论文标题

地震清除的混合方法:当物理学遇到自我诉讼时

A hybrid approach to seismic deblending: when physics meets self-supervision

论文作者

Luiken, Nick, Ravasi, Matteo, Birnie, Claire E.

论文摘要

为了限制与获得地震数据相关的时间,成本和环境影响,近几十年来,已经将大量的努力付诸实践,同时进行了同时拍摄,在这些拍摄中,地震来源在彼此之间的短时间间隔发射。结果,源自连续镜头的波是在地震记录中纠缠的,产生了所谓的混合数据。为了处理和成像目的,必须检索每个单独镜头产生的数据。这个过程称为排列,是通过解决严重确定的反面问题来实现的。常规方法依赖于将混合噪声变成爆发噪声的转换,同时保留了感兴趣的信号。然后应用压缩感应类型正则化,其中假定某些域中的稀疏性是为了感兴趣的信号。选择的域取决于采集的几何形状以及所选域内地震数据的特性。在这项工作中,我们介绍了一个新概念,该概念包括将自我监管的DeNoising网络嵌入到插件(PNP)框架中。引入了一个新颖的网络,其设计扩展了[28]的盲点网络架构,以进行部分连贯的噪声(即时间相关)。然后,将网络直接在PNP算法的每个步骤的嘈杂输入数据上进行训练。通过利用该问题的基本物理和盲点网络的巨大降解能力,所提出的算法表现出胜过行业标准的方法,而在计算成本方面则具有比较。此外,独立于采集几何形状,我们的方法可以轻松地应用于海洋和土地数据,而无需进行任何重大修改。

To limit the time, cost, and environmental impact associated with the acquisition of seismic data, in recent decades considerable effort has been put into so-called simultaneous shooting acquisitions, where seismic sources are fired at short time intervals between each other. As a consequence, waves originating from consecutive shots are entangled within the seismic recordings, yielding so-called blended data. For processing and imaging purposes, the data generated by each individual shot must be retrieved. This process, called deblending, is achieved by solving an inverse problem which is heavily underdetermined. Conventional approaches rely on transformations that render the blending noise into burst-like noise, whilst preserving the signal of interest. Compressed sensing type regularization is then applied, where sparsity in some domain is assumed for the signal of interest. The domain of choice depends on the geometry of the acquisition and the properties of seismic data within the chosen domain. In this work, we introduce a new concept that consists of embedding a self-supervised denoising network into the Plug-and-Play (PnP) framework. A novel network is introduced whose design extends the blind-spot network architecture of [28 ] for partially coherent noise (i.e., correlated in time). The network is then trained directly on the noisy input data at each step of the PnP algorithm. By leveraging both the underlying physics of the problem and the great denoising capabilities of our blind-spot network, the proposed algorithm is shown to outperform an industry-standard method whilst being comparable in terms of computational cost. Moreover, being independent on the acquisition geometry, our method can be easily applied to both marine and land data without any significant modification.

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