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首页> 外文期刊>Geophysical Prospecting >A fast integral equation solver for 3D induction well logging in formations with large conductivity contrasts
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A fast integral equation solver for 3D induction well logging in formations with large conductivity contrasts

机译:用于大电导率对比的3D感应测井的快速积分方程求解器

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摘要

Simulation of induction logging responses in formations with large conductivity contrasts is an important but challenging problem due to the singularity of a linear system caused by large contrasts. Also, three-dimensional (3D) analysis of complex geophysical structures usually encounters high computational demands. In this paper, a pre-corrected fast Fourier transform (pFFT)-accelerated integral equation method is applied to overcome these difficulties. In the approach, the entire formation is included in the solution domain. The volume integral equation is set up in the region based on the fact that the total field is the summation of the excitation field and the secondary field. The emitted field by the transmitter coil (treated as a magnetic dipole) is regarded as the excitation of the system. Then the method of moments (MoM) is used to solve the integral equation.
机译:由于大对比度导致线性系统的奇异性,因此模拟具有大电导率对比度的地层中的感应测井响应是一个重要但具有挑战性的问题。而且,复杂地球物理结构的三维(3D)分析通常会遇到很高的计算需求。为了克服这些困难,本文采用了一种预校正的快速傅立叶变换(pFFT)加速积分方程方法。在该方法中,整个结构都包含在解决方案域中。基于该总场是激励场和次级场之和的事实,在该区域中建立体积积分方程。发射线圈发出的磁场(被视为磁偶极子)被视为系统的激励。然后使用矩量法(MoM)求解积分方程。

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