Visualizing complex pore structure and fluid flow in porous media using 3D printing technology and LBM simulation

TONG Shao-qing; DONG Yan-hui; ZHANG Qian; SONG Fan

Volume 5 Issue 3

Sep. 2017

Turn off MathJax

Article Contents

Article Navigation > Journal of Groundwater Science and Engineering > 2017 > 5(3): 254-265

TONG Shao-qing, DONG Yan-hui, ZHANG Qian, et al. 2017: Visualizing complex pore structure and fluid flow in porous media using 3D printing technology and LBM simulation. Journal of Groundwater Science and Engineering, 5(3): 254-265.

Citation:

TONG Shao-qing, DONG Yan-hui, ZHANG Qian, et al. 2017: Visualizing complex pore structure and fluid flow in porous media using 3D printing technology and LBM simulation. Journal of Groundwater Science and Engineering, 5(3): 254-265.

Citation:

PDF( 5748 KB)

Visualizing complex pore structure and fluid flow in porous media using 3D printing technology and LBM simulation

1Key Laboratory of Shale Gas and Geoengineering, Institute of Geology and Geophysics, Chinese Academy of Sciences, Beijing 100029, China. 2University of Chinese Academy of Sciences, Beijing 100049, China. 3Bureau of Hydrology (Center of Water Resources Information), The Ministry of Water Resources of the People’s Republic of China, Beijing 100053, China. 4Groundwater Monitoring Center, the Ministry of Water Resources of the People’s Republic of China, Beijing 100053, China.

Publish Date: 2017-09-28

Abstract

Abstract

Pore structures of porous media and properties of fluid flow are key factors for the study of non-Darcy groundwater flow. However, it is difficult to directly observe pore structures and flow properties, resulting in a “black box” problem of porous media. This problem has hindered the in-depth study of the groundwater flow mechanism at the pore scale. In recent years, 3D rapid prototyping technology has seen tremendous development. 3D printing provides digital models and printing models of porous media with clear internal structure. Thus, Lattice Boltzmann Method can be used to simulate the flow processes at the pore scale based on real pore structures. In this study, 3D printing cores and Lattice Boltzmann Method were coupled to conduct both laboratory and numerical experiments in spherical porous media with different sphere diameters and periodic arrays. The LBM simulation results show a good agreement with laboratory experimental results. With the advantages of LBM and 3D printing, this approach provides a visualization of the complex pore structure and fluid flow in pores, which is a promising method for studies of non-Darcy groundwater flow at the pore scale.
- 3D printing,
- Pore structure,
- LBM,
- Visualization

FullText(HTML)

References(36)

References

ZHU Chang-jun, LI Wen-yao, et al. 2006. Simulation of one-dimension contaminant transport in non-Darcy flow field through low permeability porous media. Earth and Environment, 34(1): 19-22 .

Junk M, Klar A. 2000. Discretizations for the incompressible Navier--Stokes Equations based on the lattice Boltzmann method. SIAM Journal on Scientific Computing, 22(1): 1-19 .

JU Yang, XIE He-ping, et al. 2014. Visualization of the complex structure and stress field inside rock by means of 3D printing technology. Science Bulletin, 59(36): 5354- 5365 .

Kundu P, Kumar V, Mishra I M. 2016. Experimental and numerical investigation of fluid flow hydrodynamics in porous media: Characterization of Darcy and non-Darcy flow regimes. Powder Technology, 303: 278-291 .

Sangani A S, Acrivos A. 1982. Slow flow through a periodic array of spheres. International Journal of Multiphase Flow, 8(4): 343-360 .

Hasimoto H. 1959. On the periodic fundamental solutions of the stokes equations and their application to viscous flow past a cubic array of spheres. Journal of Fluid Mechanics, 5(2): 317-328 .

Bear J. 1972. Dynamics of fluids in porous media. New York: American Elsevier Publishing Company, INC .

MENG Xian-meng, SHAO Jun-yi, et al. 2015. Review of studies on flow motion law in leaky aquifer system. Advances in Science and Technology of Water Resources, 35(4): 105-111 .

