Steady-state groundwater flow model with variable hydraulic conductivity

被引:5
|
作者
Altunkaynak, Abdusselam [1 ]
机构
[1] Istanbul Tech Univ, Fac Civil Engn, Hydraul Div, TR-34469 Istanbul, Turkey
关键词
Darcy law; groundwater; steady-state flow; type curve; variable hydraulic conductivity;
D O I
10.1623/hysj.52.1.221
中图分类号
TV21 [水资源调查与水利规划];
学科分类号
081501 ;
摘要
Classical aquifer test models assume an isotropic and homogenous medium with Darcian flow as an ideal case. Deviations from type curves indicate the heterogeneity of the aquifer. There are heterogeneities even at small scales. There are also systematic variations which are not considered by type curves. For instance, due to the groundwater movement during the well-development phase, the hydraulic conductivity tends to decrease with radial distance from the well. For practical representation of such a systematic variation, a linear hydraulic conductivity decrease is adopted and the relevant type curve expressions are derived. These expressions are checked against the classical constant hydraulic conductivity solutions in the literature. Derived type curves are employed for the identification of aquifer parameters, namely transmissivity and the radial hydraulic conductivity variation parameters. The type curve expression derived transforms into the classical Thiem expression when the aquifer hydraulic conductivity is considered as constant. It is observed that classical steady-state flow with constant hydraulic conductivity underestimates the transmissivity by 10%.
引用
收藏
页码:221 / 229
页数:9
相关论文
共 50 条
  • [21] A Particular Analytical Solution of a Steady-State Flow of a Groundwater Mound
    Anakhaev, K. N.
    WATER RESOURCES, 2009, 36 (05) : 507 - 512
  • [22] An inverse dual reciprocity method for hydraulic conductivity identification in steady groundwater flow
    Farcas, A
    Elliott, L
    Ingham, DB
    Lesnic, D
    ADVANCES IN WATER RESOURCES, 2004, 27 (03) : 223 - 235
  • [23] STEADY-STATE HEAT TRANSFER WITH A VARIABLE COEFFICIENT OF THERMAL CONDUCTIVITY OF A MATERIAL
    KOSAREV, DA
    NEVROVSKII, VA
    RUDENKO, MS
    THERMAL ENGINEERING, 1970, 17 (03) : 98 - +
  • [24] A STEADY-STATE POTENTIAL FLOW MODEL FOR SEMICONDUCTORS
    DEGOND, P
    MARKOWICH, PA
    ANNALI DI MATEMATICA PURA ED APPLICATA, 1993, 165 : 87 - 98
  • [25] Direct estimation of hydraulic parameters relating to steady state groundwater flow
    Sun, Kerang
    Goltz, Mark N.
    ENVIRONMENTAL MODELLING & SOFTWARE, 2016, 86 : 50 - 55
  • [27] OPTIMAL ESTIMATION OF HYDRAULIC CONDUCTIVITY AND BOUNDARY CONDITION UNDER STEADY-STATE SIMULATION
    Hashemi, Hossein
    Kompani-Zare, Mazda
    Berndtsson, Ronny
    PROCEEDINGS OF THE XVIII INTERNATIONAL CONFERENCE ON COMPUTATIONAL METHODS IN WATER RESOURCES (CMWR 2010), 2010, : 476 - 483
  • [28] STEADY-STATE MEASUREMENT OF RELATION BETWEEN HYDRAULIC CONDUCTIVITY AND MOISTURE CONTENT IN SOILS
    SMILES, DE
    TOWNER, GD
    WATER RESOURCES RESEARCH, 1968, 4 (05) : 1029 - &
  • [29] Saturated hydraulic conductivity and steady-state infiltration rate database for Brazilian soils
    Ottori, Marta Vasconcelos
    Teixeira, Wenceslau Geraldes
    dos Reis, Aline Mari Huf
    Pimentel, Leticia Guimaraes
    Souza, Luciana Rodrigues
    Albuquerque, Jackson Adriano
    Melo, Valdinar Ferreira
    Cavalieri-Polizeli, Karina Maria Vieira
    Reichert, Jose Miguel
    Viana, Joao Herbert Moreira
    Fontana, Ademir
    Medrado, Lucas de Castro
    Santos, Glenio Guimaraes
    do Amaral, Luis Gustavo Henriques
    dos Anjos, Lucia Helena Cunha
    de Araujo Filho, Jose Coelho
    Bhering, Silvio Barge
    de Brito, Gabrielle Fernandes
    do Valle, Pedro Gomes de Campos
    Campos, Pablo Nieto
    da Costa, Adriana Monteiro
    Marques, Jean Dalmo de Oliveira
    Martins, Alba Leonor da Silva
    do Nascimento, Michele Bruna de Souza
    Noronha, Norberto Cornejo
    de Oliveira, Ricardo Duarte
    Portela, Jeane Cruz
    Serafim, Milson Evaldo
    Barros e Silva, Marlen
    Rodrigues, Sueli
    de Almeida, Wilk Sampaio
    de Moraes, Margareth Lopes
    Curi, Nilton
    REVISTA BRASILEIRA DE CIENCIA DO SOLO, 2025, 49
  • [30] Numerical simulations of steady-state subsurface drainage with vertically decreasing hydraulic conductivity
    Gallichand, J.
    Irrigation and Drainage Systems, 1994, 8 (01) : 1 - 12