Abstract
Pumping well management in coastal aquifers required to account for the saltwater intrusion problem. The prevention saltwater contamination of pumping wells should be considered along with the objective of maximum groundwater withdrawal. Saltwater intrusion constraint can be based on (1) sharp interface model (2) density-dependent transport model. Sharp interface models are preferable in the case of limited computation cost available and density-dependent transport models are preferable for accuracy. The correction factor introduced to account for the density-dependent dispersion by Pool and Carrera (Water Resour Res 47(5):W05506, 2011) vastly improves the sharp interface solution. In this present study, the application of the modified sharp interface solution based on the density-dependent correction factor for the pumping optimization is demonstrated for a regional scale aquifer in Nellore, Andhra Pradesh, India. The proposed optimization model sought to maximize the total pumping and minimize the landward toe intrusion from the sea.
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References
Bear J, Cheng AHD, Sorek S, Ouazar D, Herrera I (1999) Seawater intrusion in coastal aquifers: concepts, methods and practices, vol 14. Springer Science & Business Media, Dordrecht
Cheng AH-D, Halhal D, Naji A, Ouazar D (2000) Pumping optimization in saltwater-intruded coastal aquifers. Water Resour Res 36(8):2155–2165
Cooper HH Jr, Kohout FA, Henry HR, Glover RE (1964) Sea water in coastal aquifers: US Geological Survey Water-Supply Paper, 1613-C, C28
Datta B, Vennalakanti H, Dhar A (2009) Modeling and control of saltwater intrusion in a coastal aquifer of Andhra Pradesh, India. J Hydro Environ Res 3(3):148–159
Datta B, Dhar A (2011) Density dependent flows in saltwater intrusion and management, In: Aral MA, Taylor SW (eds) Groundwater quantity and quality management. Groundwater Management Technical Committee of the Groundwater Council of EWRI Environmental and Water Resources Institute (EWRI) of the American Society of Civil Engineers, pp 394–429
Dausman AM, Langevin C, Bakker M, Schaars F (2010) A comparison between SWI and SEAWAT – the importance of dispersion, inversion and vertical anisotropy. In: 21st Salt water intrusion meeting, pp 271–274
Deb K (2001) Multi-objective optimization using evolutionary algorithms. Wiley, Chichester
Dentz M, Tartakovsky DM, Abarca E, Guadagnini A, Sanchez-Vila X, Carrera J (2006) Variable-density flow in porous media. J Fluid Mech 561:209–235
Dhar A, Datta B (2009) Saltwater intrusion management of coastal aquifers. I: linked simulation-optimization. J Hydrol Eng 14(12):1263–1272
Dhar A, Munusamy SB (2014) Modified Ghyben-Herzberg theory based modelling and control of saltwater intrusion in coastal aquifers. In: 7th international symposium on environmental hydraulics ISEH 2014, Singapore, pp 355–358
Diersch H-JG, Kolditz O (2002) Variable-density flow and transport in porous media: approaches and challenges. Adv Water Resour 25(8–12):899–944
Llopis-Albert C, Pulido-Velazquez D (2014) Discussion about the validity of sharp-interface models to deal with seawater intrusion in coastal aquifers. Hydrol Process 28:3642–3654
Lu C, Chen Y, Luo J (2012) Boundary condition effects on maximum groundwater withdrawal in coastal aquifers. Ground Water 50(3):386–393
Lu C, Werner AD (2013) Timescales of seawater intrusion and retreat. Adv Water Resour 59:39–51
Koussis AD, Mazi K, Riou F, Destouni G (2015) A correction for Dupuit-Forchheimer interface flow models of seawater intrusion in unconfined coastal aquifers. J Hydrol 525:277–285
Mantoglou A (2003) Pumping management of coastal aquifers using analytical models of saltwater intrusion. Water Resour Res 39(12):1335
McKay MD, Conover WJ, Beckman RJ (1979) A comparison of three methods for selecting values of input variables in the analysis of output from a computer code. Technometrics 21:239–245
Park C-H, Aral M (2004) Multi-objective optimization of pumping rates and well placement in coastal aquifers. J Hydrol 290(1–2):80–99
Pool M, Carrera J (2011) A correction factor to account for mixing in Ghyben-Herzberg and critical pumping rate approximations of seawater intrusion in coastal aquifers. Water Resour Res 47(5):W05506. https://doi.org/10.1029/2010WR010256
Shamir U, Bear J, Gamliel A (1984) Optimal annual operation of a coastal aquifer. Water Resour Res 20(4):435–444
Simmons CT (2005) Variable density groundwater flow: from current challenges to future possibilities. Hydrogeol J 13(1):116–119
Sreekanth J, Datta B (2010) Multi-objective management of saltwater intrusion in coastal aquifers using genetic programming and modular neural network based surrogate models. J Hydrol 393(3–4):245–256
Strack ODL (1976) A single-potential solution for regional interface problems in coastal aquifers. Water Resour Res 12(6):1165–1174
Volker RE, Rushton KR (1982) An assessment of the importance of some parameters for seawater intrusion in aquifers and a comparison of dispersive and sharp-interface modelling approaches. J Hydrol 56(3–4):239–250
Werner AD, Bakker M, Post VEA, Vandenbohede A, Lu C, Ataie-Ashtiani B, Barry DA (2013) Seawater intrusion processes, investigation and management: recent advances and future challenges. Adv Water Resour 51:3–26
Werner AD (2017) Correction factor to account for dispersion in sharp-interface models of terrestrial freshwater lenses and active seawater intrusion. Adv Water Resour 102:45–52
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Munusamy, S.B., Dhar, A. (2020). Optimal Control of Saltwater Intrusion in Coastal Aquifers Using Analytical Approximation Based on Density Dependent Flow Correction. In: Bennis, F., Bhattacharjya, R. (eds) Nature-Inspired Methods for Metaheuristics Optimization. Modeling and Optimization in Science and Technologies, vol 16. Springer, Cham. https://doi.org/10.1007/978-3-030-26458-1_22
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