Mass transfer in structured porous media: embedding mesoscale structure and microscale hydrodynamics in a two-region model

被引:39
|
作者
Gwo, JP
O'Brien, R
Jardine, PM
机构
[1] Oak Ridge Natl Lab, Ctr Computat Sci, Oak Ridge, TN 37831 USA
[2] Oak Ridge Natl Lab, Div Environm Sci, Oak Ridge, TN 37831 USA
[3] Washington State Univ, Dept Geol, Pullman, WA 99164 USA
关键词
mass transfer; structured porous media; mesoscale structure; microscale hydrodynamics; two-region model;
D O I
10.1016/S0022-1694(98)00161-9
中图分类号
TU [建筑科学];
学科分类号
0813 ;
摘要
The objective of this research is to incorporate mesoscale structure and microscale hydrodynamics into a solute transport model and to evaluate the worth of structural information in predicting solute movement within structured porous media. The structure of porous media is embedded into a two-region solute transport model in which the inter-region mass flux is characterized by mesoscale mass-transfer coefficients. The model was used to predict solute breakthrough in an undisturbed, fractured saprolite soil column. Diffusive mass transfer at the aggregate scale was explicitly accounted for by incorporating inter-region mass flux across the interface of fractures and matrix blocks. The other model parameters, including pore-region porosity, hydrodynamic dispersion coefficients, and flow velocities, were estimated independently using laboratory tracer injections, As a result, predictions were 50% more accurate than those obtained using a simple single-fracture conceptual model that represents a least-information scenario. Intra-region dispersion coefficients were also calculated theoretically by using a Taylor dispersion equation and available data on fracture apertures. Using the theoretically calculated dispersion coefficients resulted in an additional 50% gain of prediction accuracy, The theoretically calculated dispersion coefficients were orders of magnitude smaller than the experimentally estimated values that were obtained by fitting a discrete-fracture model to the experimental data. This result suggests that mesoscale spreading of tracer in structured porous media may be largely attributed to inter-region mass transfer. (C) 1998 Elsevier Science B.V. All rights reserved.
引用
收藏
页码:204 / 222
页数:19
相关论文
共 50 条
  • [1] Mass transfer process in a two-region medium
    Chastanet, J.
    Wood, Brian D.
    WATER RESOURCES RESEARCH, 2008, 44 (05)
  • [2] GENERAL RELATIONSHIPS FOR HYDRODYNAMICS AND HEAT AND MASS TRANSFER IN POROUS MEDIA.
    Vitkov, G.A.
    Kholpanov, L.P.
    sherstnev, S.N.
    Journal of applied chemistry of the USSR, 1986, 59 (3 pt 1): : 524 - 528
  • [3] GENERAL RELATIONSHIPS FOR HYDRODYNAMICS AND HEAT AND MASS-TRANSFER IN POROUS-MEDIA
    VITKOV, GA
    KHOLPANOV, LP
    SHERSTNEV, SN
    JOURNAL OF APPLIED CHEMISTRY OF THE USSR, 1986, 59 (03): : 524 - 528
  • [4] Numerical analysis of the effects of local hydrodynamics on mass transfer in heterogeneous porous media
    Guo, G
    Liu, GL
    Thompson, KE
    CHEMICAL ENGINEERING COMMUNICATIONS, 2003, 190 (12) : 1641 - 1660
  • [5] Channel Model as a Means for Describing the Hydrodynamics and Heat Transfer in Porous Media
    Yu. V. Polezhaev
    M. V. Protasov
    E. M. Seliverstov
    High Temperature, 2001, 39 : 142 - 149
  • [6] Channel model as a means for describing the hydrodynamics and heat transfer in porous media
    Polezhaev, Yu.V.
    Protasov, M.V.
    Seliverstov, E.M.
    Teplofizika Vysokikh Temperatur, 2001, 39 (01): : 146 - 154
  • [7] Channel model as a means for describing the hydrodynamics and heat transfer in porous media
    Polezhaev, YV
    Protasov, MV
    Seliverstov, EM
    HIGH TEMPERATURE, 2001, 39 (01) : 142 - 149
  • [8] Double porous media model for mass transfer of hemodialyzers
    Ding, WP
    He, LQ
    Gang, Z
    Zhang, HF
    Shu, ZQ
    Gao, DY
    INTERNATIONAL JOURNAL OF HEAT AND MASS TRANSFER, 2004, 47 (22) : 4849 - 4855
  • [9] Correspondence Between One- and Two-Equation Models for Solute Transport in Two-Region Heterogeneous Porous Media
    Davit, Y.
    Wood, B. D.
    Debenest, G.
    Quintard, M.
    TRANSPORT IN POROUS MEDIA, 2012, 95 (01) : 213 - 238
  • [10] Correspondence Between One- and Two-Equation Models for Solute Transport in Two-Region Heterogeneous Porous Media
    Y. Davit
    B. D. Wood
    G. Debenest
    M. Quintard
    Transport in Porous Media, 2012, 95 : 213 - 238