CHEN Zhou, QIAN Jia-zhong, et al. 2008. Review of non-Darcy seepage of groundwater in porous media. Journal of Heifei University of Technology, 31(10): 1539-1543 .

WEN Zhang, HUANG Guan-hua, ZHAN Hong- bin. 2008. Non-Darcian flow to a well in an aquifer–aquitard system. Advances in Water Resources, 31(12): 1754-1763 .

WANG Shi-qin, SONG Xian-fang, et al. 2016. Application of HYDRUS-1D in under?standing soil water movement at two typical sites in the North China Plain. Journal of Groundwater Science and Engineering, 4(1): 1-11 .

Kirby B J. 2010. Micro and nanoscale fluid mechanics: Transport in microfluidic devices. Cambridge University Press .

WANG Li-heng. 2015. Multi-scale groundwater numerical simulation study of regional- basin-dite in Gansu Beishan area. The University of Chinese Academy of Sciences .

Junk M, Klar A, et al. 2005. Asymptotic analysis of the lattice Boltzmann equation. Journal of Computational Physics, 210(2): 676-704 .

Lobkovsky A E, Orpe A V, et al. 2008. Erosion of a granular bed driven by laminar fluid flow. Journal of Fluid Mechanics, 605(605): 47-58 .

LU Y B, TANG G H. 2015. Experimental investigation of fluid through porous media packed with single-diameter and multi- diameter spheres. Transport in Porous Media, 110(3): 449-459 .

HE X, LUO L S. 1997a. A priori derivation of the lattice Boltzmann equation. Physical Review E Statistical Physics Plasmas Fluids & Related Interdisciplinary Topics, 55(6): R6333-R6336 .

Junk M, Yong W A. 2001. Rigorous navier-stokes limit of the lattice boltzmann equation. Univ. Arbeitsgruppe Technomathematik .

Carman P C. 1997. Fluid flow through granular beds. Chemical Engineering Research & Design, 75 (1): S32-S48 .

WANG Yan-qing, SHEN Jing-xing, et al. 2016. Application and research status of alternative materials for 3D-printing technology. Journal of Aeronautical Materials, 36(4): 89-98 .

WEN Zhang, HUANG Guan-hua, et al. 2009. A numerical solution of non-Darcy flow toward an extended well in a confined aquifer. Journal of Hydraulic Engineering, 40(4): 863-869 .

LUO Zhong-xian, QIU Yan-jun, et al. 2014. Computational modeling of flows in random porous media using lattice boltzmann method. Journal of Southwest Jiaotong University, 49(1): 93-96 .

Higuera F J, Jimenez J. 1989. Boltzmann approach to lattice gas simulations. Europhysics Letters, 9(7): 663 .

CHEN Chong-xi. 2009. Groundwater dynamics. Beijing: China University of Geosciences Press .

ZHU Chang-jun, LI Wen-yao, et al. 2006. Simulation of one-dimension contaminant transport in non-Darcy flow field through low permeability porous media. Earth and Environment, 34(1): 19-22 .

LIU Kai, WEN Zhang, et al. 2013. One- dimensional column test for non-Darcy flow in low permeability media. Chinese Journal of Hydrodynamics, 28(1): 81-87 .

WEN Zhang, HUANG Guan-hua, et al. 2009. A numerical solution of non-Darcy flow toward an extended well in a confined aquifer. Journal of Hydraulic Engineering, 40(4): 863-869 .

LI Guo-min, DONG Yan-hui, et al. 2016. Groundwater numerical simulation study of regional-basin-site in Gansu Beishan Area. Beijing: Science Press .

PAN C, LUO L S, et al. 2006. An evaluation of lattice boltzmann schemes for porous medium flow simulation. Computers & Fluids, 35(8): 898-909 .

HE Ya-lin, WANG Yong, et al. 2008. Lattice Boltzmann method: Theory and applications. Beijing: Science Press .

HONG An-yu, TAO Mingjiang, Kudrolli A. 2015. Onset of erosion of a granular bed in a channel driven by fluid flow. Physics of Fluids, 27(1): 1993-2029 .

