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SPEED CONTROL OF GROUNDWATER FLOW BY MEANS OF INJECTION-EXTRACTION WELL SYSTEMS IN A URBAN AQUIFER (MILAN, ITALY)

Colombo, Loris, Francani, Vincenzo, Alberti, Luca

First published: 2015https://doi.org/10.5593/sgem2015/b12/s2.098View metrics

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Title
SPEED CONTROL OF GROUNDWATER FLOW BY MEANS OF INJECTION-EXTRACTION WELL SYSTEMS IN A URBAN AQUIFER (MILAN, ITALY)
Authors
Colombo, Loris, Francani, Vincenzo, Alberti, Luca
Proceedings
SGEM International Multidisciplinary Scientific GeoConference EXPO Proceedings; 15th International Multidisciplinary Scientific GeoConference SGEM2015, SCIENCE AND TECHNOLOGIES IN GEOLOGY, EXPLORATION AND MINING
Publisher
Stef92 Technology
Year
2015
Pages
737-744
ISSN
1314-2704
ISBN
978-619-7105-32-2
Language
en
Publication type
Conference Paper
Keywords
References28
  1. Todd, D.K.,. Groundwater Hydrology. Wiley, New York, 1963

  2. Shafer J. M., Reverse path line calculation of time-related capture zone in non- uniform flow. Groundwater 25 (3), pp. 283-289, 1987,

  3. Lerner D. N., Well catchments and time of travel zones in aquifers with recharge. Water Resour. Res., 28 (10), pp. 2621-2628, 1992

  4. Faybishenko B. A., Hydrodynamics of the capture zone of a partially penetrating well in a confined aquifer. Water Resour. Res., 31 (4), pp. 859-866, 1995

  5. Ahlfeld D.P., Sawyer C.S., Well location in capture zone design using simulation and optimization techniques. Groundwater 28 (4), pp. 507-512, 1993

  6. B air, E.S., Roadcap, G.S., Comparison of flow models used to delineate capture zones of wells: Leaky-confined fractured carbonate aquifer. Ground Water 30 (2), pp. 199–211, 1992.

  7. Ratzlaff, S.A., Aral, M.M., Al-Khayyal, F., Optimal design of ground-water capture systems using segmental velocity-direction constrains. Ground Water 30 (4),pp. 607 –612, 1992.

  8. Javandel, I., Doughty, C., Tsang, C.F., Groundwater Transport: Handbook of Mathematical Models, AGU Water Resources Monograph Series 1984.

  9. Da Costa J. A, Bennett R. R., The pattern of flow in the vicinity of a charging and discharging pair of wells in an aquifer having a real parallel flow international Association of Scientific Hydrology. IUGG General Assembly of Helsinki, Publication No. 52. pp. 524–536, 1960

  10. Bakker M. and Strack O.D.L., Capture zone delineation in two-dimensional groundwater flow models Water Resources Research, 32 (5), pp. 1309 –1315,

  11. Colombo L., Cantone M, Alberti L., Francani V., Analytical solutions for multiwell hydraulic barrier capture zone defining, Italian Journal of Engineering Geology and Environment, Volume 2, pp. 17-33, 2012

  12. Bear J., Hydraulics of Groundwater, McGraw-Hill, New Jork, pp. 567, 1979

  13. Christ J.A, Goltz M.N., Hydraulic containment: analytical and semi-analytical models for capture zone curve delineation, Journal of Hydrology 262, pp. 224- 244, 2002

  14. McDonald M. G, Harbaugh A.W., A modular three dimensional finite difference ground water flow model .U.S. Geological Survey Open File Report, pp. 83-875, International Multidisciplinary Scientific GeoConfenferences SGEM 2015 www.sgem.org

  15. Todd, D.K.,. Groundwater Hydrology. Wiley, New York, 1963

  16. Shafer J. M., Reverse path line calculation of time-related capture zone in non- uniform flow. Groundwater 25 (3), pp. 283-289, 1987,

  17. Lerner D. N., Well catchments and time of travel zones in aquifers with recharge. Water Resour. Res., 28 (10), pp. 2621-2628, 1992

  18. Faybishenko B. A., Hydrodynamics of the capture zone of a partially penetrating well in a confined aquifer. Water Resour. Res., 31 (4), pp. 859-866, 1995

  19. Ahlfeld D.P., Sawyer C.S., Well location in capture zone design using simulation and optimization techniques. Groundwater 28 (4), pp. 507-512, 1993

  20. B air, E.S., Roadcap, G.S., Comparison of flow models used to delineate capture zones of wells: Leaky-confined fractured carbonate aquifer. Ground Water 30 (2), pp. 199–211, 1992.

  21. Ratzlaff, S.A., Aral, M.M., Al-Khayyal, F., Optimal design of ground-water capture systems using segmental velocity-direction constrains. Ground Water 30 (4),pp. 607 –612, 1992.

  22. Javandel, I., Doughty, C., Tsang, C.F., Groundwater Transport: Handbook of Mathematical Models, AGU Water Resources Monograph Series 1984.

  23. Da Costa J. A, Bennett R. R., The pattern of flow in the vicinity of a charging and discharging pair of wells in an aquifer having a real parallel flow international Association of Scientific Hydrology. IUGG General Assembly of Helsinki, Publication No. 52. pp. 524–536, 1960

  24. Bakker M. and Strack O.D.L., Capture zone delineation in two-dimensional groundwater flow models Water Resources Research, 32 (5), pp. 1309 –1315,

  25. Colombo L., Cantone M, Alberti L., Francani V., Analytical solutions for multiwell hydraulic barrier capture zone defining, Italian Journal of Engineering Geology and Environment, Volume 2, pp. 17-33, 2012

  26. Bear J., Hydraulics of Groundwater, McGraw-Hill, New Jork, pp. 567, 1979

  27. Christ J.A, Goltz M.N., Hydraulic containment: analytical and semi-analytical models for capture zone curve delineation, Journal of Hydrology 262, pp. 224- 244, 2002

  28. McDonald M. G, Harbaugh A.W., A modular three dimensional finite difference ground water flow model .U.S. Geological Survey Open File Report, pp. 83-875, International Multidisciplinary Scientific GeoConfenferences SGEM 2015 www.sgem.org

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