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Edge finite-element modeling using unstructured meshes: the 3D MT example

机译:使用非结构化网格的边缘有限元建模:3D MT示例

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Three-dimension (3D) forward modeling is a challenging problem for geometrically complex MT problems. We presented a new edge-based finite-element algorithm cooperated with unstructured mesh for accurately and efficiently simulating 3D MT responses. The curl-curl equation of electric field in frequency was used to deduce the H(curl) variation weak form; and then, Galerkin weighting rule was performed on the linear unstructured edge-based finite-element space to obtain a sparse complex linear equation; finally, BI-CGSTAB solver with ILU preconditioner was employed to offer the unknown electric fields. A local mesh refinement technique in the neighbor of measuring MT stations was used to distinctly update the accuracies of numerical solutions. Two synthetic models validated the powerful performances of our algorithms. We believe our method should have more legs in more complex MT cases.
机译:对于几何复杂的MT问题,三维(3D)正向建模是一个具有挑战性的问题。我们提出了一种新的基于边缘的有限元算法,该算法与非结构化网格配合使用,可以准确有效地模拟3D MT响应。用电场的卷曲曲线公式推导了H(卷曲)变化的弱形式。然后,对基于线性非结构化边缘的有限元空间进行Galerkin加权规则,得到一个稀疏复线性方程。最后,使用带有ILU预调节器的BI-CGSTAB求解器来提供未知电场。使用测量MT站附近的局部网格细化技术来显着更新数值解的精度。两个综合模型验证了我们算法的强大性能。我们认为,在更复杂的MT案例中,我们的方法应有更多优势。

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