Artificial Recharge of Shallow Alluvial Aquifer as an Adaptation Strategy in the Garonne Valley, France

Vollständiger Abstract

Worum geht es in dieser Arbeit?

<p>The Garonne river is the third longest river in France and the most important one for the southwest part of the country. Its hydrology is influenced by the Mediterranean and oceanic climate and the snow melt. The surrounding Quaternary alluvial aquifer is considered as a large regional reservoir and an important source for the agricultural activities well developed in the Garonne valley. The hydraulic exchange between this aquifer and the river is depending on the river&#8217;s water level. The overexploitation of water resources and the effects of climate change lead to river discharge and aquifer level to decrease over the past several years. However, this affects the economy and threaten the related ecosystems.</p><p>The Techno pole Agen-Garonne (TAG) project, green and temperate peri-urban zone, is under construction within an area of about 240 ha close to the Agen City. The project and surrounding areas, about 20 km², is taken as a study area (Fig 1). Runoff from the TAG is collected in retention basins and used as a potential source to recharge the shallow alluvial aquifer.</p><p>In the present work, the three-dimensional (3D) groundwater model was used to evaluate the effects of the groundwater artificial recharge on the aquifer level and the maintenance of ecological low flows of the Garonne River during dry periods. The calibrated model demonstrates a good agreement between observed and simulated groundwater levels (Fig. 2).</p><p>Groundwater level measurements close to the retention basin show that the water level increases about 1 m after the rainstorm event (Fig.3). The result of the simulation illustrates that the infiltrated water, takes about 3-4 months to reach and sustain the river during low-flow summer period (Fig. 4). The relatively low temperature of inflowing groundwater into the river can be considered as an important factor to control the ecosystem function.</p><p>For better sustainable water resource management in the study area, further modelling can be performed in the context of using surface water and groundwater as a single source taking into account the agricultural and ecological needs and water scarcity.</p><p><img src="data:image/jpeg;base64, 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