一种基于marchenko的目标全波形反演方法

Aydin Shoja, G. Meles, K. Wapenaar
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引用次数: 8

摘要

Hessian矩阵在正确解释FWI框架内的多个散射波场方面起着重要作用。由于计算成本高,Hessian矩阵的计算是不可行的。因此,由于缺乏精确的Hessian矩阵,FWI会在目标层模型中产生与覆盖层相关的伪影。我们在这里表明,基于marchenko的目标导向全波形反演可以通过减少由于覆盖层效应引起的非线性来补偿Hessian矩阵反演的需要。这是通过利用基于marchenko的目标替换,从残差中去除覆盖层响应及其与目标层的相互作用,并将更新后的目标层响应插入到整个介质的响应中来实现的。我们还表明,相对于先验信息,该方法比标准梯度FWI更具鲁棒性。与标准马尔琴科成像类似,所提出的方法只需要知道从焦点到表面的直接到达时间和介质的反射响应。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A Proposal for Marchenko-Based Target-Oriented Full Waveform Inversion
The Hessian matrix plays an important role in correct interpretation of the multiple scattered wave fields inside the FWI frame work. Due to the high computational costs, the computation of the Hessian matrix is not feasible. Consequently, FWI produces overburden related artifacts inside the target zone model, due to the lack of the exact Hessian matrix. We have shown here that Marchenko-based target-oriented Full Waveform Inversion can compensate the need of Hessian matrix inversion by reducing the non-linearity due to overburden effects. This is achieved by exploiting Marchenko-based target replacement to remove the overburden response and its interactions with the target zone from residuals and inserting the response of the updated target zone into the response of the entire medium. We have also shown that this method is more robust with respect to prior information than the standard gradient FWI. Similarly to standard Marchenko imaging, the proposed method only requires knowledge of the direct arrival time from a focusing point to the surface and the reflection response of the medium.
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