基于最优观测矩阵的压缩信道感知

Compressed Channel Estimation based on Optimized Measurement Matrix

  • 摘要: 信道估计技术作为获得信道衰落信息的方法,是提高无线信道传输接收性能的关键技术。而物理多径信道固有的稀疏性,使得将压缩感知(CS)理论用于稀疏多径信道的估计成为可能。由于传统的线性估计方法没有考虑信道的固有稀疏性,因而在训练序列数目较少的情况下,压缩信道估计的重构效果要明显优于传统的最小二乘估计方法,在获得同样估计性能的情况下,需要的训练序列长度也大大减少,提高了频谱资源利用率,体现了压缩信道估计出色的估计性能。本文在应用CS理论进行稀疏信道估计的过程中,通过减小观测矩阵的列向量相关性,产生最优观测矩阵的方法,从而让压缩信道估计的性能得到进一步的改善。

     

    Abstract: Channel estimation which can acquire the channel fading information is a key technology to improve the performance at the receive node in wireless channel transmission. The inherent sparse feature of multipath channel makes the CS theory (compressed sensing) for sparse multipath channel estimation become possible. Traditional linear estimation method does not take the inherent sparse feature of the channel into account, So the reconstruction of compressed sensing for channel estimation has a much better result than that with the traditional method of least square estimation when the training sequence is short. To get the same estimation performance, compressed sensing-based channel estimation methods need much less training sequences, improving utilization of spectrum resources, which proves the excellent performance of compressed channel estimation. In this paper, when applying the compressed sensing theory to sparse channel estimation, by reducing the correlation between column vectors of the measurement matrix to form a optimized measurement matrix, it can lead a further improved performance in sparse channel estimation.

     

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