论文标题

孔网缝制方法:多相流的孔隙到核心升级方法

Pore-network stitching method: A pore-to-core upscaling approach for multiphase flow

论文作者

Kohanpur, Amir H., Valocchi, Albert J.

论文摘要

孔网建模是一种广泛使用的预测工具,用于在多孔培养基中处理多相流的各种应用中的孔尺度研究。尽管最近改进了从岩石图像中提取的简化孔隙几何形状及其计算效率与直接数值仿真方法相比,仍然存在局限性的孔网网络,但仍存在建模较大的代表性孔网的异质核心的局限性。这些是由于样本量的技术限制在成像和孔网提取算法上的计算限制过程中辨别空隙空间的技术限制。因此,需要采用具有孔网建模的自然优势并可以克服这些局限性的孔尺度建模方法,从而更好地表示核心的异质性并增强了属性预测的准确性。本文通过工作流程解决了这些问题,其中包括一种新型的孔网缝合方法,以提供大量代表性的孔网。它在不同分辨率下使用异质核心的CT图像来表征孔结构,以选择几个签名零件并提取其孔网。这些签名孔网之间的空间是通过使用其统计信息来生成孔网实现的,然后使用分层缝合方法将其连接在一起。我们根据流量性能(例如相对渗透率)验证了该方法的所有步骤。然后,我们将随机工作流程应用于两个大型异质域问题。我们生成多个实现,并将平均结果与每个问题的参考孔网进行比较。我们证明,异质核的签名部分是其整个体积的一小部分,是开发方法构建代表性孔网网络的足够输入。

Pore-network modeling is a widely used predictive tool for pore-scale studies in various applications that deal with multiphase flow in porous media. Despite recent improvements to enable pore-network modeling on simplified pore geometry extracted from rock images and its computational efficiency compared to direct numerical simulation methods, there are still limitations to modeling a large representative pore-network for heterogeneous cores. These are due to the technical limits on sample size to discern void space during imaging and computational limits on pore-network extraction algorithms. Thus, there is a need for pore-scale modeling approaches that have the natural advantages of pore-network modeling and can overcome these limitations, thereby enabling better representation of heterogeneity of the core and enhancing the accuracy of prediction of properties. This paper addresses these issues with a workflow that includes a novel pore-network stitching method to provide large-enough representative pore-network. It uses CT images of heterogeneous cores at different resolutions to characterize the pore structure in order to select few signature parts and extract their pore-networks. The space between these signature pore-networks is filled by using their statistics to generate realizations of pore-networks which are then connected together using a layered stitching method. We validate all steps of this method on different types of rocks based on flow properties such as relative permeability. Then, we apply the stochastic workflow on two large heterogeneous domain problems. We generate multiple realizations and compare the average results with a reference pore-network for each problem. We demonstrate that signature parts of a heterogeneous core, which are a small portion of its entire volume, are sufficient inputs for the developed method to construct a representative pore-network.

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