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GROUNDWATER FLOW SOLUTION USING METHOD OF FUNDAMENTAL SOLUTIONS

Juraj Muzik

First published: 2016-06-28https://doi.org/10.5593/sgem2016/b11/s02.102View metrics

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Title
GROUNDWATER FLOW SOLUTION USING METHOD OF FUNDAMENTAL SOLUTIONS
Authors
Juraj Muzik
Proceedings
SGEM International Multidisciplinary Scientific GeoConference EXPO Proceedings; 16th International Multidisciplinary Scientific GeoConference SGEM2016, Science and Technologies in Geology, Exploration and Mining
Publisher
Stef92 Technology
Year
2016
Pages
809-814
ISSN
1314-2704
ISBN
978-619-7105-55-1
Language
en
Publication type
Conference Paper
Keywords
HydrogeologyEngineering Geology and Geotechnics
References14

  1. Kovářík K. Numerical models of groundwater pollution. Springer-Verlag, 2000.

  2. Čunderlík R, Determination of W0 from the GOCE measurements using the method of fundamental solutions. IAG Scientific Assembly 2013, 2013

  3. Mathon R., Johnston R.L. The approximate solution of elliptic boundary-value problems by fundamental solutions, SIAM Journal on Numerical Analysis. (1977) , pp638–650, 1997.

  4. Fan CM, Chen CS, Monroe J The method of fundamental solutions for solving convection diffusion equations with variable coefficients, Advances in Applied Mathematics and Mechanics (2009) pp215– 230, 2009

  5. Fairweather AKG The method of fundamental solutions for elliptic boundary value problems, Advances in Computational Mathematics. 9 (1998), pp69–95, 1998.

  6. Smith IM, Griffiths DV Programming the finite element method. Willey, Chichester, UK, 1998

  7. Bednářová P, Marschalko M, Drusa M, Ďurďák J, Orininová L, Importance of various types of stability assessment of a hydrotechnical structure. SGEM 2015, Sofia: STEF92 Technology, 2015 16th International Scientific GeoConference SGEM2016 www.sgem.org

  8. Kovářík K. Numerical models of groundwater pollution. Springer-Verlag, 2000.

  9. Čunderlík R, Determination of W0 from the GOCE measurements using the method of fundamental solutions. IAG Scientific Assembly 2013, 2013

  10. Mathon R., Johnston R.L. The approximate solution of elliptic boundary-value problems by fundamental solutions, SIAM Journal on Numerical Analysis. (1977) , pp638–650, 1997.

  11. Fan CM, Chen CS, Monroe J The method of fundamental solutions for solving convection diffusion equations with variable coefficients, Advances in Applied Mathematics and Mechanics (2009) pp215– 230, 2009

  12. Fairweather AKG The method of fundamental solutions for elliptic boundary value problems, Advances in Computational Mathematics. 9 (1998), pp69–95, 1998.

  13. Smith IM, Griffiths DV Programming the finite element method. Willey, Chichester, UK, 1998

  14. Bednářová P, Marschalko M, Drusa M, Ďurďák J, Orininová L, Importance of various types of stability assessment of a hydrotechnical structure. SGEM 2015, Sofia: STEF92 Technology, 2015 16th International Scientific GeoConference SGEM2016 www.sgem.org

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