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首页> 外文期刊>Journal of Applied Geophysics >Full waveform inversion with angle-dependent gradient preconditioning using wavefield decomposition
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Full waveform inversion with angle-dependent gradient preconditioning using wavefield decomposition

机译:使用波场分解具有角度依赖性梯度预处理的全波形反转

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The main objective of the full waveform inversion (FWI) is to deliver a velocity model which produces accurate and high resolution depth images. An integral part of FWI is the iterative optimization process aiming at minimizing an objective function describing the misfit between the observed and modelled data with respect to the velocity model parameters. However, FWI commonly suffers from local minima due to errors in data fitting and the starting velocity model. In this study, we develop a methodology to enhance convergence and mitigate the risk of having solutions falling into local minima. We employ optical flow to decompose the source and residual receiver wavefields and map them into the subsurface angle domain. Having evaluated the propagation vectors of the respective cleaner wavefields, subsurface reflection and azimuth angles can be robustly computed. Using such information we can apply angle-dependent preconditioning within the inversion algorithm. During a conventional FWI workflow, larger angles (i.e., transmission wavepaths) are mainly responsible for long wavelength velocity anomalies whereas narrow angles (i.e., reflection wavepaths) influence short wavelength velocity anomalies. In the proposed FWI methodology, we apply an optimized weighting function based on these estimated subsurface reflection angles in order to weight certain angle directions needed for gradient estimation using in parameter updating. Following a hierarchical approach, allowing for larger angles at the early stage of the FWI application, we initially solve for the smooth and longer wavelength velocity updates. Relaxing the opening angle from large to mid to narrow, the gradient direction will first estimate long wavelength velocity model updates (transmission-based wavepaths), following by short wavelength velocity model updates (reflection-based wavepaths). Moreover, angle-dependent-based gradient preconditioning can reduce cycle skips and improve convergence during FWI iterat
机译:全波形反转(FWI)的主要目的是提供一种产生准确和高分辨率深度图像的速度模型。 FWI的一个组成部分是迭代优化过程,其旨在最小化描述相对于速度模型参数的观察和建模数据之间的错入的目标函数。然而,由于数据配件和起始速度模型中的错误,FWI通常存在局部最小值。在这项研究中,我们制定了一种提高融合的方法,并减轻了将解决方案陷入局部最小值的风险。我们采用光学流量来分解源和剩余接收器波场并将其映射到地下角域中。已经评估了各个清洁波面的传播矢量,可以稳健地计算地下反射和方位角。使用此类信息我们可以在反转算法内应用角度依赖于角度预处理。在传统的FWI工作流程期间,较大的角度(即,传输波坡)主要负责长波长速度异常,而窄角(即反射波瓣)影响短波长速度异常。在所提出的FWI方法中,我们基于这些估计的地下反射角应用优化的加权功能,以便在参数更新中使用梯度估计所需的某个角度方向。在分层方法之后,允许在FWI应用的早期阶段进行更大的角度,我们最初解决了平滑且较长的波长速度更新。从大到中小到狭窄的开口角度,梯度方向将首先估计长波长速度模型更新(基于传输的波段),按照短波长速度模型更新(基于反射的波段)。此外,基于角度依赖性的梯度预处理可以减少循环跳过并在FWI迭代期间提高收敛

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