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2D Elastic Time-Laplace-Fourier-Domain Hybrid Full Waveform Inversion

机译:2D弹性时光 - 傅里叶域混合全波形反转

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Most full waveform inversion (FWI) algorithms are based on the acoustic wave equation. However, only a few studies are related to the elastic FWI, even though many geological targets of seismic exploration are located on elastic media. There~- fore, to invert the subsurface properties accurately, we must develop a suitable FWI algorithm for generating elastic parameters. In this paper, we developed an elastic hybrid FWI algorithm, in which wave-modeling is performed in the time domain, and other procedures are conducted in the Laplace-Fourier domain. As a modeling operator, we employed the staggered-grid finite-difference method using a first-order elastic wave equation. To validate the feasibility of our proposed algorithm, we applied it to land data recorded from Alberta, Canada.
机译:大多数全波形反演(FWI)算法基于声波方程。然而,只有一些研究与弹性FWI有关,尽管有许多地震勘探的地质目标都位于弹性介质上。在那里,准确地反转地下物业,必须开发一种用于产生弹性参数的合适的FWI算法。在本文中,我们开发了一种弹性混合FWI算法,其中在时域进行了波形建模,并且在拉普拉斯傅里叶域中进行其他程序。作为建模操作员,我们使用一阶弹性波方程使用交错栅有限差分法。为了验证我们所提出的算法的可行性,我们将其应用于从加拿大艾伯塔省录制的土地数据。

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