Javascript must be enabled to continue!
Multi frequency isotopes survey to improve transit time estimation in the case of river-aquifer relation
View through CrossRef
<p>The Barthelasse alluvial aquifer has been used for decades to supply water to 180,000 inhabitants. The pumping field is located around 200 m from the Rh&#244;ne river which makes it particularly vulnerable to any pollution from the Rh&#244;ne. Between the Rh&#244;ne and the pumping field is a Girardon unit whose role is to stabilise the banks and to facilitate river navigation. A fortnightly monitoring over a full hydrological year as well as hourly sampling during a flood event in winter 2019 were carried out to study the transfer processes between the Rh&#244;ne and the pumping field. Samples were collected in the Girardon unit and in the pumping field.</p><p>The Rh&#244;ne showed cyclicality in its isotopic signature with enrichment in heavy isotopes during the winter period, particularly during floods and a depletion during the summer period. This variation was also found within the alluvial aquifer. The application of LPMs models showed that the average transfer time between the Rh&#244;ne and the Girardon unit was 20 days and 50 days between the Rh&#244;ne and the Barthelasse pumping field. For the Girardon unit, this result was confirmed using a high frequency monitoring of electric conductivity.</p><p>This study highlighted the importance of using a sampling strategy including several frequencies to consider the diversity of hydrological situations. For the Rh&#244;ne, event-based monitoring proved relevant to account for isotopic variability throughout the year. Models calibration procedure was also discussed. In LPM models, the RMSE criterion is the most commonly used. It is recommended to use standardised criteria instead and to adapt the choice of the criterion to the observed isotopic variability. This work also highlighted the impact of the disruption of hydraulic exchanges between the river and the water table caused by the presence of the Girardon unit in terms of the propagation of contaminants.</p><p><img src="data:image/jpeg;base64, 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
Title: Multi frequency isotopes survey to improve transit time estimation in the case of river-aquifer relation
Description:
<p>The Barthelasse alluvial aquifer has been used for decades to supply water to 180,000 inhabitants.
The pumping field is located around 200 m from the Rh&#244;ne river which makes it particularly vulnerable to any pollution from the Rh&#244;ne.
Between the Rh&#244;ne and the pumping field is a Girardon unit whose role is to stabilise the banks and to facilitate river navigation.
A fortnightly monitoring over a full hydrological year as well as hourly sampling during a flood event in winter 2019 were carried out to study the transfer processes between the Rh&#244;ne and the pumping field.
Samples were collected in the Girardon unit and in the pumping field.
</p><p>The Rh&#244;ne showed cyclicality in its isotopic signature with enrichment in heavy isotopes during the winter period, particularly during floods and a depletion during the summer period.
This variation was also found within the alluvial aquifer.
The application of LPMs models showed that the average transfer time between the Rh&#244;ne and the Girardon unit was 20 days and 50 days between the Rh&#244;ne and the Barthelasse pumping field.
For the Girardon unit, this result was confirmed using a high frequency monitoring of electric conductivity.
</p><p>This study highlighted the importance of using a sampling strategy including several frequencies to consider the diversity of hydrological situations.
For the Rh&#244;ne, event-based monitoring proved relevant to account for isotopic variability throughout the year.
Models calibration procedure was also discussed.
In LPM models, the RMSE criterion is the most commonly used.
It is recommended to use standardised criteria instead and to adapt the choice of the criterion to the observed isotopic variability.
This work also highlighted the impact of the disruption of hydraulic exchanges between the river and the water table caused by the presence of the Girardon unit in terms of the propagation of contaminants.
</p><p><img src="data:image/jpeg;base64, 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.
Related Results
Frequency of Common Chromosomal Abnormalities in Patients with Idiopathic Acquired Aplastic Anemia
Frequency of Common Chromosomal Abnormalities in Patients with Idiopathic Acquired Aplastic Anemia
Objective: To determine the frequency of common chromosomal aberrations in local population idiopathic determine the frequency of common chromosomal aberrations in local population...
Quantification of inter-aquifer flow in a Multi-Aquifer System Using Regional Groundwater Modeling: Northwestern Desert, Egypt
Quantification of inter-aquifer flow in a Multi-Aquifer System Using Regional Groundwater Modeling: Northwestern Desert, Egypt
Under severe water stress, intensified by the lack of rainfall and upstream regulation of freshwater, Egypt has little choice but to turn to alternative water resources, such as gr...
Hydatid Disease of The Brain Parenchyma: A Systematic Review
Hydatid Disease of The Brain Parenchyma: A Systematic Review
Abstarct
Introduction
Isolated brain hydatid disease (BHD) is an extremely rare form of echinococcosis. A prompt and timely diagnosis is a crucial step in disease management. This ...
New Method of Water Influx Identification and Ranking for a Super-Giant Aquifer Drive Gas Reservoir
New Method of Water Influx Identification and Ranking for a Super-Giant Aquifer Drive Gas Reservoir
Abstract
For gas reservoirs with strong bottom or edge aquifer support, the most important thing is to avoid water breakthrough in gas well. Because water breakthrou...
Conceptualisation of Groundwater Recharge from Braided Rivers
Conceptualisation of Groundwater Recharge from Braided Rivers
Braided rivers are a significant source of groundwater recharge for New Zealand’s gravel aquifers. However, their spatial and temporal complexity has made quantification ...
Reservoir Limit Test Under Aquifer Influence
Reservoir Limit Test Under Aquifer Influence
Abstract
Reservoir Limit Test (RLT) aims to obtain the volume of oil-in-place (VOIP), a valuable parameter at early stage of reservoir life. RLT is characterized ...
Flodfund - Bronzealderdeponeringer fra Gudenåen
Flodfund - Bronzealderdeponeringer fra Gudenåen
River findsBronze Age metalwork from the river GudenåBronze Age metalwork (primarily swords and other weapons) found in European rivers has aroused interest for many years, but lit...
Aquifer Influx and Reservoir Connectivity Evaluation through Surveillance Data Analysis for a Large Sandstone Multi-Layered Reservoir
Aquifer Influx and Reservoir Connectivity Evaluation through Surveillance Data Analysis for a Large Sandstone Multi-Layered Reservoir
Abstract
M1 reservoir is a large multi-layered sandstone reservoir in Middle East, which is under primary depletion and edge aquifer drive. There are lots of sources...