HUANG Kun. 2012. Exploration of the basic seepage equation in porous media. Beijing: China University of Geoscience .

HAN Xiao-mei. 2004. Study on non-Darcy flow experiment of low permeability rocks. Beijing: Tsinghua University .

WEN Zhang, HUANG Guan-hua, ZHAN Hong- bin. 2008. Non-Darcian flow to a well in an aquifer–aquitard system. Advances in Water Resources, 31(12): 1754-1763 .

HE X, LUO L S. 1997b. Theory of the lattice Boltzmann method: From the Boltzmann equation to the lattice Boltzmann equation. Physical Review E, 56(6): 6811 .

GUO Zhao-li, ZHENG Chu-guang. 2009. Theory and applications of lattice Boltzmann Method. Beijing: Science Press .

Relative Articles

[1]	Xiang Gao, Tai-lu Li, Yu-wen Qiao, Yao Zhang, Ze-yu Wang, 2024: A combined method using Lattice Boltzmann Method (LBM) and Finite Volume Method (FVM) to simulate geothermal reservoirs in Enhanced Geothermal System (EGS), Journal of Groundwater Science and Engineering, 12, 132-146. doi: 10.26599/JGSE.2024.9280011
[2]	Lin Sun, Shuai-wei Wang, Cai-juan Guo, Chan Shi, Wei-chao Su, 2022: Using pore-solid fractal dimension to estimate residual LNAPLs saturation in sandy aquifers: A column experiment, Journal of Groundwater Science and Engineering, 10, 87-98. doi: 10.19637/j.cnki.2305-7068.2022.01.008
[3]	, 2021: 2021-3 Contents, Journal of Groundwater Science and Engineering, , 1-1.
[4]	Ya-ci Liu, Zhao-ji Zhang, Xin-yi Zhao, Meng-tuo Wen, Sheng-wei Cao, Ya-song Li, 2021: Arsenic contamination caused by roxarsone transformation with spatiotemporal variation of microbial community structure in a column experiment, Journal of Groundwater Science and Engineering, 9, 304-316. doi: 10.19637/j.cnki.2305-7068.2021.04.004
[5]	Fei Gao, Feng Liu, Hua-jun Wang, 2021: Numerical modelling of the dynamic process of oil displacement by water in sandstone reservoirs with random pore structures, Journal of Groundwater Science and Engineering, 9, 233-244. doi: 10.19637/j.cnki.2305-7068.2021.03.006
[6]	Yu-fei Xi, Ya-bo Zhao, DA Yuen, 2021: Geothermal structure revealed by curie isothermal surface under Guangdong Province, China, Journal of Groundwater Science and Engineering, 9, 114-120. doi: 10.19637/j.cnki.2305-7068.2021.02.003
[7]	SONG Ang, LIANG Yue-ming, LI Qiang, 2018: Influence of precipitation on bacterial structure in a typical karst spring, SW China, Journal of Groundwater Science and Engineering, 6, 193-204. doi: 10.19637/j.cnki.2305-7068.2018.03.005
[8]	CAO Lei, GU Zhao-jie, LIU Shi-an, SUN Ming-lei, 2017: A study on the supply relations of different groundwater in Qingdao subway line R3, Journal of Groundwater Science and Engineering, 5, 374-386.
[9]	WANG Shi-qin, SONG Xian-fang, WEI Shou-cai, SHAO Jing-li, 2016: Application of HYDRUS-1D in understanding soil water movement at two typical sites in the North China Plain, Journal of Groundwater Science and Engineering, 4, 1-11.
[10]	LIU Chun-lei, YANG Hui-feng, WANG Gui-ling, 2014: Back calculation of soil hydraulic parameters based on HYDRUS-1D, Journal of Groundwater Science and Engineering, 2, 46-53.
[11]	Chu Yu, Dun-yu Lv, 2013: Experimental Study on Micro-biological Degradation of 1, 3, 5- TMB in Groundwater, Journal of Groundwater Science and Engineering, 1, 89-94.