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Improved Computational Efficiency of a 3D Wide- Angle Acoustic Extrapolator

机译:改进了3D宽角声外推的计算效率

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We examine the efficiency and accuracy of implementing an automated linear model interpolation scheme for a 3-D acoustic wide-angle one-way wave extrapolator. Examples are presented for both deterministic and stochastic acoustic velocity models. The specific examples considered are (i) a smoothly varying 3-D high velocity spherical inclusion within a homogeneous reference medium consisting a 20% and 100% velocity perturbation, and (ii) a 2-D anisotropic (i.e., shaped-induced) random medium realization with maximum velocity perturbation of approximately ±10%. The results indicate that for smoothly varying media the automated interpolation scheme is robust even for a small number of model interpolants and large velocity gradients. When the medium varies significantly on the subFresnel zone scale, there exists a trade-off between extrapolated waveform frequency content and number of model interpolants. Specifically, more model interpolants are required to accurately simulate waveform amplitudes and frequency content.
机译:我们研究了用于三维声学广角单向波外推动器实现自动线性模型插值方案的效率和准确性。提出了确定性和随机声学速度模型的示例。所考虑的具体实例是(i)在均匀的参考介质内平稳变化的3-D高速球形包含20%和100%速度扰动的均匀培养基,以及(ii)2-D各向异性(即,成形诱导)随机培养基实现大约±10%的最大速度扰动。结果表明,对于平稳变化的介质,即使对于少量模型内嵌和大型速度梯度,自动插值方案也是坚固的。当介质在子污水区刻度上显着变化时,外推波形频率内容和模型内嵌数之间存在折衷。具体地,需要更多型号的嵌段来精确模拟波形幅度和频率内容。

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