Abstract

Aquifer mismanagement is a common anthropogenic cause of subsidence and uplift phenomena in alluvial plains, representing one of the main natural hazards in urban areas due to related damage to urban structures and infrastructures. In this work, the groundwater rebound phenomenon that occurred in the last decades of the 20th century in the Lufrano area (Metropolitan area of Naples, Southern Italy) has been studied by integrating geological data, hydrogeological continuous monitoring and spaceborne SAR information derived from ERS-1/2 and ENVISAT satellites. In the period of 1989–2006, the Lufrano area, which hosts an important well field made up of 180 wells extracting groundwater for drinking use, suffered an initial over-exploitation of the aquifer which was followed by a sudden and severe decrease of the volume abstraction, resulting this last in a rapid ground uplift. The coupled analysis of hydrogeological and DInSAR data have shown a correspondence between piezometric level rise (up to 15 m) and ground uplift (up to 50 mm) trends in the period 1989–2006. In order to examine the spatio-temporal evolution of the phenomena and the cause-effect relationships, showing the link between the two phenomena and their rates, longitudinal cross-sections were carried out and comparisons between piezometric level rise and time-series of displacements were reconstructed. The obtained results represent an initial contribution to the definition of ground deformation related to groundwater level rise phenomena, providing a basis for future studies focused on the modelling of the hydro-mechanical properties of the aquifer.

Highlights

  • IntroductionThe study of ground vertical deformations is difficult in geologically complex areas, especially where volcano-tectonic processes are predominant, because causes of deformation are not clearly recognizable, being subject to composite temporal variabilities

  • The study of ground vertical deformations is difficult in geologically complex areas, especially where volcano-tectonic processes are predominant, because causes of deformation are not clearly recognizable, being subject to composite temporal variabilities.In addition to natural processes such as long-term tectonic movement [1,2], or earthquake occurrence [3,4], anthropogenic factors can contribute to ground deformation phenomena

  • The subsiding area of the SE sector mightbe reconducted to the volcano-tectonics dynamics of Somma-Vesuvius complex, as documented by [33], which is characterized by a peculiar annular shape, along the northern footslope of the volcano

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Summary

Introduction

The study of ground vertical deformations is difficult in geologically complex areas, especially where volcano-tectonic processes are predominant, because causes of deformation are not clearly recognizable, being subject to composite temporal variabilities. One of the most common advantages of using SAR-based systems is the opportunity of having a detailed picture of the situation over wide areas and across a long time span: when available, a dataset of more than 26 years (1993-actual), covered by different satellite acquisitions, may be used to analyze a given area, with a detail not-comparable with other techniques This may allow us to correlate short deformation periods to single man-induced events (such as fluid withdrawal or injection). Since 1990, a first period, characterized by a general subsiding trend in the whole Neapolitan plain and an uplift in Lufrano area was recognized The latter may be induced by rapid recovery of the piezometric levels, as a consequence of the groundwater exploitation drastic reduction of the pyroclastic-alluvial aquifer [22]. The integration of interferometric data and piezometric levels provided a better definition and characterization of the hydrogeological setting and its interference on ground deformation phenomena, assisting the development of well-tailored mitigation measurements

Study Area
Stratigraphical
DInSAR Data
Piezometric Head Variation Maps
Satellite-based Deformation Maps
DInSAR
Discussion
Scheme of thewith radius of influence of both
Conclusions
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