Viscoelastic effects under water-polymer flooding conditions of the fractured-porous reservoir

IF 0.3 Q4 ENGINEERING, PETROLEUM Nafta-Gaz Pub Date : 2023-07-01 DOI:10.18668/ng.2023.07.02
V. Pogrebnyak, V. Y. Shimanskii, A. Pogrebnyak, I. Perkun
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Abstract

The work is devoted to the numerical simulation of the flow of simple and viscoelastic (polymer solution) fluids through a fracture by using polymer solutions for enhanced oil recovery from a reservoir. Polymer solutions have viscoelastic properties. Therefore, when polymer solution flows through the slot, we use the well-known Maxwell’s fluid model with the Jaumann derivative to evaluate deformation characteristics of the flow (stream functions, distributions of the longitudinal velocity gradient and normal stress) resulting in the manifestation of abnormal (compared with the behaviour of the ordinary fluid) effects. The case of slow flow is considered. In this case, the inertial terms can be neglected, the velocities, stresses, and stream functions can be written as the decomposition by Weisenberg number, and we can assume that the Weissenberg number is less than one. The determined regularities of viscoelastic (polymer solution) liquid behaviour with longitudinal velocity gradient and the elastic deformations effects manifested in this case have a decisive meaning in understanding the mechanism of anomalously high oil recovery capacity of a reservoir by using water-polymer flooding of the fractured-porous reservoir. Understanding the nature of the effects of elastic deformations under the conditions of water-polymer flooding of the fractured-porous reservoir enables hydrodynamic calculations of the optimal flow of the polymer solution. One of the main issues that need to be solved when developing the technology for increasing oil recovery from formations using polymer solutions is to determine the optimal flow regime in the fractured-porous reservoir. The calculation results verify the ideas obtained from the experimental solution of this problem concerning the strain-stress state of polymer macromolecules (liquid elements) during polymer flow in the inlet area of the fracture in the oil reservoir and confirm the possibility of using numerical analysis of convergent polymer flow for calculating longitudinal velocity gradients in the inlet area of the fracture and can also serve as additional substantiation of the proposed earlier mechanism for increasing oil recovery from reservoirs by using polymer solutions.
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缝孔油藏水-聚合物驱条件下的粘弹性效应
这项工作致力于通过使用聚合物溶液来提高油藏采收率,对简单粘弹性(聚合物溶液)流体在裂缝中的流动进行数值模拟。聚合物溶液具有粘弹性。因此,当聚合物溶液流过槽时,我们使用著名的麦克斯韦流体模型和Jaumann导数来评估流动的变形特征(流函数、纵向速度梯度和正应力的分布),从而表现出异常(与普通流体的行为相比)效应。考虑了慢流的情况。在这种情况下,惯性项可以忽略,速度、应力和流函数可以写成Weissenberg数的分解,我们可以假设Weissenberg数小于1。确定粘弹性(聚合物溶液)液态随纵向速度梯度的变化规律以及本例中所表现出的弹性变形效应,对于理解缝孔油藏水聚合物驱异常高采收率的机理具有决定性意义。了解裂缝-多孔油藏水-聚合物驱条件下弹性变形影响的性质,可以对聚合物溶液的最佳流动进行流体动力学计算。在开发利用聚合物溶液提高地层采收率的技术时,需要解决的主要问题之一是确定裂缝-多孔油藏的最佳流动状态。计算结果验证了该问题的实验解关于聚合物在油藏裂缝入口区域流动时聚合物大分子(液体元素)的应变-应力状态的观点,证实了利用聚合聚合物流动的数值分析计算裂缝入口区域纵向速度梯度的可能性,也可以作为先前提出的机理的补充证实利用聚合物溶液提高油藏采收率。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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来源期刊
Nafta-Gaz
Nafta-Gaz ENGINEERING, PETROLEUM-
CiteScore
0.80
自引率
60.00%
发文量
81
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