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Direct solution by 2-D and 2-D finite element method on forward problem of low frequency current fields in inhomogeneous media

机译:用二维和二维有限元方法直接求解非均匀介质中低频电流场的正向问题

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The paper adopts finite element method to analyze the forward problem of low- frequency current fields in inhomogeneous media. Firstly, the direct solution of 2-D and 3-d scalar potential is given. Secondly, the technique of covering finite elements for problems with movement has been presented; namely, when the place of testing point moved, the meshing data will be produced automatically to avoid re-meshing and distortion of the mesh. Thirdly the free and prescribed potential method is used to make the finite element coefficient matrices. Then this paper provides the result of a validity test obtained by simulating the lateroolg-3 logging, compared with the numerical model-matching method. Finally, the MLL response is calculated.
机译:本文采用有限元方法分析了非均匀介质中低频电流场的正向问题。首先,给出了二维和三维标量势的直接解。其次,提出了覆盖运动问题的有限元的技术。也就是说,当移动测试点的位置时,将自动生成网格数据,以避免网格的重新网格化和变形。第三,使用自由和规定电位方法来制作有限元系数矩阵。然后,与数值模型匹配方法相比,本文提供了通过模拟lateolg-3测井获得的有效性测试的结果。最后,计算了MLL响应。

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