Have a personal or library account? Click to login
Scale problems in assessment of hydrogeological parameters of groundwater flow models Cover

Scale problems in assessment of hydrogeological parameters of groundwater flow models

Open Access
|Oct 2015

References

  1. Bear, J., 1979. Hydraulics of Groundwater. McGraw-Hill, New York, 592 pp.
  2. Doherty, J., 2004. PEST: Model Independent Parameter Estimation. Watermark Numerical Computing, Brisbane, Australia
  3. Idelman, P. & Dagan, G., 1993a. Upscaling permeability of anisotropic heterogeneous formations 1. The general framework, Water Resources Research 29, 917–923.10.1029/92WR02446
  4. Idelman, P. & Dagan, G., 1993b. Upscaling permeability of anisotropic heterogeneous formations 2. General structure and small perturbation analysis, Water Resources Research 29, 925–933.10.1029/92WR02447
  5. Idelman, P., 1993. Upscaling permeability of anisotropic heterogeneous formations 3. Applications, Water Resources Research 29, 935–943.10.1029/92WR02448
  6. Klir, G.J., 1969. An Approach to General System Theory. Van Nostrand Reinhold, New York, 323 pp.
  7. Nawalany, M., 1984. Groundwater as dynamical system. Scientific Works of Warsaw University of Technology 86, Warszawa.
  8. Nawalany, M., 1987. FLOSA 3D, Introduction to system analysis of three-dimensional groundwater flow. Report of TNO Institute of Applied Geoscience OS 86-07, Delft.
  9. Nawalany, M., 1999. Scale problem in hydrogeology. Bulletin of Polish Geological Institute 388, 179-190.
  10. Peszyńska, M. & Trykozko, A., 2013. Pore-to-core simulations of flow with large velocities using continuum models and imaging data. Computational Geoscience 17, 623–645.10.1007/s10596-013-9344-4
  11. Trykozko, A., 2007. Computational aspects of up-scaling in heterogeneous porous media. Workshop: Modeling, Analysis and Simulation of Multiscale Nonlinear Systems, Oregon State University, USA.
  12. Trykozko, A., 2010. Downscaling: fine-scale conductivity identification by inverse modelling. XVIII Conference Computational Modeling in Water Resources, Barcelona, Spain.
  13. Trykozko, A. & Zijl, W., 2000. Finite Element Methods in numerical up-scaling of 3D permeability distributions. Conference Finite Elements in Flow, Austin, USA.
  14. Trykozko, A., Brouwer, G. & Zijl, W., 2008. Down-scaling: a complement to homogenization. International Journal of Numerical Analysis and Modeling Suppl. 5, 157–170.
  15. Trykozko, A., Mohammed, G.A. & Zijl, W., 2009. Down-scaling: the inverse of up-scaling. SIAM Conference on Mathematical and Computational Issues in the Geo­sciences, Leipzig, Germany.
  16. Warren, J.E. & Price, H.S. 1961. Flow in Heterogeneous Porous Media. Society of Petroleum Engineers Journal 1, 153-169.
  17. Zijl, W., 1993. Scale Analysis in Groundwater Hydrology. Monograph of Laboratory of Hydrology, Free University Brussels, Series VUB – Hydrologie 24, Brussels
  18. Zijl, W., 1999. Scale aspects of groundwater flow and transport systems. Hydrogeology Journal 7, 139–150.10.1007/s100400050185
  19. Zijl, W. & Nawalany, M., 1993. Natural Groundwater Flow. Lewis Publ. Comp., Boca Raton, London, Tokyo, 315 pp.
  20. Zijl, W. & Trykozko, A., 1999. From fine-scale to coarse-scale permeability by numerical homogenization and volume averaging. Technical report of TNO, NITG (The Netherlands’ Institute of Geosciences Research) 99-4-B, Haarlem.
  21. Zijl, W. & Trykozko, A., 2001. Numerical Homogenization of the Absolute Permeability Tensor Around a Well. SPE (Society of Petroleum Engineers) Journal 5, 399–408.10.2118/62653-PA
DOI: https://doi.org/10.1515/logos-2015-0012 | Journal eISSN: 2080-6574 | Journal ISSN: 1426-8981
Language: English
Page range: 179 - 185
Published on: Oct 20, 2015
Published by: Adam Mickiewicz University
In partnership with: Paradigm Publishing Services
Publication frequency: 3 issues per year

© 2015 Marek Nawalany, Grzegorz Sinicyn, published by Adam Mickiewicz University
This work is licensed under the Creative Commons Attribution 4.0 License.