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Analysis of coupled gas flow and deformation process with desorption and Klinkenberg effects in coal seams

机译:煤层中具有解吸和克林根贝格效应的瓦斯流动与变形过程耦合分析

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摘要

Coupled gas flow and solid deformation in porous media has received considerable attention because of its importance in pneumatic test analysis, contaminant transport, and gas outbursts during coal mining. Gas flow in porous media is quite different from liquid flow due to the large gas compressibility and pressure-dependent effective permeability. The dependence of gas pressure and gas desorption on gas permeability has a significant effect on gas flow, but has been ignored in most previous studies. Moreover, solid deformation has a direct impact on the porosity, which also leads to desorption or sorption of methane in the coal seam. In this study, a coupled mathematical model for solid deformation and gas flow is proposed and is implemented using a finite element method. The numerical code is used to solve the gas flow equation with Klinkenberg effect, and is validated by comparison with available analytical solutions. Then, it is used to simulate the coupled process during gas migration in a deformable coal seam. The numerical results indicate that the desorption and Klinkenberg effects and mechanical process effect make a significant contribution to gas flow in the coal seam. Without considering the desorption and Klinkenberg effects and the coupling action of mechanical process, the gas pressure in the coal seam would be underestimated.
机译:气体在多孔介质中的流动与固体变形相结合,已引起人们的广泛关注,因为它在煤矿开采过程中的气动测试分析,污染物输送和瓦斯突出方面很重要。多孔介质中的气体流动具有很大的气体可压缩性和与压力有关的有效渗透率,因此与液体流动有很大不同。气体压力和气体解吸对气体渗透率的依赖性对气体流量有显着影响,但在大多数先前的研究中已被忽略。而且,固体变形对孔隙率有直接影响,这也导致煤层中甲烷的解吸或吸附。在这项研究中,提出了一种用于固体变形和气体流动的耦合数学模型,并使用有限元方法来实现。该数字代码用于通过克林根贝格效应来求解气体流动方程,并通过与可用分析方法的比较进行了验证。然后,将其用于模拟可变形煤层中瓦斯迁移过程中的耦合过程。数值结果表明,解吸,克林根贝格效应和机械过程效应对煤层中的瓦斯流量起了重要作用。如果不考虑解吸和克林根贝格效应以及机械过程的耦合作用,煤层中的气压将被低估。

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