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Frequency-domain Acoustic Wave Modeling Using a Hybrid Direct-iterative Solver Based on a Domain Decomposition Method

机译:基于域分解法的混合直接迭代求解器的频域声波建模

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Designing an efficient modeling tool is a key point for large 3D frequency-domain full-waveform inversion problems. We present a frequency-domain acoustic wave modeling using a hybrid direct- iterative solver based on a parallel domain decomposition method and Schur complement approach. The main interest of mixing solvers is to overcome the huge memory complexity of direct solvers while partially preserving efficient multi-RHS simulations and mitigating the iteration count in iterative solvers. To improve the convergence rate of the iterative solver, a preconditioning based on an additive Schwartz approach is used. Discretization of the Helmholtz equation is based on a parsimonious finite-difference method but the domain decomposition method could apply to any numerical scheme such as finite-element or finite-volume methods and to any media such as elastic, anisotropic ones ... To asses the efficiency of the hybrid approach, we computed simulations in the 2D Marmousi II and 3D SEG/EAGE Overthrust model, and compared results with that of a direct solver.
机译:设计有效的建模工具是大3D频域全波形反转问题的关键点。我们使用基于平行域分解方法和SCUR补充方法的混合直接迭代求解器呈现频域声波建模。混合溶剂的主要兴趣是克服直接溶剂的巨大内存复杂性,同时部分保持有效的多RHS模拟并减轻迭代溶剂中的迭代计数。为了提高迭代求解器的收敛速率,使用基于添加剂施瓦茨方法的预处理。 Helmholtz方程的离散化是基于一个定义的有限差分方法,但是域分解方法可以适用于任何数值方案,例如有限元或有限体积方法,以及任何介质,如弹性,各向异性的方法...... asses混合方法的效率,我们在2D Marmousi II和3D SEG / EAGE推翻模型中计算了模拟,并将结果与​​直接求解器进行了比较。

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