Barrier effect of underground structures on aquifers

Impervious structures below the water table modify the natural groundwater flow in aquifers. They act as barriers, causing heads to rise upgradient and to fall downgradient. We define the barrier effect as the increase in head loss across the barrier with respect to the natural conditions prior to c...

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Bibliographic Details
Published in:Engineering geology 2012-09, Vol.145-146, p.41-49
Main Authors: Pujades, Estanislao, López, Ander, Carrera, Jesus, Vázquez-Suñé, Enric, Jurado, Anna
Format: Article
Language:English
Subjects:
Aquifer
Aquifers
Aqüífers
Barrier effect
Enginyeria civil
Estructures
Geologia
Hidrologia subterrània
Tunnel
Underground structure
Àrees temàtiques de la UPC
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Summary:Impervious structures below the water table modify the natural groundwater flow in aquifers. They act as barriers, causing heads to rise upgradient and to fall downgradient. We define the barrier effect as the increase in head loss across the barrier with respect to the natural conditions prior to construction. We distinguish between regional (the minimum head loss observed at long distances) and local (the maximum head loss observed close to the structure) barrier effects. We use numerical and analytical methods to derive semi-empirical equations to quantify the two barrier effects for semi-permeable, partially penetrating (or fully penetrating but finite in length), and barriers with a by-pass in confined aquifers. The resulting equations depend on the barrier geometry and on the natural head gradient in the aquifer and they are easy to apply. We test their validity at two construction sites, obtaining excellent agreement between the computed and observed barrier effects. ► Underground structures that intersect aquifers modify the groundwater flow pattern. ► The barrier effect can have negative consequences. ► We propose analytical equations to calculate the barrier effect. ► The analytical equations are suitable for different types of barrier. ► We test the validity of the analytical equations at two construction sites.
ISSN:0013-7952
1872-6917
DOI:10.1016/j.enggeo.2012.07.004