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Computational Modeling of Fluid Flow through Fractured Media.

机译:通过裂隙介质的流体流动的计算模型。

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摘要

Mathematical and computational models were used to analyze the effect of confining pressure on permeability of fractures. These models may find application in the implementation of reservoir engineering codes to estimate the amount of carbon dioxide that can be pumped into underground geological formations under different confining pressures. Understanding the variation of fracture permeability with confining pressure is of paramount importance for effective design and operation of the geological sequestration processes, and as well as natural gas production from shale formations. These processes are typically associated with significant changes in the confining pressure.;In this thesis, first an elastic-plastic model was developed to describe the deformation and permeability of fractured rocks under confining pressure. Elastic and elastic-plastic contact models were used to analyze the deformations of a representative element containing a single fracture under various confining pressures. The present work utilizes elements from contact mechanics and viscous flows to derive an expression for permeability of fractured rocks under a range of confining pressures. The model was then used to determine permeability for different confining pressures. The model predictions were compared and discussed with the experiments.;Computational modeling of an idealized and real fracture under confining pressure was also conducted. A combination of computational fluid dynamics (CFD) and finite element (FE) models were used in the analysis of the undeformed and deformed fracture. The FE analysis incorporated elastic-plastic material nonlinearities. The models were used to develop a better understanding of fluid flow through fractures for different levels of confining pressure. Flow through the undeformed fracture was analyzed first. Then, various levels of confining pressure were imposed, and the deformed state of the fracture was computed using the FE analysis. Subsequently, the deformed states of the fracture were imported into a CFD code and the corresponding pressure drops for various flow rates and the associated details of the velocity field were evaluated.;The elastic-plastic mathematical and computational models predictions for coal permeability under loading and unloading confining pressure were compared with the experimental data reported in the literature. The results produced trends similar to the data for the range of confining pressures used in the experiments. Both of these models can be used to predict the permeability of other fractured media with different material properties.
机译:使用数学和计算模型来分析围压对裂缝渗透率的影响。这些模型可以在油藏工程规范的实施中找到应用,以估算在不同围压下可以泵入地下地质层的二氧化碳的量。对于有效的设计和操作地质隔离过程,以及从页岩地层开采天然气,了解裂缝渗透率随围压的变化至关重要。这些过程通常与围压的显着变化有关。本文首先建立了弹塑性模型来描述裂隙岩石在围压下的变形和渗透率。使用弹性和弹塑性接触模型来分析在不同围压下包含单个裂缝的代表性单元的变形。本工作利用接触力学和粘性流的要素,得出了在一定围压范围内裂隙岩石渗透率的表达式。然后使用该模型确定不同围压下的渗透率。对该模型的预测结果进行了比较,并与实验进行了讨论。;还进行了在封闭压力下理想化和真实裂缝的计算模型。计算流体动力学(CFD)和有限元(FE)模型的组合用于分析未变形和变形的裂缝。有限元分析考虑了弹塑性材料的非线性。使用这些模型可以更好地了解不同围压水平下通过裂缝的流体流动。首先分析通过未变形裂缝的流量。然后,施加各种水平的围压,并使用有限元分析计算裂缝的变形状态。随后,将裂缝的变形状态输入到CFD代码中,并针对各种流速对相应的压降进行了评估,并评估了速度场的相关细节。加载和加载时煤渗透性的弹塑性数学和计算模型预测将卸荷围压与文献报道的实验数据进行了比较。结果产生的趋势类似于实验中使用的围压范围数据。这两个模型都可用于预测其他具有不同材料属性的压裂介质的渗透率。

著录项

  • 作者

    Roman, Alberto.;

  • 作者单位

    Clarkson University.;

  • 授予单位 Clarkson University.;
  • 学科 Applied Mathematics.;Engineering Mechanical.
  • 学位 Ph.D.
  • 年度 2013
  • 页码 153 p.
  • 总页数 153
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类
  • 关键词

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