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Efficient Computation Method for Electromagnetic Modeling

机译:电磁建模的有效计算方法

摘要

Method for efficient processing of controlled source electromagnetic data, whereby Maxwell's equations are solved [107] by numerical techniques [109] such as finite difference or finite element in three dimensions for each source location and frequency of interest. The Reciprocity Principle is used [103] to reduce the number of computational source positions, and a multi-grid is used [105] for the computational grid to minimize the total number of cells yet properly treat the source singularity, which is essential to satisfying the conditions required for applicability of the Reciprocity Principle. An initial global resistivity model [101] is Fourier interpolated to the computational multi grids [106]. In inversion embodiments of the invention, Fourier prolongation is used to update [120] the global resistivity model based on optimization results from the multi-grids.
机译:有效处理受控源电磁数据的方法,通过数值技术[ 109 ],例如三维的有限差分或有限元,求解麦克斯韦方程组[ 107 ]源位置和感兴趣的频率。互惠原理用于[ 103 ]以减少计算源位置的数量,多网格用于[ 105 ]用于计算网格以最小化总数的单元格仍能正确处理源奇点,这对于满足互惠原则的适用条件是必不可少的。将初始的整体电阻率模型[ 101 ]内插到计算的多网格[ 106 ]。在本发明的反演实施例中,基于来自多网格的优化结果,使用傅立叶延长来更新[ 120 ]全局电阻率模型。

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