摘要
在多相流动电磁波成像测井研究中 ,测量敏感场是设计测量仪器和研究图像重建算法的前提工作 .本文用数值方法计算多相流动电磁波成像测井测量敏感场 .根据测量探头电极阵列的对称性 ,将三维敏感场问题划分为轴向和横向两个平面问题 ,然后应用有限元算法求解两个平面电势分布问题 ,对于不同介质模型 ,计算各种测量条件下测量区域内电势分布 ,进而根据电势分布计算测量敏感场 .结果表明测量敏感区域为发射电极到测量电极的弧形区域 ,在发射电极到测量电极的电势梯度线上 ,测量敏感函数近似于一个指数函数 .
The sensitivity field is of great importance for the optimal design of the Electromagnetic Tomography (EMT) in multiphase flow well logging tools and images reconstruction. We calculate using a numerical method. For the facility of analysis, the calculation is performed in 2 planes based on the symmetry of the sensor, though the sensitivity field is 3 dimensional. The analysis contains 2 connected steps. First, the potential distribution within the measure array is calculated using FEM (Finite Element Method). Then, the gradient of the potential is acquired according to the numerical computation. The result shows that the sensitivity field has an arc-shape within the region from transmitting electrode to measuring electrode, and it can be expressed approximately using an exponential function.
出处
《地球物理学报》
SCIE
EI
CAS
CSCD
北大核心
2003年第6期870-874,共5页
Chinese Journal of Geophysics
基金
国家自然科学基金项目 ( 4 0 1740 3 8)
关键词
电磁波
成像测井
敏感场
多相流
Electromagnetic tomography, Multiphase flow, Imaging logging, Sensitivity field.