AdaFortiTran提升高速移动下OFDM信道估计精度
AdaFortiTran: An Adaptive Transformer Model for Robust OFDM Channel Estimation
- 结合卷积与Transformer,捕捉局部相关与全局依赖
- 在0-25dB SNR、200-1000Hz多普勒下,MSE降低6dB
- 适配高移动性场景,适合5G/6G通信系统设计
正交频分复用(OFDM)系统中的深度学习信道估计算法在快速衰落和低信噪比条件下性能下降明显。为此,本文提出自适应强化Transformer(AdaFortiTran),专为复杂环境下的信道估计优化。该模型融合卷积层以利用局部相关性,捕获相邻信道元素的强关联;同时采用Transformer编码器对信道块应用全局注意力机制,有效建模单个OFDM帧内的长程依赖与谱时域交互。进一步通过非线性映射将信噪比(SNR)、时延扩展和多普勒频移等信道统计信息作为先验嵌入模型,增强自适应能力。残差连接融合了Transformer的全局特征与早期卷积层的局部特征,并通过最终卷积层细化层次化信道表示。尽管结构紧凑,该模型在0–25 dB SNR、200–1000 Hz多普勒频移、50–300 ns时延扩展范围内均表现出显著优势,相比现有最优模型,均方误差(MSE)最高降低6 dB,展现出优异的鲁棒性。
原文摘要 · Abstract (English)
Deep learning models for channel estimation in Orthogonal Frequency Division Multiplexing (OFDM) systems often suffer from performance degradation under fast-fading channels and low-SNR scenarios. To address these limitations, we introduce the Adaptive Fortified Transformer (AdaFortiTran), a novel model specifically designed to enhance channel estimation in challenging environments. Our approach employs convolutional layers that exploit locality bias to capture strong correlations between neighboring channel elements, combined with a transformer encoder that applies the global Attention mechanism to channel patches. This approach effectively models both long-range dependencies and spectro-temporal interactions within single OFDM frames. We further augment the model's adaptability by integrating nonlinear representations of available channel statistics SNR, delay spread, and Doppler shift as priors. A residual connection is employed to merge global features from the transformer with local features from early convolutional processing, followed by final convolutional layers to refine the hierarchical channel representation. Despite its compact architecture, AdaFortiTran achieves up to 6 dB reduction in mean squared error (MSE) compared to state-of-the-art models. Tested across a wide range of Doppler shifts (200-1000 Hz), SNRs (0 to 25 dB), and delay spreads (50-300 ns), it demonstrates superior robustness in high-mobility environments.
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