用自监督扩散模型填补拖曳式地震采集的近偏移距缺失数据。
Propagating the prior from far to near offset: A self-supervised diffusion framework for progressively recovering near-offsets of towed-streamer data
- 基于远偏移距数据的重叠块与单道偏移,训练条件扩散模型学习偏移量相关的统计规律。
- 在合成与实测数据上优于传统抛物线Radon变换,重建波形保持真实振幅-偏移趋势。
- 无需真实近偏移距参考数据,可生成不确定性图,适合无真值验证的野外场景。
在海洋拖曳式地震采集中,最近的水听器通常距离震源200米,导致近偏移距记录缺失,影响表面相关多次波消除、速度分析和全波形反演等关键处理流程。现有重建方法如变换域插值常产生运动学不一致和振幅失真,而监督深度学习需完整近偏移距真值数据,在真实采集中不可得。为此,本文提出一种自监督扩散框架,无需近偏移距参考即可重建缺失数据。方法利用从可用远偏移段提取的重叠块与单道偏移进行训练,使条件扩散模型学习事件曲率、振幅变化与波组特征的偏移依赖统计模式。推理时,从最近记录偏移逐道递归外推至零偏移,逐步将远偏移学习到的先验信息向近偏移传播。生成式建模还通过集成采样提供不确定性估计,量化无验证数据时的预测置信度。在合成与实测数据上的受控验证实验显示,性能显著优于传统抛物线Radon变换基线。实际近偏移距缺失场景的部署证明其可行性,重建波形虽仅在远偏移距训练,仍保持真实的振幅-偏移趋势,且不确定性图准确识别出困难外推区域。
原文摘要 · Abstract (English)
In marine towed-streamer seismic acquisition, the nearest hydrophone is often two hundred meter away from the source resulting in missing near-offset traces, which degrades critical processing workflows such as surface-related multiple elimination, velocity analysis, and full-waveform inversion. Existing reconstruction methods, like transform-domain interpolation, often produce kinematic inconsistencies and amplitude distortions, while supervised deep learning approaches require complete ground-truth near-offset data that are unavailable in realistic acquisition scenarios. To address these limitations, we propose a self-supervised diffusion-based framework that reconstructs missing near-offset traces without requiring near-offset reference data. Our method leverages overlapping patch extraction with single-trace shifts from the available far-offset section to train a conditional diffusion model, which learns offset-dependent statistical patterns governing event curvature, amplitude variation, and wavelet characteristics. At inference, we perform trace-by-trace recursive extrapolation from the nearest recorded offset toward zero offset, progressively propagating learned prior information from far to near offsets. The generative formulation further provides uncertainty estimates via ensemble sampling, quantifying prediction confidence where validation data are absent. Controlled validation experiments on synthetic and field datasets show substantial performance gains over conventional parabolic Radon transform baselines. Operational deployment on actual near-offset gaps demonstrates practical viability where ground-truth validation is impossible. Notably, the reconstructed waveforms preserve realistic amplitude-versus-offset trends despite training exclusively on far-offset observations, and uncertainty maps accurately identify challenging extrapolation regions.
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