Abstract

Efficient vehicle-to-everything (V2X) communications improve traffic safety, enable autonomous driving, and help to reduce environmental impacts. To achieve these objectives, accurate channel estimation in highly mobile scenarios becomes necessary. However, in the V2X millimeter-wave massive MIMO system, the high mobility of vehicles leads to the rapid time-varying of the wireless channel and results in the existing static channel estimation algorithms no longer applicable. In this paper, we propose a sparse Bayes tensor and DOA tracking inspired channel estimation for V2X millimeter wave massive MIMO system. Specifically, by exploiting the sparse scattering characteristics of the channel, we transform the channel estimation into a sparse recovery problem. In order to reduce the influence of quantization errors, both the receiving and transmitting angle grids should have super-resolution. We obtain the measurement matrix to increase the resolution of the redundant dictionary. Furthermore, we take the low-rank characteristics of the received signals into consideration rather than singly using the traditional sparse prior. Motivated by the sparse Bayes tensor, a direction of arrival (DOA) tracking method is developed to acquire the DOA at the next moment, which equals the sum of the DOA at the previous moment and the offset. The obtained DOA is expected to provide a significant angle information update for tracking fast time-varying vehicular channels. The proposed approach is evaluated over the different speeds of the vehicle scenarios and compared to the other methods. Simulation results validated the theoretical analysis and demonstrate that the proposed solution outperforms a number of state-of-the-art researches.

Highlights

  • The last few years have witnessed the advent of the vehicle to everything (V2X) communications deployed in the millimeter-wave band as a means to circumvent the spectrum shortage needed to satisfy the stringent requirements of 5G networks.V2X communications have been initially designed to support active safety and traffic management services

  • It is a challenge to estimate the channels in millimeter-wave massive multi-input multi-output (MIMO) systems with large-scale antenna arrays and low signal-to-noise ratio (SNR)

  • We propose a sparse Bayes tensor and direction of arrival (DOA) tracking inspired channel estimation for V2X millimeter wave massive MIMO system

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Summary

Introduction

The last few years have witnessed the advent of the vehicle to everything (V2X) communications deployed in the millimeter-wave (mmWave) band as a means to circumvent the spectrum shortage needed to satisfy the stringent requirements of 5G networks.V2X communications have been initially designed to support active safety and traffic management services. It is a challenge to estimate the channels in millimeter-wave massive MIMO systems with large-scale antenna arrays and low signal-to-noise ratio (SNR) Several familiar algorithms, such as spectrum estimation [10,11], sparse recovery, and out-of-band information assistance methods, have been well investigated to estimate CSI at a certain time-frequency grid [12,13,14,15,16]. The authors of [20] studied proposed an adaptive angle estimation (AAE) algorithm method based on millimeter-wave of the time-variant wireless channel, and transmission frame structure and higher mobility were considered. We propose a sparse Bayes tensor and DOA tracking inspired channel estimation for V2X millimeter wave massive MIMO system. For a given matrix A, AC , AT , AH , A−1 , and A↑ denote its conjugate, transpose, conjugate transpose, inverse, pseudoinverse, respectively. ⊗, and # define the Kronecker, Khatri-Rao, and the outer product, respectively. k·k0 , k·k1 , k·k2 and k·kF represents the 0-norm, the first-order norm, the second-order norm of a matrix and Frobenius norm of the matrix, respectively

Urban Road V2X Communication Scene
System Model
ChanneltrModel
Channel Model
Channel Parameters Estimation
Adopted hybrid By precoding sparse channel matrix model is obtained by
Channel
Fast Fading Channel Gain Estimation
Fast DOA Tracking Algorithm
Numerical Results
NMSE performance against
BER against
Conclusions
Full Text
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