基于深度学习的地震偏移微笑伪影衰减

Jewoo Yoo, Paul Zwartjes
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引用次数: 0

摘要

Kirchhoff偏移地震数据上偏移伪影的衰减可能具有挑战性,因为与反射相比,偏移伪影的振幅相对较低,并且反射和偏移的运动学重叠。存在几种“传统”过滤方法,最近提出了基于深度学习的工作流。深度学习工作流可以是现有方法的一种简单快速的替代方法。在使用基于物理建模或实际迁移的训练数据对深度神经网络进行监督训练的情况下,成本高昂,并且在噪声、幅度、频率内容和小波方面缺乏多样性。如果没有重新训练和迁移学习,这可能导致训练数据之外的不良泛化。在本文中,我们展示了使用传统U-net架构的迁移微笑分离的成功应用。我们方法的新颖之处在于,我们不使用基于物理建模的合成数据,而是只使用从基本几何形状构建的合成数据。我们的应用领域是迁移的共同偏移域,或者简单地说就是叠前迁移数据的堆栈,其中反射类似于当地地质,迁移微笑是向上凸双曲模式。这两种模式在保持其固有特征的同时,在许多方面受到随机干扰。这种方法的灵感来自于机器视觉应用中深度学习中数据增强的常见实践。由于许多标准的数据增强技术缺乏地球物理动机,我们转而以某种方式干扰我们的合成训练数据,以使信号处理角度或给定我们手头问题的“领域知识”更有意义。我们不需要重新训练网络来在现场数据集上产生良好的结果。示例的多样性和多样性使训练后的神经网络在未用于训练的合成和现场数据集上显示出令人鼓舞的结果。
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Attenuation of seismic migration smile artifacts with deep learning

Attenuation of migration artifacts on Kirchhoff migrated seismic data can be challenging due to the relatively low amplitude of migration artifacts compared to reflections as well as the overlap in the kinematics of reflection and migration smiles. Several ‘conventional’ filtering methods exist and recently deep learning based workflows have been proposed. A deep learning workflow can be a simple and fast alternative to existing methods. In case of supervised training of a deep neural network using training data made by physics-based modelling or actual migrations is expensive and lacks diversity in terms of noise, amplitude, frequency content and wavelet. This can result in poor generalization beyond the training data without re-training and transfer learning. In this paper we demonstrate successful applications of migration smile separation using a conventional U-net architecture. The novelty in our approach is that we do not use synthetic data created from physics-based modelling, but instead use only synthetic data build form basic geometric shapes. Our domain of application is the migrated common offset domain, or simply the stack of the pre-stack migrated data, where reflections resemble local geology and migration smiles are upward convex hyperbolic patterns. Both patterns were randomly perturbed in many ways while maintaining their intrinsic features. This approach is inspired by the common practice of data augmentation in deep learning for machine vision applications. Since many of the standard data augmentation techniques lack a geophysical motivation, we have instead perturbed our synthetic training data in ways to make more sense for a signal processing perspective or given our ‘domain knowledge’ of the problem at hand. We did not have to retrain the network to produce good results on the field dataset. The large variety and diversity in examples enabled the trained neural network to show encouraging results on synthetic and field datasets that were not used in training.

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