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Omnidirectional Precoding for 3D Massive MIMO With Uniform Planar Arrays

机译:具有均匀平面阵列的3D大型MIMO的全向预编码

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摘要

In this paper, we investigate the omnidirectional precoding for three dimensional (3D) massive multi-input multi-output (MIMO) with uniform planar arrays (UPAs). The omnidirectional precoder is designed for public information transmission, where the channel state information (CSI) is usually not available at the base station (BS) and we would like to guarantee a performance to all users regardless of their angular positions. Thus, the first design objective of the precoding matrices is to satisfy the omnidirectional property, which means that the received mean power is constant at any angle. To ensure the power efficiency of each antenna, the per-antenna constant power constraint is also used in the design. Furthermore, the vectorized precoding matrices need to be mutually orthogonal to guarantee the spectral efficiency. The first two constraints can be satisfied by two dimensional Welti codes or two dimensional Golay arrays, whereas the third constraint is not necessarily satisfied by them. Furthermore, the methods to construct the Welti codes and Golay arrays are only given for certain array sizes. In this paper, we propose a novel and simple array design to construct the precoding matrices that satisfy the three properties. Based on the proposed array design, the design of the precoding matrices reduces to the design of a pair of complementary vectors having special structure, and the design of two sets of complementary orthonormal vectors with their aperiodic cross-correlation being zero. Finally, several examples of the omnidirectional precoding matrices for UPA generated by the proposed method are provided to verify the analytic results.
机译:在本文中,我们研究了具有均匀平面阵列的三维(3D)大量多输入多输出(MIMO)的全向预编码(UPA)。全向预编码器设计用于公共信息传输,其中信道状态信息(CSI)通常在基站(BS)上不可用,并且我们希望保证所有用户的性能,而不管其角度位置。因此,预编码矩阵的第一设计目的是满足全向特性,这意味着接收的平均功率在任何角度恒定。为了确保每个天线的功率效率,设计中的每天线恒定功率约束也使用。此外,矢量化预编码矩阵需要相互正交以保证光谱效率。第一两个约束可以由二维WELTI代码或二维Golay阵列满足,而它们不一定满足第三约束。此外,仅针对某些阵列尺寸给出构造WELTI码和Golay阵列的方法。在本文中,我们提出了一种新颖且简单的阵列设计来构建满足三个属性的预编码矩阵。基于所提出的阵列设计,预编码矩阵的设计减少到具有特殊结构的一对互补载体的设计,以及两组互补正常载体的设计,其非周期性交叉相关是零。最后,提供了由所提出的方法生成的UPA的全向预编码矩阵的若干示例,以验证分析结果。

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