MODFLOW is the USGS’s three-dimensional (3D) finite-difference groundwater model. MODFLOW is considered an international standard for simulating and predicting groundwater conditions and groundwater/surface-water interactions. Originally developed and released solely as a groundwater-flow simulation code when first published in 1984, MODFLOW’s modular structure has provided a robust framework for integration of additional simulation capabilities that build on and enhance its original scope. The family of MODFLOW-related programs now includes capabilities to simulate coupled groundwater/surface-water systems, solute transport, variable-density flow (including saltwater), aquifer-system compaction and land subsidence, parameter estimation, and groundwater management.

References in zbMATH (referenced in 36 articles )

Showing results 1 to 20 of 36.
Sorted by year (citations)

1 2 next

  1. Müller, Juliane; Woodbury, Joshua D.: GOSAC: global optimization with surrogate approximation of constraints (2017)
  2. Sarmah, Ratan; Barua, Gautam: Analysis of three-dimensional transient seepage into ditch drains from a ponded field (2017)
  3. Steklova, Klara; Haber, Eldad: Joint hydrogeophysical inversion: state estimation for seawater intrusion models in 3D (2017)
  4. Liu, Wei; Long, Xiaohan: A new nonconforming finite element with a conforming finite element approximation for a coupled continuum pipe-flow/Darcy model in Karst aquifers (2016)
  5. Yang, Haijian; Yang, Chao; Sun, Shuyu: Active-set reduced-space methods with nonlinear elimination for two-phase flow problems in porous media (2016)
  6. Zeitoun, D.G.: Influence of data locations on the stability of a calibrated numerical solution of a parabolic P.D.E. (2016)
  7. Li, Liangping; Srinivasan, Sanjay; Zhou, Haiyan; Gómez-Hernández, J.Jaime: Simultaneous estimation of geologic and reservoir state variables within an ensemble-based multiple-point statistic framework (2014)
  8. Liu, Wei; Kang, Zhijiang; Rui, Hongxing: Finite volume element approximation of the coupled continuum pipe-flow/Darcy model for flows in Karst aquifers (2014)
  9. Liu, Wei; Wang, Zhifeng; Li, Jin: Anisotropic finite element approximation for a coupled continuum pipe-flow/Darcy model in Karst aquifers (2014)
  10. Khebchareon, Morrakot: Crank-Nicolson finite element for 2-D groundwater flow, advection-dispersion and interphase mass transfer. I: model development (2012)
  11. Luo, Yufeng; Khan, Shahbaz; Peng, Shizhang; Rana, Tariq; Wang, Weiguang; Jiang, Yunlu: Effects of the discretisation cell size on the output uncertainty of regional groundwater evapotranspiration modelling (2012) ioport
  12. Zhou, Haiyan; Li, Liangping; Gómez-Hernández, J.Jaime: Characterizing curvilinear features using the localized normal-score ensemble Kalman filter (2012)
  13. Cao, Yanzhao; Gunzburger, Max; Hua, Fei; Wang, Xiaoming: Analysis and finite element approximation of a coupled, continuum pipe-flow/Darcy model for flow in porous media with embedded conduits (2011)
  14. Loper, David E.; Chicken, Eric: A leaky-conduit model of transient flow in karstic aquifers (2011)
  15. Xu, Zengguang; Wu, Yanqing; Wu, Jun; Zhong, Xiaoqing: A model of seepage field in the tailings dam considering the chemical clogging process (2011)
  16. Budhu, Muniram; Adiyaman, Ibrahim Bahadir: Mechanics of land subsidence due to groundwater pumping (2010)
  17. Kou, Jisheng; Sun, Shuyu: A new treatment of capillarity to improve the stability of IMPES two-phase flow formulation (2010)
  18. Meerschaert, Mark M.; Zhang, Yong; Baeumer, Boris: Particle tracking for fractional diffusion with two time scales (2010)
  19. Wilson, John David; Naff, Richard L.: Multigrid preconditioned conjugate-gradient solver for mixed finite-element method (2010)
  20. Morales-Casique, Eric; Neuman, Shlomo P.: Laplace-transform finite element solution of nonlocal and localized stochastic moment equations of transport (2009)

1 2 next