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. 2021 Jan 21;11:261. doi: 10.1038/s41598-020-80025-6

Sea-level stands from the Western Mediterranean over the past 6.5 million years

Oana A Dumitru 1,2, Jacqueline Austermann 3, Victor J Polyak 4, Joan J Fornós 5, Yemane Asmerom 4, Joaquín Ginés 5, Angel Ginés 5, Bogdan P Onac 1,6,
PMCID: PMC7820252  PMID: 33479271

Abstract

Sea-level reconstructions are important for understanding past ice sheet variability and its response to past and future warming. Here we present Neogene and Quaternary sea-level snapshots using phreatic overgrowths on speleothems (POS) from caves on Mallorca, Spain. POS are excellent sea level index points because of their clear relationship to sea level and precise U–Pb chronology. We find that local sea-level before and at the onset of the Messinian Salinity Crisis was at 33.3 ± 0.25 m (6.54 ± 0.37 Ma) and 31.8 ± 0.25 m (5.86 ± 0.60 Ma) above present levels, respectively. We further present global mean sea level (GMSL) estimates, i.e. local sea level corrected for glacial isostatic adjustment and long-term uplift, for three other POS. The results show that GMSL during the Pliocene–Pleistocene Transition was 6.4 m (− 2.0–8.8 m) at 2.63 ± 0.11 Ma and during the beginning and the end of the Mid-Pleistocene Transition was − 1.1 m (− 5.6–2.4 m) and 5 m (1.5–8.1 m), respectively. These estimates provide important constraints for the past evolution of sea level and show that local sea level prior to the MSC was similar to the highest stand during the Pliocene, with markedly lower position afterwards.

Subject terms: Ocean sciences, Climate sciences, Palaeoceanography, Palaeoclimate

Introduction

Accurate projections of future sea-level change rely on a thorough understanding of the mechanisms driving its complex spatio-temporal evolution1. The main causes of present global sea level rise are thermal expansion caused by warming of the oceans and increased melting of ice sheets and glaciers2. Hence, a large uncertainty for future sea-level change is the response of ice sheets to ongoing warming due to current and projected increases in atmospheric greenhouse gases2,3. Reconstructing past sea level changes during periods when Earth’s climate was warmer than today provides a window into ice sheet’s future behaviour and can contribute to more confident projections of rates of sea-level rise3,4. However, the limited number of robust sea level proxies, their sparse and irregular distribution, lack of absolute chronology, and frequent hiatuses in records, hinder our understanding of sea level changes over intervals older than the Last Interglacial, which is better documented5,6.

In this study we focus on sea level in the Mediterranean over the past 6.5 Myr (million years), which experienced changes due to Milankovitch cycles, continuous cooling into the present-day ice age, and was punctuated by the Messinian Salinity Crisis (MSC)7,8. The MSC is a major geological event during which a combination of glacio-eustatic, tectonic, and erosional processes, as well as climate variability, caused the Mediterranean Sea to repeatedly become partly to nearly desiccated911. While its timing has been relatively well established (5.97–5.33 Ma)12,13, the sea-level elevation before and at onset of the MSC remains highly uncertain1416. The Messinian time period was followed by the Pliocene Epoch, which includes the Pliocene Climatic Optimum and the mid-Piacenzian Warm Period (MPWP), both intervals that have been considered as possible analogues for investigating ice sheet sensitivity in a warmer than present climate, since their atmospheric temperatures were ~ 4 and 2–3 °C, respectively, higher than preindustrial values17,18. The Pliocene–Pleistocene Transition (3.0–2.5 Ma)19 occurred when the Northern Hemisphere shifted from largely ice free conditions to extensive and repeated growth of the major ice sheets including the Laurentide and Fennoscandian ice sheets20. The passage from Lower to Middle Pleistocene, known as the mid-Pleistocene Transition (MPT, ~ 1.25–0.7 Ma) marks a shift from mostly symmetric 41-ka to strongly asymmetric 100-ka cycles21,22.

