DE GENNES P-G, BROCHARD-WYART F, QUERE D.Capillarity and Wetting Phenomena: Drops, Bubbles, Pearls, Waves[M]. Berlin: Springer, 2010.
|
[2]WANG H X, ZHOU H, NIU H T, et al. Dual-layer superamphiphobic/superhydrophobic-oleophilic nanofibrous membranes with unidirectional oil-transport ability and strengthened oil-water separation performance[J].Advanced Materials Interfaces,2015,2(4): 1400506.
|
[3]LIU K S, LEI J. Metallic surfaces with special wettability[J].Nanoscale,2011,3(3): 825-838.
|
[4]WEN L P, TIAN Y, JIANG L. Bioinspired super-wettability from fundamental research to practical applications[J].Angewandte Chemie: International Edition,2015,54(11): 3387-3399.
|
[5]TIAN D L, SONG Y L, JIANG L. Patterning of controllable surface wettability for printing techniques[J].Chemical Society Reviews,2013,42(12): 5184-5209.
|
[6]LI S H, HUANG J Y, CHEN Z, et al. A review on special wettability textiles: theoretical models, fabrication technologies and multifunctional applications[J].Journal of Materials Chemistry A,2017,5(1): 31-55.
|
[7]杨勇林, 王旭, 李星. 液滴对弹性梯度薄基变形的影响[J]. 应用数学和力学, 2021,42(1): 58-70. (YANG Yonglin, WANG Xu, LI Xing. Effects of droplet on the deformation of elastic gradient thin substrate[J].Applied Mathematics and Mechanics,2021,42(1): 58-70.(in Chinese))
|
[8]逄明华, 刘焜, 刘小君. 锥形微通道内液滴自输运特性及力学驱动机制研究[J]. 应用数学和力学, 2017,38(3): 284-294. (PANG Minghua, LIU Kun, LIU Xiaojun. Droplets’ directional motion characteristics in conical microchannels and driving mechanisms[J].Applied Mathematics and Mechanics,2017,38(3): 284-294.(in Chinese))
|
[9]PADOIN N, DE SOUZA A Z, ROPELATO K, et al. Numerical simulation of isothermal gas-liquid flow patterns in microchannels with varying wettability[J].Chemical Engineering Research & Design,2016,109: 698-706.
|
[10]刘佳威, 许志美, 宗原, 等. 多孔介质通道内非混相驱替过程的格子Boltzmann方法模拟[J]. 石油化工, 2017,46(11): 1347-1354. (LIU Jiawei, XU Zhimei, ZONG Yuan, et al. Lattice Boltzmann simulation for CO2 foam flow in porous media[J].Petrochemical Technology,2017,46(11): 1347-1354.(in Chinese))
|
[11]臧晨强, 娄钦. 复杂微通道内非混相驱替过程的格子Boltzmann方法[J]. 物理学报, 2017,66(13): 134701.(ZANG Chenqiang, LOU Qin. Lattice Boltzmann simulation of immiscible displacement in the complex micro-channel[J].Acta Physica Sinica,2017,66(13): 134701.(in Chinese))
|
[12]CHOI C, YU D I, KIM M. Surface wettability effect on flow pattern and pressure drop in adiabatic two-phase flows in rectangular microchannels with T-junction mixer[J].Experimental Thermal and Fluid Science,2011,35(6): 1086-1096.
|
[13]RAPOLU P, SON S Y. Characterization of wettability effects on pressure drop of two-phase flow in microchannel[J].Experiments in Fluids,2011, 51(4): 1101-1108.
|
[14]YANG J P, MA X, FEI L L, et al. Effects of hysteresis window on contact angle hysteresis behaviour at large Bond number[J].Journal of Colloid and Interface Science,2020,566: 327-337.
|
[15]NOORI M S, RAHNI M T, TALEGHANI A S. Effects of contact angle hysteresis on drop manipulation using surface acoustic waves[J].Theoretical and Computational Fluid Dynamics,2020,34(1/2): 145-162.
|
[16]WEN M G, LEI D, LI Y, et al. A linear regime of hysteresis for calculating the dynamic contact angle under low capillary numbers with displacement experiments in microscale PDMS microchannels[J].Journal of Colloid and Interface Science,2020,560: 626-638.
|
[17]FENG P F, CHEN D, PENG B, et al. Numerical investigations of water droplet dynamics in micro-channels considering contact angle hysteresis[J].Journal of Power Sources,2020,479: 229104.
