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Energy-Efficient Hybrid Analog and Digital Precoding for MmWave MIMO Systems With Large Antenna Arrays

机译:具有大型天线阵列的MmWave MIMO系统的高能效混合模拟和数字预编码

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Millimeter wave (mmWave) MIMO will likely use hybrid analog and digital precoding, which uses a small number of RF chains to reduce the energy consumption associated with mixed signal components like analog-to-digital components not to mention baseband processing complexity. However, most hybrid precoding techniques consider a fully connected architecture requiring a large number of phase shifters, which is also energy-intensive. In this paper, we focus on the more energy-efficient hybrid precoding with subconnected architecture, and propose a successive interference cancelation (SIC)-based hybrid precoding with near-optimal performance and low complexity. Inspired by the idea of SIC for multiuser signal detection, we first propose to decompose the total achievable rate optimization problem with nonconvex constraints into a series of simple subrate optimization problems, each of which only considers one subantenna array. Then, we prove that maximizing the achievable subrate of each subantenna array is equivalent to simply seeking a precoding vector sufficiently close (in terms of Euclidean distance) to the unconstrained optimal solution. Finally, we propose a low-complexity algorithm to realize SIC-based hybrid precoding, which can avoid the need for the singular value decomposition (SVD) and matrix inversion. Complexity evaluation shows that the complexity of SIC-based hybrid precoding is only about 10% as complex as that of the recently proposed spatially sparse precoding in typical mmWave MIMO systems. Simulation results verify that SIC-based hybrid precoding is near-optimal and enjoys higher energy efficiency than the spatially sparse precoding and the fully digital precoding.
机译:毫米波(mmWave)MIMO可能会使用模拟和数字混合预编码,它使用少量RF链来减少与混合信号分量(如模数组件)相关的能耗,更不用说基带处理的复杂性了。然而,大多数混合预编码技术考虑需要大量移相器的全连接架构,这也是耗能的。在本文中,我们将重点放在具有子连接架构的更节能的混合预编码上,并提出一种基于连续干扰消除(SIC)的混合预编码,其性能接近最佳且复杂度较低。受SIC用于多用户信号检测的想法的启发,我们首先提出将具有非凸约束的总可实现速率优化问题分解为一系列简单的子速率优化问题,每个问题仅考虑一个子天线阵列。然后,我们证明最大化每个子天线阵列可达到的子速率等效于简单地寻找一个与无约束最优解足够接近(就欧几里得距离而言)的预编码向量。最后,我们提出了一种低复杂度的算法来实现基于SIC的混合预编码,从而避免了奇异值分解(SVD)和矩阵求逆的需求。复杂度评估表明,基于SIC的混合预编码的复杂度仅为典型mmWave MIMO系统中最近提出的空间稀疏预编码的复杂度的10%左右。仿真结果证明,与空间稀疏预编码和全数字预编码相比,基于SIC的混合预编码具有最佳的能量效率。

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