Three-dimensional sparse seismic deconvolution based on Q attenuation model

Deborah Pereg, I. Cohen, A. Vassiliou
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Abstract

We introduce a multichannel method to recover 3D reflectivity from 3D seismic data. The algorithm is formulated so that it promotes sparsity of the solution and also fits the earth Qmodel of attenuation and dispersion propagation effects of reflected waves. In addition, the algorithm also takes into consideration spatial correlation between neighboring traces. These features, together with low computational cost, make the proposed method a good solution for the emerging need to process large volumes of 3D seismic data. The robustness of the proposed technique compared to single-channel recovery is demonstrated by synthetic and real data examples.
基于Q衰减模型的三维稀疏地震反褶积
介绍了一种从三维地震数据中恢复三维反射率的多通道方法。该算法既提高了解的稀疏性,又符合反射波衰减和色散传播效应的地球q模型。此外,该算法还考虑了相邻迹线之间的空间相关性。这些特点加上较低的计算成本,使得该方法很好地解决了处理大量三维地震数据的新需求。与单通道恢复相比,该方法具有较好的鲁棒性。
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