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    基于一维到二维膨胀卷积核的半监督地震波阻抗反演

    Semi-supervised Seismic Impedance Inversion Based on 1D-to-2D Inflated Convolution Kernels

    • 摘要: 深度学习方法在地震反演领域得到了广泛探索,半监督框架是克服反演过程中井数据有限这一瓶颈的有效手段。常规一维半监督反演方法对地震数据逐道进行处理,忽略了相邻地震道之间的空间关系,需添加初始模型补充低频信息。而二维半监督方法需要大量标注的地震数据进行训练,在实际应用中面临数据获取成本高、标注质量难以保证等问题。为充分利用有限的测井数据并减少对大规模标注数据集的依赖,提出一种基于一维到二维膨胀卷积核的半监督地震波阻抗反演框架。方法首先利用测井与地震数据预训练一维卷积神经网络,学习波阻抗的时域特征表示;随后通过物理约束的卷积核膨胀,将其扩展为二维卷积核,实现跨维度特征迁移,并在目标区少量二维标注数据上进行监督微调,以融合井位信息与无标注地震数据。为保证迁移的物理合理性与稳定性,设计了空间感知的权重分布和渐进式训练策略。合成数据实验与实际工区资料应用结果表明,该方法在保持井点一致性的同时,能够获得较高的反演精度和良好的空间连续性,在少井条件下表现出较好的稳定性与工程应用潜力。

       

      Abstract: Deep learning methods have been extensively explored in seismic inversion, and semi-supervised frameworks provide an effective solution to the bottleneck caused by the limited availability of well-log data. Conventional one-dimensional semi-supervised inversion approaches process seismic data trace by trace, neglecting the spatial correlations between adjacent traces, and often require an initial model to compensate for missing low-frequency information. In contrast, two-dimensional semi-supervised methods rely on large amounts of labeled seismic data for training, which in practice is challenged by the high cost of data acquisition and the difficulty of ensuring label quality. To make full use of limited well-log data while reducing dependence on large-scale labeled datasets, this study proposes a semi-supervised seismic impedance inversion framework based on one-to-two dimensional dilated convolution kernels. The method first pre-trains a one-dimensional convolutional neural network with well-log and seismic data to learn temporal feature representations of impedance; then, through a physics-constrained convolution kernel dilation, the network is expanded into a two-dimensional form to enable cross-dimensional feature transfer. Supervised fine-tuning is subsequently performed on sparse two-dimensional labeled data from the target area, integrating well-log information with unlabeled seismic data. To ensure the physical plausibility and stability of the transfer process, a spatially aware weight distribution strategy and a progressive training scheme are designed. Experimental results demonstrate that the proposed method outperforms both conventional 1D semi-supervised networks and standard 2D semi-supervised network approaches in terms of prediction accuracy and spatial continuity.

       

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