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Numerical and Laboratory Studies of Fluid Transport Between Two Matted Rough Surfaces and Realistic Assessment of Permeability of Fractured Medium

机译:两个粗糙表面之间的流体输运的数值和实验室研究以及对破裂介质渗透率的现实评估

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This paper presents an innovative approach to estimate fracture permeability of rocks under different confining pressures and shear displacements by taking into account of fracture surface asperities. The topography of the fracture surface is imaged by surface scanning to determine distribution of surface asperities and their heights. Fluid flow inside the fracture is simulated using the Reynolds equation. In simulating fluid flow interaction between the asperities of the two mating fracture surfaces under different stress conditions is considered. Permeability of the fracture is then calculated based on the fluid velocity distribution between the fracture surfaces. This methodology has allowed us to study preferential flow paths in the fracture (flow channelling) due to change in aperture caused by the confining pressure. The numerical results are verified against results obtained from laboratory experiments using naturally fractured granitic rock samples. The results of this study have shown that the proposed methodology can estimate the fracture permeability accurately by taking into account of the effect of deformation of surface asperities at different confining pressures. Results of this study will shed some light to provide an improved understanding of causes of high impedance between injector and producer and allow development of new stimulation techniques for increasing production rate from enhanced geothermal systems.
机译:本文提出了一种创新的方法,可以通过考虑裂缝表面的凹凸不平来估算不同围压和剪切位移下岩石的裂缝渗透率。通过表面扫描对断口表面的形貌成像,以确定表面凹凸的分布及其高度。使用雷诺方程来模拟裂缝内部的流体流动。在模拟在不同应力条件下两个相交断裂面的凹凸之间的流体流动相互作用时。然后基于裂缝表面之间的流体速度分布来计算裂缝的渗透率。这种方法使我们能够研究由于围压引起的孔径变化而在裂缝(流动通道)中形成的优先流动路径。数值结果与使用天然裂缝性花岗岩岩石样品从实验室实验获得的结果进行了验证。这项研究的结果表明,所提出的方法可以通过考虑在不同围压下表面凹凸不平变形的影响来准确地估算裂缝的渗透率。这项研究的结果将为更好地理解注入器与生产者之间高阻抗的原因提供一些启发,并允许开发新的增产技术来提高地热系统的生产率。

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