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首页> 外文期刊>Geophysics: Journal of the Society of Exploration Geophysicists >A recipe for practical full-waveform inversion in anisotropic media: An analytical parameter resolution study
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A recipe for practical full-waveform inversion in anisotropic media: An analytical parameter resolution study

机译:各向异性介质中实用全波形反演方法:解析参数解析研究

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In multiparameter full-waveform inversion (FWI) and specifically one describing the anisotropic behavior of the medium, it is essential that we have an understanding of the parameter resolution possibilities and limits. Because the imaging kernel is at the heart of the inversion engine (the model update), we drew our development and choice of parameters from what we have experienced in imaging seismic data in anisotropic media. In representing the most common (firstorder influence and gravity induced) acoustic anisotropy, specifically, a transversely isotropic medium with a vertical symmetry direction (VTI), with the P-wave normal moveout velocity, anisotropy parameters δ, and η, we obtained a perturbation radiation pattern that has limited trade-off between the parameters. Because δ is weakly resolvable from the kinematics of P-wave propagation, we can use it to play the role that density plays in improving the data fit for an imperfect physical model that ignores the elastic nature of the earth. An FWI scheme that starts from diving waves would benefit from representing the acoustic VTI model with the P-wave horizontal velocity, η, and ε. In this representation, the diving waves will help us first resolve the horizontal velocity and then reflections, if the nonlinearity is properly handled, could help us resolve η, and ε could help improve the amplitude fit (instead of the density). The model update wavenumber for acoustic anisotropic FWI is very similar to that for the isotropic case, which is mainly dependent on the scattering angle and frequency.
机译:在多参数全波形反演(FWI)中,特别是在描述介质各向异性行为的一种方法中,必须了解参数解析的可能性和极限。由于成像内核是反演引擎(模型更新)的核心,因此我们从对各向异性介质中地震数据进行成像的经验中得出了我们的发展和参数的选择。在表示最常见的(一阶影响和重力感应)声各向异性,特别是具有垂直对称方向(VTI)的横向各向同性介质,利用P波法向跳动速度,各向异性参数δ和η时,我们获得了扰动在参数之间权衡有限的辐射图。因为δ在P波传播的运动学中很难分辨,所以我们可以用它来发挥密度在改善不完善的物理模型(忽略地球的弹性)的数据拟合方面所起的作用。从潜水波开始的FWI方案将受益于用P波水平速度η和ε表示声学VTI模型。在这种表示形式中,如果正确处理了非线性,则潜水波将首先帮助我们解析水平速度,然后进行反射,可以帮助我们解析η,而ε则可以帮助改善幅度拟合(而不是密度)。声学各向异性FWI的模型更新波数与各向同性情况非常相似,这主要取决于散射角和频率。

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