Saltwater Intrusion and Freshwater Storage in Sand Sediments along the Coastline: Hydrogeological Investigations and Groundwater Modeling of Nauru Island
Abstract
:1. Introduction
1.1. Nauru: Overview of the Island
1.2. Previous Hydrogeological Studies
2. Materials and Methods
2.1. Island Characterization
2.1.1. Geomorphology and Geology
2.1.2. Piezometric Survey—Nauru Datum and Tidal Correction
- Reference time definition: A reference time (t0) is fixed with the aim of referring all the field measurements to a standard time. Furthermore, tobs is defined as the real time corresponding to the instant when the hydraulic head is observed in the monitoring well.
- Tide maximum variation definition: Analyzing the tide fluctuation curve it is possible to calculate the difference between minimum and maximum tide levels (∆T) that occur just before and after the groundwater head measurement. ∆t is the time lag between minimum and maximum tide level occurrences. Furthermore, the Tidal Lag (TL) can be used to evaluate the occurrence of the maximum or minimum level in the observed monitoring well. For the Nauru case, all tide data need to be corrected compared to the RL.
- Correction factor estimation: The correction factor (∆hi), which should be applied to the groundwater level measured at tobs, can be calculated through the following equation:
- Groundwater level correction: Four cases are possible, as summarized in Figure 6:
- The observation time (tobs) and the reference time (t0) are both between the same maximum and minimum groundwater levels and the head in the monitoring well (hobs1) has been observed before the reference time t0 (Figure 6a)—in this case, ∆hi must to be subtracted from hobs1.
- The observation time (tobs) and the reference time (t0) are both between the same maximum and minimum groundwater level and the head in the monitoring well (hobs2) has been observed after the reference time t0 (Figure 6a)—in this case, ∆hi must to be added to hobs2.
- The observation time (tobs) falls before the maximum groundwater level but the reference time (t0) is after the same maximum (see hobs3 in Figure 6b)—in this case, the correction must account for the fact that from tobs to t0 the groundwater level increases and then decreases. This means that ∆hi must be added to hobs3, but now it should be considered that ∆hi = (∆hi,R − ∆hi,L) where ∆hi,R is the correction during the groundwater rising phase and ∆hi,L is the correction during the groundwater lowering phase.
- The observation time (tobs) falls after the minimum groundwater level but the reference time (t0) is before the same minimum (see hobs4 in Figure 6b)—in this case, the correction must account for the fact that from t0 to tobs the groundwater level decreases and then increases. This means that the ∆hi must be added to hobs4, but now it should be considered that ∆hi = (∆hi,L − ∆hi,R) where ∆hi,L is the correction during the groundwater lowering phase and ∆hi,R is the correction during the groundwater rising phase.
2.1.3. Electric Conductivity Survey
2.2. Bi-Dimensional Numerical Model
3. Results
3.1. Heads Distribution
3.2. Electric Conductivity Distribution and Exploitable Areas
3.3. Model Results
4. Discussion
- The wind: During the humid season (November/April), the winds blow from the West, while, in the dry season, they come from East. This means that the northern and southern coastal zone are not particularly exposed to the wave action, and consequently there is a smaller erosion of the sands [40].
- The morphology and petrography of the coastal zone: The coastal zone has a variable width, from 400 m close to the airport to a few meters close to Anabar Bay. Near the S1 and S18 monitoring wells, the Bottomside width is 180 m and the sediments mainly consist of by carbonate sands. The main difference is linked to the thickness of sediments: in S1 and S18 the sediments are 15 m thick. Other boreholes in the Bottomside had shown that the basement is around 6 m from the ground level in the eastern sector, 10 m close to the airport and only 3 m in the Anibar bay. The elevated thickness of the sandy sediments in the northern zone is probably the cause of the groundwater slowing down and of storage. Here, the flow circulation is therefore different from the other zones where instead, due to the presence of karst tunnels, the groundwater flows rapidly toward the sea.
