格子Boltzmann方法
油页岩
努森扩散
努森数
石油工程
吸附
多孔介质
磁导率
储层模拟
多孔性
化学
机械
地质学
矿物学
岩土工程
物理
物理化学
古生物学
生物化学
膜
作者
Jianlin Zhao,Junjian Wang,Guangqing Zhang,Dawei Zhou,Ming-Jia Li,Hari Viswanathan,Qinjun Kang
出处
期刊:Energy & Fuels
[American Chemical Society]
日期:2023-01-10
卷期号:37 (3): 1511-1524
被引量:10
标识
DOI:10.1021/acs.energyfuels.2c03298
摘要
As an important unconventional resource, shale gas reservoirs have unique characteristics different from conventional oil and gas reservoirs. The ultrasmall pore sizes in shale induce the nanopore confinement effect on shale gas flow. In addition, shale rocks are rich in organic matter, which has strong interactions with gas molecules and results in gas adsorption. The lattice Boltzmann method (LBM) for micro- and nanoscale gas flow, which is originally designed for micro-electro-mechanical systems (MEMS), has been modified to simulate gas flow and adsorption in shale rocks. This work reviews four types of lattice Boltzmann models developed recently for shale gas flow/adsorption: (1) the slip-velocity-based LBM, (2) high-order LBM, (3) diffusion-based LBM, and (4) REV-scale LBM. Among these models, the slip-velocity-based LBM is widely used for shale gas modeling, which incorporates the slip boundary condition and Knudsen number (Kn)-determined relaxation time to simulate the nanopore confinement effect. To model the gas adsorption, the fluid–solid interaction force is introduced into the model, and the magnitude of this interaction force is usually obtained from the molecular level simulations. LBMs have been regarded as an efficient numerical tool to estimate the shale gas apparent permeability, to describe the pore-scale flow behaviors, and to address the influence of gas adsorption on shale gas storage and transport. Nevertheless, some challenges exist in current applications of LBMs for shale gas flow and adsorption simulations that are discussed in this minireview as well.
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