Mixture PLL-based loop for joint CFO and channel estimation in slow time-varying OFDM environment

Hussein Hijazi, Ali Al-Ghouwayel, Mohammad Mostafa, Sami Awada, A. Dhayni
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Abstract

This work deals with joint carrier recovery and channel estimation for orthogonal frequency-division-multiplexing (OFDM) systems over slow time-varying Rayleigh channel. In this paper, we propose a less complex algorithm based on a mixture PLL-based loop for estimating and tracking parameters in non-linear model. The algorithm can work with both the physical channel model (assuming time delays information) and the equivalent discrete-time channel model. In the algorithm, we combine two techniques the PLL-based loop and the Sequential Monte Carlo Sampling in order to track the channel complex gains and unknown carrier frequency offset (CFO). Afterwards, the channel matrix can be simply constructed, and then the data symbol can be estimated with free intercarrier interference (ICI) by using MMSE equalizer. It is shown that our algorithm has a good performance in terms of MSE and BER and approaches the BER of the ideal case for which the channel response and CFO are known. Moreover, the proposed mixture has less complexity compared to the mixture with kalman filter.
慢时变OFDM环境下基于混合锁相环的联合CFO和信道估计
本文研究了正交频分复用(OFDM)系统在慢时变瑞利信道上的联合载波恢复和信道估计。在本文中,我们提出了一种基于混合锁相环的简单算法来估计和跟踪非线性模型中的参数。该算法既适用于物理信道模型(假设时延信息),也适用于等效的离散信道模型。在该算法中,我们结合了基于锁相环的环路和顺序蒙特卡罗采样两种技术来跟踪信道复杂增益和未知载波频偏(CFO)。然后,简单地构造信道矩阵,利用MMSE均衡器估计无载波间干扰(ICI)的数据符号。结果表明,该算法在MSE和BER方面具有良好的性能,并接近已知信道响应和CFO的理想情况下的BER。此外,与卡尔曼滤波混合相比,该混合具有较低的复杂性。
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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