Locating optimal position of artificial recharge wells in aquifer using grey wolf optimization algorithm and isogeometric numerical method

Abstract The construction of injection wells is one of the direct methods of artificial recharge and determining their optimal location is one of the important issues that are discussed in the topics of projects related to the rehabilitation of aquifers. In this research, a simulation–optimization m...

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Main Authors: F. Poursalehi, A. Akbarpour, S. R. Hashemi
Format: Article
Language:English
Published: SpringerOpen 2022-05-01
Series:Applied Water Science
Subjects:
Online Access:https://doi.org/10.1007/s13201-022-01686-4
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author F. Poursalehi
A. Akbarpour
S. R. Hashemi
author_facet F. Poursalehi
A. Akbarpour
S. R. Hashemi
author_sort F. Poursalehi
collection DOAJ
description Abstract The construction of injection wells is one of the direct methods of artificial recharge and determining their optimal location is one of the important issues that are discussed in the topics of projects related to the rehabilitation of aquifers. In this research, a simulation–optimization model was proposed to determine the optimal location of injection wells using the Isogeometric analysis (IGA) numerical model and the Grey wolf optimization algorithm (GWO). In this regard, first, a groundwater model based on Isogeometric analysis was created to simulate groundwater flow in a hypothetical aquifer. Finally, after ensuring the accuracy of the simulator model, the optimal location of 10 injection wells was evaluated under two scenarios based on different values of hydraulic conductivity and specific yield. The accuracy of the simulation model is computed based on three error criteria ME, MAE and RMSE were the evaluation criteria which equaled −0.96%, 1.11%, and 0.0146 m, respectively. The achieved results showed that the Isogeometric analysis model has high accuracy. The results of the IGA-GWO model indicated that after constructing injection wells in the optimal location, the groundwater table on average in 10 injection wells rises more than 50 cm in both scenarios. The results also showed that due to the change in aquifer hydraulic conductivity and specific yield in different regions and the defined boundary conditions in the problem, the optimal location of injection wells are in regions with more hydraulic conductivity and more specific yield. Also, injection in regions with more drops will increase the groundwater table.
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spelling doaj.art-2ca5328ec9a64c3db5839aefb4a3ad112022-12-22T00:24:02ZengSpringerOpenApplied Water Science2190-54872190-54952022-05-0112711210.1007/s13201-022-01686-4Locating optimal position of artificial recharge wells in aquifer using grey wolf optimization algorithm and isogeometric numerical methodF. Poursalehi0A. Akbarpour1S. R. Hashemi2Water Resources Engineering, Birjand UniversityDepartment of Civil Engineering, Birjand UniversityDepartment of Water Engineering, Birjand UniversityAbstract The construction of injection wells is one of the direct methods of artificial recharge and determining their optimal location is one of the important issues that are discussed in the topics of projects related to the rehabilitation of aquifers. In this research, a simulation–optimization model was proposed to determine the optimal location of injection wells using the Isogeometric analysis (IGA) numerical model and the Grey wolf optimization algorithm (GWO). In this regard, first, a groundwater model based on Isogeometric analysis was created to simulate groundwater flow in a hypothetical aquifer. Finally, after ensuring the accuracy of the simulator model, the optimal location of 10 injection wells was evaluated under two scenarios based on different values of hydraulic conductivity and specific yield. The accuracy of the simulation model is computed based on three error criteria ME, MAE and RMSE were the evaluation criteria which equaled −0.96%, 1.11%, and 0.0146 m, respectively. The achieved results showed that the Isogeometric analysis model has high accuracy. The results of the IGA-GWO model indicated that after constructing injection wells in the optimal location, the groundwater table on average in 10 injection wells rises more than 50 cm in both scenarios. The results also showed that due to the change in aquifer hydraulic conductivity and specific yield in different regions and the defined boundary conditions in the problem, the optimal location of injection wells are in regions with more hydraulic conductivity and more specific yield. Also, injection in regions with more drops will increase the groundwater table.https://doi.org/10.1007/s13201-022-01686-4Artificial rechargeSimulation–optimization modelGrey wolf algorithmIsogeometric analysis modelGroundwater table
spellingShingle F. Poursalehi
A. Akbarpour
S. R. Hashemi
Locating optimal position of artificial recharge wells in aquifer using grey wolf optimization algorithm and isogeometric numerical method
Applied Water Science
Artificial recharge
Simulation–optimization model
Grey wolf algorithm
Isogeometric analysis model
Groundwater table
title Locating optimal position of artificial recharge wells in aquifer using grey wolf optimization algorithm and isogeometric numerical method
title_full Locating optimal position of artificial recharge wells in aquifer using grey wolf optimization algorithm and isogeometric numerical method
title_fullStr Locating optimal position of artificial recharge wells in aquifer using grey wolf optimization algorithm and isogeometric numerical method
title_full_unstemmed Locating optimal position of artificial recharge wells in aquifer using grey wolf optimization algorithm and isogeometric numerical method
title_short Locating optimal position of artificial recharge wells in aquifer using grey wolf optimization algorithm and isogeometric numerical method
title_sort locating optimal position of artificial recharge wells in aquifer using grey wolf optimization algorithm and isogeometric numerical method
topic Artificial recharge
Simulation–optimization model
Grey wolf algorithm
Isogeometric analysis model
Groundwater table
url https://doi.org/10.1007/s13201-022-01686-4
work_keys_str_mv AT fpoursalehi locatingoptimalpositionofartificialrechargewellsinaquiferusinggreywolfoptimizationalgorithmandisogeometricnumericalmethod
AT aakbarpour locatingoptimalpositionofartificialrechargewellsinaquiferusinggreywolfoptimizationalgorithmandisogeometricnumericalmethod
AT srhashemi locatingoptimalpositionofartificialrechargewellsinaquiferusinggreywolfoptimizationalgorithmandisogeometricnumericalmethod