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Scaling one- and multi-dimensional co-current spontaneous imbibition processes in fractured reservoirs

机译:在裂缝性储层中扩展一维和多维并流自发吸收过程

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Spontaneous Imbibition (SI) is in particular a very important mechanism for oil and gas recovery from matrix blocks in naturally fractured reservoirs. An analytical solution to the one-dimensional co-current spontaneous imbibition (COCSI) problem was proposed by Schmid et al. (2011). On the basis of this analytical solution, a set of scaling equations as well as a simplified one were developed for the COCSI process (Mirzaei-Paiaman and Masihi, 2014). The objective of this study was to validate these scaling equations using 12 one-dimensional COCSI experiments. To accommodate for multi-dimensionality of the COCSI process, a shape factor was proposed and incorporated into the one-dimensional scaling equations to make them applicable for any matrix size, shape and boundary conditions. The resulted scaling equations were validated through the use of data associated with 17 multi-dimensional water-oil COCSI experiments. The necessity of accounting for matrix anisotropy in the proposed scaling equations was also investigated. (C) 2017 Elsevier Ltd. All rights reserved.
机译:自发吸收(SI)特别是从天然裂缝性储层中的基质块中采收油气的一种非常重要的机制。 Schmid等人提出了对一维并流自吸(COCSI)问题的解析解决方案。 (2011)。在此分析解决方案的基础上,为COCSI过程开发了一套缩放方程和一个简化方程(Mirzaei-Paiaman和Masihi,2014)。这项研究的目的是使用12个一维COCSI实验来验证这些比例方程。为了适应COCSI过程的多维性,提出了形状因子并将其合并到一维缩放方程中,以使其适用于任何矩阵大小,形状和边界条件。通过使用与17个多维水油COCSI实验相关的数据来验证所得到的比例方程。还研究了在提出的比例方程中考虑矩阵各向异性的必要性。 (C)2017 Elsevier Ltd.保留所有权利。

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