Spectrum Efficiency Optimization for Uplink Massive MIMO System with Imperfect Channel State Information

Yuheng Du, Xiangbin Yu, Xi Wang, Qiuming Zhu, Tao Liu
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引用次数: 1

Abstract

Based on imperfect channel state information (C-SI) available, the power allocation (PA) schemes for spectrum efficiency (SE) optimization in uplink massive MIMO systems with continuous-rate adaptive modulation (CAM) are studied. Conditioned on target BER, the SE of massive MIMO with CAM in the presence of imperfect CSI is derived. As a result, closed-form expression is attained. Using this result, subject to the maximum transmit power per user, a constrained non-concave optimization problem of PA to maximize the SE is formulated. A near-optimal PA scheme with the concave-convex procedure (CCCP) method is then developed, which offers nearly optimal performance as the exhaustive search scheme. This PA scheme has relatively high complexity since more iterations from CCCP method are required. For this reason, we introduce an optimized parameter to simplify the original optimization problem. With this parameter, the original non-concave problem is transformed into two concave subproblems. By solving these subproblems, a low-complexity suboptimal PA scheme is presented, and it can provide closed-form PA. Simulation results reveal that the developed two schemes are valid, the near-optimal PA scheme has almost the same SE as the optimal one with the exhaustive search method, but the complexity is lower than the latter. The iteration free suboptimal PA scheme has the SE close to that of near-optimal PA scheme but offers lower complexity. Meanwhile, the PA from suboptimal scheme can be used as an initial value of the near-optimal scheme to speed up the CCCP method.
信道状态信息不完全的上行海量MIMO系统频谱效率优化
基于不完全信道状态信息(C-SI)的可用性,研究了连续速率自适应调制(CAM)下上行海量MIMO系统频谱效率优化的功率分配方案。以目标误码率为条件,推导了不完全信噪比存在时带CAM的大规模MIMO的信噪比。因此,获得了封闭形式的表达。利用这一结果,在每个用户最大发射功率的条件下,建立了一个以最大化SE为目标的约束无凹优化问题。在此基础上,提出了一种采用凸-凹过程(CCCP)方法的近似最优PA方案,该方案作为穷举搜索方案具有近似最优的性能。由于CCCP方法需要更多的迭代,该方案具有较高的复杂性。为此,我们引入了一个优化参数来简化原来的优化问题。利用该参数,将原非凹问题转化为两个凹子问题。通过对这些子问题的求解,提出了一种低复杂度的次优PA方案,该方案可以提供闭式PA。仿真结果表明,所提出的两种方案都是有效的,近最优方案的SE与穷举搜索方法的最优方案几乎相同,但复杂度低于穷举搜索方法。无迭代次优PA方案的SE接近近最优PA方案,但复杂度较低。同时,亚最优方案的PA可以作为近最优方案的初始值,提高CCCP方法的速度。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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