无需标签的CP-UNet模型有效去除地震光纤数据中的随机与突发噪声。
Unsupervised CP-UNet Framework for Denoising DAS Data with Decay Noise
- 基于上下文金字塔结构,融合浅层与深层特征提升去噪能力
- 在实测与合成数据上显著优于传统方法和现有无监督框架
- 适合缺乏标注数据的地震监测场景,尤其适用于野外布设的光纤传感
分布式声学传感(DAS)技术利用光缆探测声波信号,具备成本低、密度高、抗极端环境和电磁干扰等优势。但其信噪比(S/N)通常低于地震检波器,易受随机噪声、突发噪声、水平噪声及长周期噪声影响,削弱反演与解释效果。尽管人工智能在去噪方面表现优异,但多数方法依赖带标签的监督学习,对标签质量要求严苛。为此,本文提出一种无需标签的无监督学习(UL)网络模型——基于上下文金字塔-编解码器结构(CP-UNet),用于抑制DAS数据中的突发与随机噪声。该模型在编码与解码过程中引入上下文金字塔模块提取特征并重构信号;为增强浅层与深层特征连接,在编码与解码阶段均加入连通模块(CM);采用层归一化(LN)替代批归一化(BN),加速收敛并防止梯度爆炸;损失函数采用实验确定参数的Huber损失。模型应用于二维合成与实测数据,结果表明,相比传统去噪方法及最新无监督框架,本方法在降噪性能上具有明显优势。
原文摘要 · Abstract (English)
Distributed acoustic sensor (DAS) technology leverages optical fiber cables to detect acoustic signals, providing cost-effective and dense monitoring capabilities. It offers several advantages including resistance to extreme conditions, immunity to electromagnetic interference, and accurate detection. However, DAS typically exhibits a lower signal-to-noise ratio (S/N) compared to geophones and is susceptible to various noise types, such as random noise, erratic noise, level noise, and long-period noise. This reduced S/N can negatively impact data analyses containing inversion and interpretation. While artificial intelligence has demonstrated excellent denoising capabilities, most existing methods rely on supervised learning with labeled data, which imposes stringent requirements on the quality of the labels. To address this issue, we develop a label-free unsupervised learning (UL) network model based on Context-Pyramid-UNet (CP-UNet) to suppress erratic and random noises in DAS data. The CP-UNet utilizes the Context Pyramid Module in the encoding and decoding process to extract features and reconstruct the DAS data. To enhance the connectivity between shallow and deep features, we add a Connected Module (CM) to both encoding and decoding section. Layer Normalization (LN) is utilized to replace the commonly employed Batch Normalization (BN), accelerating the convergence of the model and preventing gradient explosion during training. Huber-loss is adopted as our loss function whose parameters are experimentally determined. We apply the network to both the 2-D synthetic and filed data. Comparing to traditional denoising methods and the latest UL framework, our proposed method demonstrates superior noise reduction performance.
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