首页> 外文会议>Society of Core Analysts Symposium >A NEW POWERFUL TOOL FOR INTERPRETING AND PREDICTING IN RESERVOIR GEOPHYSICS: THEORETICAL MODELING AS APPLIED TO LABORATORY MEASUREMENTS OF THERMAL PROPERTIES
【24h】

A NEW POWERFUL TOOL FOR INTERPRETING AND PREDICTING IN RESERVOIR GEOPHYSICS: THEORETICAL MODELING AS APPLIED TO LABORATORY MEASUREMENTS OF THERMAL PROPERTIES

机译:一种新的解释和预测水库地球物理学的强大工具:应用于热性能的实验室测量的理论模型

获取原文

摘要

This paper demonstrates new possibilities provided by a combination of effective medium theory (EMT) with laboratory experiment on thermal properties of porouscracked rocks. Such a combination can solve many actual problems in petrophysics and prospecting geophysics including EMT-based inversion of pore/crack geometry and thermal conductivity (TC) of mineral matrix from TC measurements on samples saturated with different fluids. The inverted geometry is used for EMT-based prediction of the other physical properties (elastic wave velocities and coefficient of linear thermal expansion). The opposite procedure is also applied — TC prediction from measurements of elastic wave velocities and electrical resistivity. An example is presented of reconstructing the TC distribution along a well from sonic, density, and porosity logs. The theoretical modeling is shown to be a useful tool in solving the ‘oil-in-place’ problem from measurements on density, volumetric heat capacity, and porosity. The EMT is used to reconstruct the distribution functions of pore/crack volume over aspect ratio before and after experiment at elevated pressure and temperature (PT) conditions and reveal principal factors controlling the TC change at these conditions.
机译:本文展示了有效的中学理论(EMT)的组合提供了新的可能性,使实验室实验对多孔岩石的热特性进行了实验室。这种组合可以解决岩石物理学和勘探地球物理中的许多实际问题,包括基于EMT的孔隙/裂纹几何形状和导热率(TC)的矿物基质的矿物质基质从饱和不同流体饱和的样品。倒几何形状用于基于EMT的其他物理性质的预测(弹性波速度和线性热膨胀系数)。还应用了相反的方法 - 从弹性波速度和电阻率的测量中进行了预测。提出了一种沿着声波,密度和孔隙度原木重建沿孔的TC分布的示例。理论建模被证明是一种有用的工具,用于从密度,体积热容量和孔隙率的测量来解决“换油”问题。 EMT用于在升高的压力和温度(PT)条件下进行实验之前和之后的纵横比的孔隙/裂缝体积的分布函数,并揭示控制这些条件下的TC变化的主要因素。

著录项

相似文献

  • 外文文献
  • 中文文献
  • 专利
获取原文

客服邮箱:kefu@zhangqiaokeyan.com

京公网安备:11010802029741号 ICP备案号:京ICP备15016152号-6 六维联合信息科技 (北京) 有限公司©版权所有
  • 客服微信

  • 服务号