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Coupling Analysis of Low-Speed Multiphase Flow and High-Frequency Electromagnetic Field in a Complex Pipeline Structure

机译:复杂管道结构中低速多相流与高频电磁场的耦合分析

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摘要

Accurate estimation of water content in an oil-water mixture is a key technology in oil exploration and production. Based on the principles of the microwave transmission line (MTL), the logging probe is an important water content measuring apparatus. However, the effects of mixed fluid flow on the measurement of electromagnetic field parameters are rarely considered. This study presents the coupling model for low-speed multiphase flow and high-frequency electromagnetic field in a complex pipeline structure. We derived the S-parameter equations for the stratified oil/water flow model. The corresponding relationship between the S-parameters and water holdup is established. Evident coupling effects of the fluid flow and the electromagnetic field are confirmed by comparing the calculated S-parameters for both stratified and homogeneous flow patterns. In addition, a multiple-solution problem is analyzed for the inversion of dielectric constant from the S-parameters. The most sensitive phase angle range is determined to improve the detection of variation in the dielectric constant. Suggestions are proposed based on the influence of the oil/water layer on measurement sensitivity to optimize the geometric parameters of a device structure. The method proposed elucidates how accuracy and sensitivity can be improved in water holdup measurements under high water content conditions.
机译:准确估算油水混合物中的水分含量是石油勘探和生产中的关键技术。根据微波传输线(MTL)的原理,测井探头是重要的水分测量设备。但是,很少考虑混合流体流对电磁场参数的测量的影响。本研究提出了复杂管道结构中低速多相流与高频电磁场的耦合模型。我们导出了分层油/水流模型的S参数方程式。建立了S参数和持水率之间的对应关系。通过比较分层和均质流型的计算出的S参数,可以确定流体与电磁场的明显耦合效应。此外,分析了一个多解问题,以解决S参数的介电常数反演问题。确定最敏感的相角范围以改善对介电常数变化的检测。根据油/水层对测量灵敏度的影响,提出了一些建议,以优化器件结构的几何参数。提出的方法阐明了如何在高含水量条件下的持水率测量中提高准确性和灵敏度。

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  • 来源
    《Mathematical Problems in Engineering 》 |2014年第1期| 508571.1-508571.9| 共9页
  • 作者单位

    Zhou Pei-Yuan Center for Applied Mathematics, Tsinghua University, Beijing 100084, China;

    Zhou Pei-Yuan Center for Applied Mathematics, Tsinghua University, Beijing 100084, China;

    Wireline logging Company, Xibu Drilling Engineering CO. LTD., CNPC, Karamay, Xinjiang 834000, China;

    Wireline logging Company, Xibu Drilling Engineering CO. LTD., CNPC, Karamay, Xinjiang 834000, China;

    Wireline logging Company, Xibu Drilling Engineering CO. LTD., CNPC, Karamay, Xinjiang 834000, China;

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