研究目的
To develop a mixed total field/scattered field-based discontinuous Galerkin frequency-domain method for efficient and accurate modeling of electromagnetic surveys in geophysical subsurface sensing.
研究成果
The proposed mixed TF/SF DGFD method effectively combines the accuracy of scattered field formulations with the efficiency of total field formulations through domain decomposition, demonstrating better performance than pure TF or SF methods in subsurface sensing applications, though further improvements in solvers are needed.
研究不足
The method may require better iterative solvers for improved convergence in practical applications, and constraints on corner edges shared by multiple subdomains could affect performance. Computational efficiency is balanced but not fully optimized for all scenarios.
1:Experimental Design and Method Selection:
The method involves a domain decomposition technique where subdomains use either total field (TF) or scattered field (SF) discontinuous Galerkin frequency-domain (DGFD) frameworks, coupled via a modified Riemann transmission condition.
2:Sample Selection and Data Sources:
Numerical examples include a three-layer formation model, a cube scattering model, and a controlled-source electromagnetic model with specified material properties and geometries.
3:List of Experimental Equipment and Materials:
Computational tools such as MATLAB 2013b and COMSOL Multiphysics are used; no physical equipment is mentioned.
4:Experimental Procedures and Operational Workflow:
The method is implemented in software, with meshing of domains, application of DGFD formulations, and solving linear systems using iterative solvers like symmetric successive over-relaxation preconditioned block stabilized biconjugate gradient method.
5:Data Analysis Methods:
Field comparisons are made with analytical solutions and other methods (e.g., VIE, COMSOL), and computational statistics (CPU time, memory, convergence) are analyzed.
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