Impact of the Alex storm on the exchanges between the Roya River and its alluvial aquifer
Authors: Lanini Sandra , Ladouche Bernard , Dewandel Benoit , Ibba Melissande , Bailly-Comte Vincent , Genevier Marie 
Published: September 2022

&lt;p&gt;The alluvial aquifer of the transnational Roya watershed is exploited for drinking water to supply both French and Italian coastal cities. The Interreg project CONCERT-EAUX (2017-2020) aimed to improve the understanding of the functioning of this hydrosystem. Several wells were equipped in order to measure water level, temperature and conductivity temporal and spatial distribution within the aquifer. Two surface and groundwater sampling campaigns were also carried out to perform chemical and isotopic water analysis.&lt;/p&gt;&lt;p&gt;Near the Porra wellfield, vertical distribution of parameters proved the homogeneity of the alluvial formation in the first layer, and very different properties in the underlying less permeable alluvions. In the upper layer, temperature shows seasonal variations, whereas it is very stable in the underlying aquitard. The existence of advective transfers between the Roya River and the alluvial aquifer was proved both by the thermal transfer analysis and modelling, and by the isotope study. The CFCs and SF6 concentrations in groundwater confirmed that the aquifer is recharged with recent water. Thanks to meteorological and water level daily data, the aquifer recharge was estimated applying two different approaches. The results proved that for an annual average rainfall, the infiltration of the effective precipitation represents only 15 to 20% of the total aquifer recharge. The main part of the aquifer recharge comes directly from the Roya River.&lt;/p&gt;&lt;p&gt;A hydrogeological numerical model including the exchanges between the river and the aquifer has been developed using the finite difference model MARTHE&amp;#169;. Run in steady-state conditions, it allowed completing the water budget. It also highlighted the sections of the river which most contribute to the aquifer recharge.&lt;/p&gt;&lt;p&gt;All these elements helped us to understand the behaviour of the hydrosystem following the Alex storm in October 2020. An important volume of sediment has been transported by the river from the upper valley to the downstream reach. This lead to the clogging of the riverbed, which strongly reduced the aquifer recharge. Today, although trenches have been excavated immediately upstream of the wellfield to promote the artificial recharge of the aquifer by the Roya River, groundwater level still decreases due to pumping.&lt;/p&gt;&lt;p&gt;&lt;img src=&quot;data:image/jpeg;base64, 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&quot; alt=&quot;&quot;&gt;&lt;/p&gt;