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Theoretical and experimental study on optimal conditions in carbonate acidizing.

机译:碳酸盐酸化最佳条件的理论和实验研究。

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摘要

Optimal acid injection rate is important to know for a carbonate matrix acidizing design. This rate is currently obtained through fitting acidizing coreflood experimental results. A model is needed to predict optimal acid injection rates for various reservoir conditions.;A wormhole forms when larger pores grow in cross-sectional area at a rate that greatly exceeds the growth rate of smaller pores due to surface reaction. This happens when the pore growth follows a particular mechanism, which is discussed in this study. Our model focuses on the growth of the pore with the mode size in a pore size distribution - the pore size that appears most frequently in the distribution. By controlling the acid velocity inside of it, we can make this particular pore grow much faster than other smaller pores, thus reaching the most favorable condition for wormholing. This also results in a balance between overall acid/rock reaction and acid flow. With the introduction of a porous medium model, the acid velocity in the mode-size pore is upscaled to the interstitial velocity at the wormhole tip. This interstitial velocity at the wormhole tip controls the wormhole propagation. The optimal acid injection rate is then calculated based on a semi-empirical flow correlation.;The optimal injection rate depends on the rock lithology, acid concentration, temperature, and rock pore size distribution. All of these factors are accounted for in this model. It can predict the optimal rates of acidizing coreflood experiments correctly for a variety of rock types, as compared with our acidizing coreflood experimental results. In addition, based on our model, it is also found that at optimal conditions, the wormhole propagation velocity is linearly proportional to the acid diffusion coefficient for a diffusion limited reaction. This is proven both experimentally and theoretically in this study. Since there is no flow geometry constraint while developing this model, it can be applied to field scales. Applications are illustrated in this study.;Due to fundamental differences of flow geometries, upscaling the linear flow acidizing coreflood experimental results to field scale has limited success. In this work, the optimal conditions for field scale are calculated directly from the optimal interstitial velocity at the wormhole tip. This eliminates the need for core scale optimal conditions. A simulated case with published field data is studied. Acid pumping rate is optimized for this case. Since the model inputs can be readily obtained from drill cutting analysis, the need for downhole cores is eliminated, making this model more practical.;Acidizing coreflood experiments with dolomite cores at varying temperatures are carried out. The rock porosity, permeability and pore size distribution are measured. The dissolution patterns are found by CT scan the acidized cores. Together with the model developed in this work, a treatment design method is developed for acidizing dolomite formations. Besides, suggestions are also made for the treatment.
机译:对于碳酸盐基质酸化设计,最佳酸注入速率至关重要。该速率目前是通过酸化岩心驱油实验结果获得的。需要一个模型来预测在各种储层条件下的最佳酸注入速率。当较大的孔隙在横截面上以远远超过由于表面反应而形成的较小孔隙的生长速率生长时,会形成虫孔。当孔隙生长遵循特定机制时会发生这种情况,本研究对此进行了讨论。我们的模型着眼于孔径分布中模态尺寸的孔的生长-在分布中最频繁出现的孔径。通过控制其内部的酸速度,我们可以使此特定的孔比其他较小的孔生长快得多,从而达到最有利的蜗杆钻孔条件。这也导致总的酸/岩石反应和酸流动之间的平衡。随着多孔介质模型的引入,中等大小孔隙中的酸速度被提升到虫洞尖端的间隙速度。虫洞尖端的间隙速度控制虫洞的传播。然后基于半经验流相关性来计算最佳酸注入速率。最佳注入速率取决于岩石岩性,酸浓度,温度和岩石孔径分布。在模型中考虑了所有这些因素。与我们的酸化岩心驱油实验结果相比,它可以正确预测各种岩石类型的岩心驱油实验的最佳速率。此外,基于我们的模型,还发现在最佳条件下,蠕虫的传播速度与扩散受限反应的酸扩散系数成线性比例。这在实验和理论上都得到了证明。由于在开发此模型时没有流动几何约束,因此可以将其应用于现场比例。由于流体几何形状的根本差异,将线性流酸化岩心驱油实验结果扩大到现场规模的成功有限。在这项工作中,场标度的最佳条件直接根据虫洞尖端的最佳间隙速度来计算。这消除了对核心规模最佳条件的需求。研究了具有公开现场数据的模拟案例。在这种情况下,酸抽速已优化。由于可以从钻头切削分析中轻松获得模型输入,因此消除了对井下岩心的需求,从而使该模型更加实用。进行了在不同温度下用白云岩岩心进行岩心驱油实验。测量了岩石的孔隙度,渗透率和孔径分布。通过CT扫描酸化的岩心发现溶解模式。连同在这项工作中开发的模型一起,开发了一种用于酸化白云岩地层的处理设计方法。此外,还提出了治疗建议。

著录项

  • 作者

    Dong, Kai.;

  • 作者单位

    Texas A&M University.;

  • 授予单位 Texas A&M University.;
  • 学科 Petroleum engineering.
  • 学位 Ph.D.
  • 年度 2015
  • 页码 184 p.
  • 总页数 184
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类
  • 关键词

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