consider mmWave NOMA systems with max-min fairness constraints. On the one hand, existing beamforming designs aiming at maximizing the spectrum efficiency (SE) are unsuitable for the NOMA systems with fairness in this paper. On the other hand, previous work on about mmWave NOMA mostly depends on full knowledge of channel state information (CSI) which is extremely difficult to obtain accurately in mmWave communication systems. To address this problem, we propose a heuristic hybrid beamforming design based on the statistical CSI (SCSI) user grouping strategy. An analog beamforming scheme is first proposed to integrate the whole cluster users to mitigate the inter-cluster interference in the first stage. Then two digital beamforming designs are proposed to further suppress the interference based on SCSI. One is the widely used zero forcing (ZF) approach and the other is derived from the signal-to leakage-plus-noise ratio (SLNR) metric extended from orthogonal multiple access (OMA) systems. The effective gains fed back from the users are used for the power allocation. We introduce the quadratic transform (QT) method and bisection approach to reformulate this complex problem so as to rend it solvable. Simulation results show that our proposed algorithms outperform the previous algorithms in term of user fairness.
翻译:非垂直多存(NOMA) 和 毫米波(mmWave) 是第五代(5G) 移动网络及其他网络的两大关键辅助技术。 在本文中, 我们考虑有最大公平度限制的 mmmWave NOMA 系统。 一方面, 旨在最大限度地提高频谱效率的现有光束成型设计( SE) 与本文件的公平性不适合 NOMA 系统 。 另一方面, 有关 mm Wave NOMA 的先前工作主要取决于对频道状态信息( CSI) 的充分了解, 这在毫米Wave 通信系统中非常难以准确获得。 为了解决这个问题, 我们建议根据统计 CSI (SCSI) 用户群群组合战略, 使用超高级混合混合波形设计设计。 模拟波形成型设计首先将整个集用户整合起来, 以缓解在第一阶段的团际干扰 。 然后提出两个数字成型设计, 以进一步抑制基于 SCSI 的干扰 。 一种是广泛使用的零强迫(ZF) 方法, 而另一个则从信号- 渗漏- 版本的混合波形组合组合设计设计设计设计设计设计设计设计设计,, 将用户的系统 用于当前变换成系统。 系统, 系统 系统 系统 将Se- 将Silver 将Slval- silveilveddal 用于 的系统 的系统