电,扩散,液压和几何扭曲各向异性量化使用三维计算机断层扫描图像数据

IF 2.1 4区 工程技术 Q3 ENERGY & FUELS
Andres Gonzalez, Z. Heidari, O. Lopez
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引用次数: 0

摘要

沉积岩孔隙空间和固体组分的空间分布复杂,影响了导电、流体流动、传热和分子扩散等物理现象的方向性依赖。孔隙空间的复杂性通常通过扭曲度的概念来量化,扭曲度测量孔隙空间中连接路径的弯曲度。弯曲度对地层渗透率、地层因子等岩石物性有重要影响,是评价地层的重要指标。然而,各种技术的存在会导致扭曲度评估的非唯一性。此外,在岩心尺度域发生的岩石固体组分的空间变化,反映在矿物的连通性和分布上,通常没有量化。本文的目标是:(a)通过估算孔隙尺度和岩心尺度上的电、扩散、水力和几何扭曲来量化多孔介质的扭曲度和扭曲度各向异性;(b)比较电、扩散、水力和几何扭曲度。我们估计了微计算机断层扫描(micro-CT)扫描图像的孔隙空间和全核CT扫描图像中最连通和最丰富的固相的扭曲程度。我们进行数值模拟的电势分布、扩散、流体速度分布来估计电机,扩散,分别和液压曲折。为了计算几何弯曲度,我们利用微ct扫描图像中分割的孔隙空间提取孔隙网络模型,并计算样品中所有相对孔隙的最短路径。最后,使用每种技术获得的扭曲度值来评估样品的各向异性。我们将文档工作流应用于核心和孔隙尺度图像。CT扫描图像在岩心尺度域属于一个硅塑性地层。ct机扫描图像在在于域从贝雷砂岩,奥斯汀白垩,Estaillades灰岩地层。我们观察到两种类型的图像在方向依赖的电、扩散、液压和几何扭曲的估计上存在差异。流线电、水力扭曲与扩散扭曲的数值差异最大。在各向异性样品中观察到的差异是显著的。弯曲度估计的差异会影响以弯曲度为输入的岩石物理模型的结果。文档化的比较提供了对扭曲度估计技术选择的见解。使用核心尺度的图像数据提供了扭曲度和扭曲度各向异性的半连续估计,这通常是使用孔隙尺度图像无法实现的。此外,通过全岩心CT扫描图像估计的半连续弯曲各向异性为选择岩心桥塞的最佳位置提供了工具。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Electrical, Diffusional, Hydraulic, and Geometrical Tortuosity Anisotropy Quantification Using 3D Computed Tomography Scan Image Data
Sedimentary rocks display complex spatial distribution of both pore space and solid components, impacting the directional dependence of physical phenomena such as electrical conduction, fluid flow, heat transfer, and molecular diffusion. The complexity of the pore space is often quantified by the concept of tortuosity, which measures the sinuosity of the connecting paths in the pore space. Tortuosity is an important quantity in formation evaluation as it impacts petrophysical properties such as permeability and formation factor. However, the existence of various techniques can lead to nonuniqueness in assessment of tortuosity. Furthermore, spatial variation of the solid components of the rocks occurring at the core-scale domain reflected in the connectivity and distribution of the minerals is typically not quantified. The objectives of this paper are (a) to quantify tortuosity and tortuosity anisotropy of porous media through estimation of electrical, diffusional, hydraulic, and geometrical tortuosity at the pore scale and core scale and (b) to compare electrical, diffusional, hydraulic, and geometrical tortuosity. We estimate tortuosity in the pore space of microcomputed tomography (micro-CT) scan images and in the most connected and abundant solid phase of whole-core CT scan images. We conduct numerical simulations of electric potential distribution, diffusion, and fluid flow and velocity distribution to estimate electrical, diffusional, and hydraulic tortuosity, respectively. To calculate geometrical tortuosity, we use the segmented pore space from micro-CT scan images to extract a pore network model and compute the shortest path of all opposing pores of the samples. Finally, tortuosity values obtained with each technique are used to assess the anisotropy of the samples. We applied the documented workflow to core- and pore-scale images. The CT scan images in the core-scale domain belong to a siliciclastic formation. Micro-CT scan images in the pore-scale domain were obtained from Berea Sandstone, Austin Chalk, and Estaillades limestone formations. We observed differences in estimates of direction-dependent electrical, diffusional, hydraulic, and geometrical tortuosity for both types of images. The highest numerical differences were observed when comparing streamline electrical and hydraulic tortuosity with diffusional tortuosity. The observed differences were significant in anisotropic samples. Differences in tortuosity estimates can impact the outcomes of rock physics models for which tortuosity is an input. The documented comparison provides insight in the selection of techniques for tortuosity estimation. Use of core-scale image data provides semicontinuous estimates of tortuosity and tortuosity anisotropy, which are typically not attainable using pore-scale images. Additionally, the semicontinuous tortuosity anisotropy estimates from whole-core CT scan images provide a tool for selection of best locations to take core plugs.
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来源期刊
CiteScore
5.30
自引率
0.00%
发文量
68
审稿时长
12 months
期刊介绍: Covers the application of a wide range of topics, including reservoir characterization, geology and geophysics, core analysis, well logging, well testing, reservoir management, enhanced oil recovery, fluid mechanics, performance prediction, reservoir simulation, digital energy, uncertainty/risk assessment, information management, resource and reserve evaluation, portfolio/asset management, project valuation, and petroleum economics.
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