基于部分滤波信息的鲁棒知识辅助多径信道识别

Kuang Cai, Hongbin Li, J. Mitola
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引用次数: 0

摘要

子空间方法是一种有效的盲信道识别方法。它在脉冲整形滤波器和抗混叠滤波器响应等信息完全已知的情况下工作。在实践中,未知的扰动可能会导致发射器/接收器滤波器响应的部分已知,例如由于环境因素(温度,湿度)导致的I/Q不平衡和滤波器的畸变。等等)。本文针对两种常见情况,介绍了两种盲信道识别算法,提高了存在摄动情况下的信道识别性能。具体来说,如果扰动是完全未知的,我们提出了一种迭代信道识别算法;针对摄动的协方差等统计知识已知的情况,提出了一种鲁棒的知识辅助迭代信道识别算法,以提高估计精度。仿真结果验证了新方法的有效性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Robust knowledge-aided multipath channel identification based on partial filter information
The subspace method is an effective approach for blind channel identification. It works in the case when information such as the pulse shaping filter and the anti-aliasing filter responses are fully known. In practice, unknown perturbation may cause the transmitter/receiver filter response to be partially known, such as with I/Q imbalance and distortions of the filter due to environmental factors (temperature, humidity. etc.). Here we introduce two blind channel identification algorithms for two common situations, improving the performance of channel identification in cases when perturbation exists. Specifically, if the perturbation is totally unknown, we propose an iterative channel identification algorithm; for the situation in which some statistical knowledge of perturbation, such as the covariance of the perturbation, is known, we propose a robust knowledgeaided iterative channel identification algorithm to improve the estimation accuracy. Our simulation results demonstrate the performance of our new approaches.
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