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Channel Estimation in One-Bit Massive MIMO Systems: Angular Versus Unstructured Models

机译:一比特大规模MIMO系统中的信道估计:角度与非结构化模型

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Millimeter wave (mmWave) massive MIMO cellular systems will be characterized by increased bandwidths and the ability to handle a large number of users. To cope with the power consumption problem due to an increased number of receive antennas, the idea of equipping one-hit ADCs at the base station has been proposed. The goal of this paper is to establish performance bounds on the channel estimation of one-bit mmWave massive MIMO receivers for different types of channel models. The Cramer-Rao hound (CRB) is a lower bound on the performance of unbiased estimators and sets a benchmark for the design of channel estimators. We consider both a structured channel model for a single user where the channel is com posed of a superposition of multipaths characterized by path delays and directions-of-arrival (DOAs), and an unstructured channel model where the channel is a generic FIR filter. The Fisher information matrix (FIM) for these channel models are derived in closed form. The CRB is also extended to a dictionary-based channel model, where the path delays and DOAs are selected from small perturbations on a discrete grid, and a sparsity constraint applies to the vector of path loss components. We also derive the Bayesian CRB when the array response is imperfectly known and is affected by perturbations in the sensor pattern or position. The CRBs are evaluated numerically and the effects of various system parameters on the CRB are studied. The dependencies between channel parameters and the effect of array perturbations are also investigated.
机译:毫米波(mmWave)大规模MIMO蜂窝系统的特点是带宽增加,并且能够处理大量用户。为了解决由于接收天线的数量增加而引起的功耗问题,已经提出了在基站处配备一击式ADC的想法。本文的目的是为不同类型的信道模型在一位毫米波大规模MIMO接收机的信道估计上建立性能界限。 Cramer-Rao猎犬(CRB)是无偏估计器性能的下限,并为信道估计器的设计设定了基准。我们考虑了针对单个用户的结构化信道模型(其中,信道由路径延迟和到达方向(DOA)表征的多路径叠加)和非结构化信道模型(其中,信道是通用FIR滤波器)组成。这些通道模型的Fisher信息矩阵(FIM)以封闭形式导出。 CRB还扩展到基于字典的信道模型,其中路径延迟和DOA是从离散网格上的小扰动中选择的,而稀疏性约束适用于路径损耗分量的矢量。当阵列响应不完全已知并且受传感器模式或位置的扰动影响时,我们还可以得出贝叶斯CRB。对CRB进行数值评估,并研究各种系统参数对CRB的影响。还研究了通道参数与阵列扰动效应之间的依赖性。

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