- The bathymetry: Looking at the bathymetric maps of Nauru [45], it is possible to notice that in the northern sector the sea bottom declines smoothly compared, for example, to the Anabar Bay zone where submarine cliff is present. That probably allows the decrease of wave intensity in the northern sector, thereby determining the sand sedimentation and the freshwater storage in the S1 and S18 area.
5. Conclusions
- Unlike generally assumed, small island aquifers can not only host continuous freshwater lens in the central part of the island, but, unexpectedly, freshwater storage can also occur next to the coastline. In Nauru case, long-term investigations carried out by authors, have shown that those lenses are resilient to saltwater intrusion even in drought periods.
- A method to correct head measurements vs. tide has been proposed and applied to better characterize the groundwater flow patterns in small islands.
- Thanks to the investigations and the numerical modeling, it has been possible to clarify the mechanism for freshwater storage next to the seashore and the role played by the hydrogeological structure and aquifers hydraulic conductivity.
- In previous studies, the durability of freshwater lenses had not been proven yet; the characterization activities here presented cover a long period and show that freshwater lenses located along the coastline turn out to be resilient to drought and saltwater intrusion.
Supplementary Materials
Acknowledgments
Author Contributions
Conflicts of Interest
References
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Monitoring Well | Location | Average Tidal Lag (hours:min) | Average Tidal Efficiency (E) | Minimum Sea Distance (m) |
---|---|---|---|---|
E2 | Topside | 01:37 | 0.50 | 1950 |
E3 | Topside | 01:27 | 0.54 | 1500 |
E8 | Topside | 01:49 | 0.49 | 950 |
S3 | Topside | 01:55 | 0.47 | 820 |
S9 | Topside | 01:32 | 0.46 | 520 |
S10 | Topside | 01:51 | 0.44 | 1400 |
S11 | Topside | 01:23 | 0.50 | 340 |
S15 | Topside | 01:31 | 0.54 | 1040 |
S21 | Topside | 01:20 | 0.41 | 397 |
S22 | Topside | 01:20 | 0.49 | 290 |
T1 | Topside | 01:27 | 0.56 | 1500 |
Average | Topside | 01:33 | 0.49 | |
S1 | Bottomside | 01:17 | 0.50 | 140 |
S16 | Bottomside | 02:10 | 0.27 | 280 |
T2 | Bottomside | 01:27 | 0.56 | 342 |
Average | Bottomside | 01:38 | 0.44 |
Hydrogeological Parameter | Ghassemi Adopted Values | |
---|---|---|
Hydraulic conductivity (Kx, Kz) | 900 m/d | 18 m/d |
Porosity | 0.3 | |
Specific Storage and Specific Yield (Ss, Sy) | 0.0003 m−1 | 0.3 m−1 |
Longitudinal dispersivity | 65 m | |
Transverse dispersivity | 0.15 m | |
Recharge | 540 mm/year | |
Molecular diffusion | 8.64 × 10−6 m2/d |
Statistics | |
---|---|
Absolute Residual Mean | 1.70 |
Residual Std. Deviation | 2.10 |
RMS Error | 2.73 |
Scaled RMS | 0.17 |
Min. Residual | −0.28 |
Max. Residual | 7.23 |
Number of Observations | 16 |
Range in Observations | 15.81 |
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Alberti, L.; La Licata, I.; Cantone, M. Saltwater Intrusion and Freshwater Storage in Sand Sediments along the Coastline: Hydrogeological Investigations and Groundwater Modeling of Nauru Island. Water 2017, 9, 788. https://doi.org/10.3390/w9100788
Alberti L, La Licata I, Cantone M. Saltwater Intrusion and Freshwater Storage in Sand Sediments along the Coastline: Hydrogeological Investigations and Groundwater Modeling of Nauru Island. Water. 2017; 9(10):788. https://doi.org/10.3390/w9100788
Chicago/Turabian StyleAlberti, Luca, Ivana La Licata, and Martino Cantone. 2017. "Saltwater Intrusion and Freshwater Storage in Sand Sediments along the Coastline: Hydrogeological Investigations and Groundwater Modeling of Nauru Island" Water 9, no. 10: 788. https://doi.org/10.3390/w9100788