|
[18]SHI Z, ZHANG Y, LIU M C, et al. Dynamic contact angle hysteresis in liquid bridges[J].Colloids and Surfaces A: Physicochemical and Engineering Aspects,2018, 555: 365-371.
|
[19]PORTER M L, COON E T, KANG Q, et al. Multicomponent interparticle-potential lattice Boltzmann model for fluids with large viscosity ratios[J].Physical Review E,2012,86(3-2): 036701.
|
[20]郭照立, 郑楚光. 格子Boltzmann方法的原理及应用[M]. 北京: 科学出版社, 2008.(GUO Zhaoli, ZHENG Chuguang.Theory and Applications of Lattice Boltzmann Method[M]. Beijing: Science Press, 2008.(in Chinese))
|
[21]KANG Q J, ZHANG D X, CHEN S Y. Displacement of a two-dimensional immiscible droplet in a channel[J].Physics of Fluids,2002, 14(9): 3203-3214.
|
[22]DING H, SPELT P D M. Wetting condition in diffuse interface simulations of contact line motion[J].Physical Review E,2007,74(4): 046708.
|
[23]HUANG J J, HUANG H B, WANG X Z. Numerical study of drop motion on a surface with stepwise wettability gradient and contact angle hysteresis[J].Physics of Fluids,2014,26(26): 062101.
|
[24]WANG L, HUANG H B, LU X Y. Scheme for contact angle and its hysteresis in a multiphase lattice Boltzmann method[J].Physical Review E,2013,87(1): 013301.
|
[25]LIU H H, JU Y P, WANG N N, et al. Lattice Boltzmann modeling of contact angle and its hysteresis in two-phase flow with large viscosity difference[J].Physical Review E,2015, 95(3): 033306.
|
[26]LADD A J C. Numerical simulations of particulate suspensions via a discretized Boltzmann equation, part 1: theoretical foundation[J].Journal of Fluid Mechanics,1994,271: 285-309.
|
[27]ZIEGLER D. Boundary conditions for lattice Boltzmann simulations[J].Journal of Statistical Physics,1993, 71(5): 1171-1177.
|
[28]LOU Q, GUO Z L, SHI B C. Evaluation of outflow boundary conditions for two-phase lattice Boltzmann equation[J].Physical Review E,2013,87(6): 063301.
|
[29]DONG B, YAN Y Y, LI W Z. LBM simulation of viscous fingering phenomenon in immiscible displacement of two fluids in porous media[J].Transport in Porous Media,2011,88(2): 293-314.
|
[30]TROJER M, SZULCZEWSKI M L, JUANES R. Stabilizing fluid-fluid displacements in porous media through wettability alteration[J].Physical Review Applied,2015,3(5): 054008.
|
[31]CHUNG C, LEE M, CHAR K, et al. Droplet dynamics passing through obstructions in confined microchannel flow[J].Microfluidics and Nanofluidics,2010,9(6): 1151-1163.
|
[32]LIU H H, VALOCCHI A J, KANG Q J, et al. Pore-scale simulations of gas displacing liquid in a homogeneous pore network using the lattice Boltzmann method[J].Transport in Porous Media,2013,99(3): 555-580.
|
[33]LIU H H, ZHANG Y H, VALOCCHI A J. Lattice Boltzmann simulation of immiscible fluid displacement in porous media:homogeneous versus heterogeneous pore network[J].Physics of Fluids,2015, 27: 052103.
|
[34]PERRIN J, BENSON S M. An experimental study on the influence of sub-core scale heterogeneities on CO2 distribution in reservoir rocks[J].Transport in Porous Media,2010,82(1): 93-109.
|
[35]SHI J Q, XUE Z Q, DURUCAN S. Supercritical CO2 core flooding and imbibition in Tako sandstone: influence of sub-core scale heterogeneity[J].International Journal of Greenhouse Gas Control,2011,5(1): 75-87.
|
[36]ZHANG C Y, OOSTROM M, GRATE J W, et al. Liquid CO2 displacement of water in a dual-permeability pore network micromodel[J].Environmental Science & Technology,2011,45(17): 7581-7588.
|
[37]SHI Y, TANG G H. Non-Newtonian rheology property for two-phase flow on fingering phenomenon in porous media using the lattice Boltzmann method[J].Journal of Non-Newtonian Fluid Mechanics,2016,229: 86-95.
|