Sea level changes during these intervals have been reconstructed using a variety of geological proxies and techniques including benthic oxygen isotopes23, measurements of planktonic foraminifera and marginal basin residence time24, paleo-shorelines25 and back-stripped continental margins including interpretations of shallow-marine sediments26,27. Each approach to reconstructing Pliocene–Pleistocene global mean sea level has its advantages and disadvantages: records based on marine sediment cores are generally time continuous, however they lack absolute chronologies and a clear relationship to past sea level. Geologic records, such as paleo-shorelines, can be dated more directly but only constrain local sea level, not the global ice-equivalent mean. Local sea level can differ from global mean sea level (GMSL) due to uplift or subsidence of the solid Earth. Processes that cause such deformation include sediment loading/unloading28, dynamic topography29,30, tectonic deformation, and glacio-isostatic adjustment (GIA). GIA is the viscoelastic response of the crust, its gravity field, and rotation axis to changes in the ice and ocean load31. Corrections can be applied to account for these adjustments, but they can be highly uncertain. Hence, more quantitative spatial and temporal records are critical to better understand these processes and to provide better constraints of the GMSL. These GMSL reconstructions can help validating numerical ice sheet models that we are largely reliant on when projecting future sea-level changes4,32. Our work contributes to this line of research by providing snapshots of sea level still stands during those key time intervals mentioned above using U–Pb dated phreatic overgrowths on speleothems (POS) from littoral caves on the island of Mallorca, in the western Mediterranean (Fig. 1).

Figure 1.

Figure 1

Sites location and samples. (a) Map of Mallorca in the western Mediterranean (gray rectangle). (b) Location of caves sampled for POS (red solid dots). (c-g) Cross-section of the investigated POS: (c) CP-04, (d) AR-02i, (e) AR-19, (f) DR-D4v, and (g) SBB25-01. Maps (a, b) are available under CC Public Domain License from https://pixabay.com/illustrations/map-europe-world-earth-continent-2672639/ and https://pixabay.com/illustrations/mallorca-map-land-country-europe-968363/, respectively, on which the bathymetry and geology were overlapped.

POS as sea level index points

Documented in Mallorcan eastern and southern coastal caves, these phreatic deposits form in a particular geochemical environment in which pre-existing vadose speleothems (stalactites and stalagmites) become partly submerged in tidally-controlled brackish pools33. The POS form on submerged cave walls and vadose speleothems at and just below the water table and are comprised of well-preserved, densely crystallized calcite or aragonite (see “Methods”). Because the caves hosting POS are proximal to the coastline (within 300 m), the hydraulic gradient between them and the Mediterranean Sea is insignificant, thus, the brackish water table in these caves is today, and was in the past, coincident with sea level. As long as sea level remains at the same elevation for ~ 300 years or more, enough carbonate precipitation occurs within the tidal range at and few centimetres below the air–water interface to be sampled and dated6. Therefore, the presence of POS horizons at different elevations precisely marks the positions of paleo-water tables and consequently their associated sea level positions. The indicative range for POS is the vertical extent over which the carbonate encrustations occur, and the reference water level is zero at the widest part of the POS34. Ultimately, the POS morphology depends on the size, shape, and extent of immersion of the pre-existing vadose speleothems in the brackish lens33. Absolute chronology of POS can be obtained by using U–Pb method, since these deposits often contain suitable uranium and lead concentrations for accurate dating. Studies over the past decade have demonstrated the suitability of POS as meaningful sea-level index points6,34,35.

Results and discussions

The results for each POS sample used in this study are listed in Table 1 (for detailed analytical descriptions and further information see “Methods” section).

Table 1.

POS data and inferred GMSL estimates.

Cave name Sample code POS elevation (m) Age (Myr) GIA correction (m) Uplift correction (m) GMSL (m)
Coves Petites CP-04 33.3 6.54 ± 0.37
Coves d’Artà AR-02i 31.8 5.86 ± 0.60
AR-19 14.3 2.63 ± 0.11 4.0 ± 2.1 5.4 (1.5 – 11.6) 6.4 (− 2.0–8.8)
Coves del Drac DR-D4v 3.9 1.25 ± 0.09 2.4 ± 3.3 2.6 (0.7 – 5.5) − 1.1 (− 5.6–2.4)
Cova de sa Bassa Blanca SBB25-01 7.8 0.8 ± 0.16 1.0 ± 2.9 1.6 (0.5 – 3.5) 5.0 (1.5–8.1)

Measured elevations have an uncertainty of 0.25 m. Age uncertainties are reported as 2σ absolute values. The GIA correction uncertainty is 1σ. Uplift correction shows the median value and the 16th and 84th percentiles in parentheses as uncertainty bounds. The GMSL estimates include correction for GIA and long-term uplift and show the mode and the 16th and 84th percentiles in parentheses as uncertainty bounds.

