Sparse channel estimation for OFDM-based underwater cooperative systems with amplify-and-forward relaying

H. Şenol, E. Panayirci, M. Uysal
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Abstract

This paper is concerned with a challenging problem of channel estimation for amplify-and-forward cooperative relay based orthogonal frequency division multiplexing (OFDM) systems in the presence of sparse underwater acoustic channels and of the correlative non-Gaussian noise. We exploit the sparse structure of the channel impulse response to improve the performance of the channel estimation algorithm, due to the reduced number of taps to be estimated. The resulting novel algorithm initially estimates the overall sparse channel taps from the source to the destination as well as their locations using the matching pursuit (MP) approach. The correlated non-Gaussian effective noise is modeled as a Gaussian mixture. Based on the Gaussian mixture model, an efficient and low complexity algorithm is developed based on the combinations of the MP and the space-alternating generalized expectation-maximization (SAGE) technique, to improve the estimates of the channel taps and their location as well as the noise distribution parameters in an iterative way. The proposed SAGE algorithm is designed in such a way that, by choosing the admissible hidden data properly on which the SAGE algorithm relies, a subset of parameters is updated for analytical tractability and the remaining parameters for faster convergence Computer simulations show that underwater acoustic (UWA) channel is estimated very effectively and the proposed algorithm has excellent symbol error rate and channel estimation performance.
基于ofdm的扩前中继水下合作系统的稀疏信道估计
研究了存在稀疏水声信道和相关非高斯噪声的放大前向协同中继正交频分复用(OFDM)系统的信道估计问题。我们利用信道脉冲响应的稀疏结构来提高信道估计算法的性能,因为要估计的抽头数量减少了。所得到的新算法首先使用匹配追踪(MP)方法估计从源到目标的总体稀疏信道抽头以及它们的位置。将相关非高斯有效噪声建模为高斯混合噪声。在高斯混合模型的基础上,提出了一种高效、低复杂度的算法,该算法结合了空间交替广义期望最大化(SAGE)技术,以迭代的方式改进了对信道抽头及其位置和噪声分布参数的估计。该算法通过合理选择算法所依赖的可接受的隐藏数据,更新参数子集以提高算法的分析可跟踪性,更新剩余参数以提高算法的收敛速度。计算机仿真结果表明,该算法能有效估计UWA信道,具有良好的符号误差率和信道估计性能。
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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