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On the influence of different misfit functions for attenuation estimation in viscoelastic full-waveform inversion: synthetic study

机译:关于粘弹性全波形反演衰减估计的不同误操作函数的影响:合成研究

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摘要

Estimating subsurface attenuation distribution is essential to compensate the amplitude and phase distortions in seismic imaging and characterize attenuative reservoirs. Full-waveform inversion (FWI) methods represent promising techniques to invert for both velocity and attenuation models with arbitrary spatial distributions. however, simultaneously determining velocity and attenuation properties introduces the problem of interparameter trade-off in viscoelastic FWI. Ignoring attenuation effects can result in inaccurate velocity estimations. Velocity errors may produce significant parameter crosstalk artefacts in the inverted attenuation models. An appropriate misfit function measuring specific seismic attribute is essential to capture the influence of attenuation on the seismic data and thus is expected to reduce the influences of velocity errors for attenuation estimation. In this study, we evaluate the performances of different misfit functions for attenuation estimation in viscoelastic FWI accompanied with a two-stage sequential inversion strategy. Synthetic examples with different acquisition surveys are given to show that in the presence of strong velocity errors, the amplitude-based misfit functions, including envelope-difference, root-mean-square amplitude-ratio and spectral amplitude-ratio, can invert for the attenuation models more reliably, compared to the waveform-difference and instantaneous phase misfit functions. With the two-stage inversion approach, more reliable velocity and attenuation models can be obtained using viscoelastic FWI.
机译:估计地下衰减分布对于补偿地震成像中的幅度和相失真并表征衰减储层是必不可少的。全波形反转(FWI)方法代表具有任意空间分布的速度和衰减模型的有希望的技术。然而,同时确定速度和衰减特性介绍了粘弹性FWI中的互通功率折衷的问题。忽略衰减效果可能导致速度估计不准确。速度误差可能在倒置衰减模型中产生显着的参数串扰人工制品。测量特定地震属性的适当的错配函数对于捕获衰减对地震数据的影响至关重要,因此预期降低衰减估计的速度误差的影响。在这项研究中,我们评估了粘弹性FWI中的衰减估计的不同错配功能的性能,伴随着两级顺序反转策略。具有不同采集调查的合成实例表明,在存在强的速度误差的情况下,基于幅度的错配功能,包括包络差异,根均方幅度比和光谱幅度比可以反转衰减与波形差异和瞬时相位错入功能相比,更可靠的模型。通过两级反转方法,可以使用粘弹性FWI获得更可靠的速度和衰减模型。

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