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Mixed Total Field/Scattered Field-Based Discontinuous Galerkin Frequency-Domain Method for Subsurface Sensing

机译:基于混合总场/离散场的间断Galerkin频域法进行地下传感

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摘要

To model the responses of electromagnetic surveys for geophysical subsurface sensing, a mixed total field/scattered field-based discontinuous Galerkin frequency-domain (TF/SF DGFD) method is proposed in this paper. The proposed TF/SF DGFD method is implemented at a subdomain level based on the domain decomposition technique. Different subdomains can employ either the TF DGFD framework or the SF DGFD framework, which are then coupled through the Riemann transmission condition. To balance the computation efficiency and accuracy for practical applications, the proposed method prefers to using the SF DGFD framework for subdomains with sources and using the TF DGFD framework for the remaining subdomains. At the interfaces between total field and scattered field subdomains, the Riemann transmission condition is slightly modified by incorporating the background fields due to the physically imposed sources in the background media. In this way, the proposed method only requires surface integrals of the background fields as extra overhead instead of elementwise integration of the scattering objects for the purely scattered field-based method, which can improve the computational efficiency. Also, it is more accurate than the purely TF DGFD method given the same mesh. Numerical examples are studied to examine the performance of the proposed method, which is proven to have better accuracy than the TF DGFD method. The TF/SF DGFD method will facilitate modeling of electromagnetic surveys under complicated geophysical environments for subsurface sensing.
机译:为了对地球物理地下传感的电磁勘测响应进行建模,提出了一种基于混合总场/散射场的不连续Galerkin频域(TF / SF DGFD)方法。所提出的TF / SF DGFD方法是基于域分解技术在子域级别实现的。不同的子域可以使用TF DGFD框架或SF DGFD框架,然后通过Riemann传输条件进行耦合。为了在实际应用中平衡计算效率和准确性,所提出的方法更喜欢将SF DGFD框架用于带有源的子域,并将TF DGFD框架用于其余子域。在总场和散场子域之间的接口处,由于背景介质中物理施加的源,通过合并背景场,可以稍微修改黎曼传输条件。以此方式,所提出的方法仅需要背景场的表面积分作为额外的开销,而不是对于基于纯散射场的方法的散射对象的元素积分,这可以提高计算效率。同样,与给定相同网格的纯TF DGFD方法相比,它更准确。数值算例研究了该方法的性能,证明了该方法比TF DGFD方法具有更好的精度。 TF / SF DGFD方法将有助于在复杂的地球物理环境下进行地下电磁勘探的建模。

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