Sea-level snapshots before and at the onset of MSC

Sample CP-04, collected from Coves Petites (Eastern Mallorca; Fig. 1b,c), marks a sea level stand currently at 33.3 ± 0.25 m higher than present corresponding to the Mid-Messinian at 6.54 ± 0.37 Ma, before the onset of the Messinian Salinity Crisis (Fig. 2). Evidence of even higher sea level before the MSC is also provided by the Reef Complex Unit (Upper Tortonian) exquisitely exposed in vertical sea-cliff outcrops between Vallgornera and Cap Blanc in southern Mallorca36 (see Fig. 1b for locations). The top of this unit lies at about 70 m above present sea level36, but the outcropping stratigraphic geometries and facies distribution indicate several cyclic fluctuations in the position of the reefal facies, all interpreted to have resulted from sea-level oscillations37. The most recent K–Ar dates on biotites from the back-lagoon deposits near Cap Blanc indicate ages of 6.45 and 6.23 Ma38, but since there are several complete sequences of reefal progradation located at different levels, a better chronostratigraphic constraint of this unit is required to compare it to our cave deposit. Additionally, despite the flat appearance of this platform, a wide and gentle anticline with a NE-SW axis direction related to the movement of Palma and Campos NE-SW normal faults is suggested39 (Fig. 1b). This means that at present, the reef location could be higher than our Coves Petites POS due to this tectonic deformation. Pre-MSC indirect evidence of sea level from the same island is also provided by outcropping microbial build-up (stromatolites) in the Porto Pi area at the western end of the Palma Harbour (Fig. 1b). These deposits, reported as Upper Miocene, belong to the Santanyí Limestone and developed in a shallow marine environment (between 0 and 10 m) during periods of limited connection with open-marine realm, prompting evaporative and hyper-saline conditions40.

Figure 2.

Figure 2

Local sea level at Mallorca. (a) Plot shows the whole temporal range. (b) Enlarged views for the three most recent data points. GMSL used in the GIA calculation is shown by the cyan line and based on the benthic oxygen isotope stack20. The resulting local sea level is shown by the black line. Uncertainty in local sea level that arises from uncertainties in the Earth structure is shown as a gray band around the black line (1σ). Elevation of inferred local sea level for five POS presented here is shown in red, age uncertainties are 2σ. Gray numbers and letters in panel b denote Marine Isotope stages.

Sample AR-02i, currently at 31.8 ± 0.25 m higher than today (Fig. 2a), comes from Coves d’Artà (400 m east of Coves Petites), which hosts seven Pliocene sea-level stands34. A cross section of AR-02 collected from the highest horizon of this cave indicates two distinct phreatic overgrowth deposition events (see Fig. 1d). The outer layer (AR-02) precipitated at 4.39 ± 0.39 Ma34, whereas the inner part (AR-02i) yielded an older age of 5.86 ± 0.60 Ma (Table 1). AR-02i overlaps with an early phase of the MSC (5.97–5.61 Ma) known as the Primary Lower Gypsum stage13. The age errors of AR-02i unfortunately do not clearly support or exclude any of the proposed scenarios for the onset or termination of the MSC16.

The horizons marked by samples CP-04 and AR-02i provide directly dated sea level markers back to the Messinian Stage. We highlight that the elevations reported here are local sea level, which differs from GMSL due to glacial isostatic adjustment and long-term deformation. Most notably, evaporite deposition during the MSC can cause loading of the crust and noticeably affect local sea level. Correcting for this effect requires quantifying the spatio-temporal loading associated with these sediments and modelling the respective sea level response, which is beyond the scope of this paper (see further justification in the “Methods” section). Hence, we do not attempt to relate local sea level to its global mean for these two samples. Still, these two POS show clear evidence of sea level stands higher than today that persisted long enough to allow the precipitation of the carbonate encrustations.

Pliocene–Pleistocene sea-level snapshots

For the samples postdating the MSC we translated the local sea-level observations into GMSL by correcting for GIA and long-term deformation, as explained in the “Methods” section. Figure 2 shows a GMSL prediction based on benthic oxygen isotope stack20 and the resulting local sea level on Mallorca (accounting for GIA) along with the elevation of local sea level indicators.

