重新审视改善海洋拖曳流媒体购置的拆借性能的两种显著方法

GEOPHYSICS Pub Date : 2024-02-14 DOI:10.1190/geo2022-0621.1
Yangkang Chen, Min Zhou, Ray Abma
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引用次数: 0

摘要

由于数据维度较低,海洋拖曳流混合数据的去分层通常具有挑战性。目前的海洋底层电缆(OBC)勘测能产生采样良好的三维接收机采集数据,而拖曳流体数据在变换后的 f - k 域中具有较低的稀疏性。在此,我们重新探讨了两种提高去耦性能的实用策略。在第一种策略中,我们重新探讨了将三维排阻应用于二维勘测的问题,这种方法将射电域视为稀疏性受限域。我们通过绘制系数衰减曲线来比较二维和三维 FFT 变换域的稀疏性。根据稀疏性比较,三维 FFT 变换域比二维 FFT 变换域稀疏得多。因此,三维排阻可以获得比二维排阻更好的性能。在第二种策略中,我们重新探讨了一种改进的排错方法,它结合了传统排错和爆米花重构以及其他编码源方法。爆米花拍摄技术为反演增加了额外的限制,因为每个信号源都用不同的爆米花模式编码。因此,在进行去卷积时,用预定义的爆米花图案对每个信号源进行卷积和去卷积,就会减弱不属于所选信号源的干扰。对于本文重新讨论的这两种情况,我们使用了具有不同复杂性的合成和现场数据示例来证明它们的卓越性能。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Revisiting two notable methods for improving the deblending performance of marine towed-streamer acquisition
Marine towed-streamer blended data are usually challenging to deblend because of the low dimensionality of the data. While the present ocean-bottom-cable (OBC) surveys produce well-sampled 3D receiver gathers, towed-streamer data have a lower sparsity in the transformed f - k domain. Here, we revisit two practical strategies to improve deblending performance. In the first strategy, we revisit applying 3D deblending to 2D surveys, which considers the shot domain as a sparsity-constrained domain. We compare the sparseness of the 2D and 3D FFT transformed domains by drawing the coefficients’ decaying curves. The 3D FFT transformed domain is much sparser than the 2D FFT transformed domain, according to the sparseness comparison. Thus, 3D deblending can obtain better performance than 2D deblending. In the second strategy, we revisit an improved deblending approach that combines traditional deblending and popcorn reconstruction, and other methods of coding sources. The popcorn shooting technique adds an extra level of constraint to the inversion because each source is coded with a different popcorn pattern. Thus, when deblending, convolution and deconvolution for each source with a predefined popcorn pattern will attenuate the interference that does not belong to the selected source. For both scenarios revisited here, we use both synthetic and field data examples with different complexity to demonstrate their superior performance.
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