Six of the POS-derived sea-level still stands in Artà were already reported34 and include the notable samples AR-02 and AR-03. The former, which has an age of 4.39 ± 0.39 Ma, yielded a GMSL estimate of 25.1 m (10.6–28.3 m) above present sea level and formed within the warmest interval of the Pliocene (~ 4.4 to 4.0 Ma). Sample AR-03 with an inferred GMSL of 17.4 m (6.8–20.3 m) higher than today documents a horizon with an age of 3.27 ± 0.12 Ma that likely formed at the onset of the MPWP.

A new POS level currently located at 14.3 m higher than present sea level has recently been identified in Artà; sample AR-19 (Fig. 1e) from this horizon yielded an age of 2.63 ± 0.11 Ma, overlapping with the Pliocene–Pleistocene transition. This is concomitant with an increase in benthic δ18O values at 2.64 Ma (Fig. 3; the MIS G1/G2 boundary20). POS AR-19 yielded a GMSL of 6.4 m (− 2.0–8.8 m) after its elevation was corrected for GIA and long-term uplift (Table 1). A tentative interpretation of this sea level stand, which is lower than all other Pliocene POS existing in Artà (Table 1), is that it formed during an early Pleistocene interstadial (Fig. 2b). This interpretation is in line with GMSL estimates that are based on the benthic stack (e.g.23, Fig. 3). The warm MPWP was followed by a cooling into the Pleistocene with an intensification of Northern Hemisphere glaciations around ~ 2.7 Ma41. If this POS did indeed form during an interstadial, it implies that interglacial sea level markedly decreased after the MPWP. Comparing our results to the GMSL reconstruction by Rohling et al.24, however, tells a different story: the AR-19 estimate aligns with sea level during a stadial in their reconstruction and might therefore record a sea level low stand rather than a high stand. While we consider this interpretation less likely, we emphasize that our data alone only record sea level still stands, and we are therefore not able to discriminate whether they occurred during a stadial or an interstadial. We note that for the Pliocene, however, we did speculate that the POS formed during interstadials, rather than stadials34.

Figure 3.

Figure 3

Pliocene and Pleistocene global mean sea level estimates. POS-derived Pliocen and Pleistocene GMSL are indicated by silver34 and black (this study) markers, respectively (age uncertainties are 2σ; the GMSL of the marker corresponds to the mode and the error bars to the 16th and 84th percentiles). Thermal expansion correction is not applied for any of these estimates. Brown and cyan curves show two oxygen isotope based sea level reconstructions (brown is the GMSL derived estimates from the planktonic foraminifera and the marginal basin residence time24 and cyan is the GMSL curve derived from the conversion of LR04 benthic foraminiferal δ18O stack by scaling with a calibration of 0.011 ppt m−1 as in23).

Two other samples, DR-D4 and SBB25-01, precipitated during the transition from Lower to Middle Pleistocene. DR-D4 (Fig. 1f) was recovered from a well-defined sea-level horizon located at 3.9 m above present sea level in Coves del Drac (Fig. 1b). The sample gave a U–Pb age of 1.25 ± 0.09 Ma, which is coincident with the onset of MPT, marked by the shift between MIS 38 and MIS 3742 (Fig. 2). An overall cooling trend during the MPT is exhibited in the deep ocean temperature, derived from benthic foraminiferal Mg/Ca ratios from the North Atlantic43. Similar trends are suggested by the sea ice reconstruction based on ice biomarker IP25 from Site U1343 in the Bering Sea44, and by the record of dust and iron supply into the Southern Ocean45, concomitant with a substantial increase in sea ice extent21. The GMSL estimate obtained from DR-D4 is − 1.1 m (− 5.6–2.4 m), which falls within the stadial-interstadial range of Rohling et al.24 during this time, and is slightly higher than the interstadial estimate by23 for MIS 37, as shown in Fig. 3.

Sample SBB25-01 (Fig. 1g) from Cova de Sa Bassa Blanca in the northern part of the island (Fig. 1b) formed at an elevation of 7.8 m. This is the first cave in which POS were observed and tentatively interpreted to represent past Pleistocene sea stands46. Although the cave hosts over 15 POS horizons, sampling activities are problematic due to high CO2 levels (> 2–4%) in the cave atmosphere. The GMSL of 5 m (1.5–8.1 m) higher than present at 0.8 ± 0.16 Ma obtained from sample SBB25-01 is in agreement with the reconstruction by Rohling et al.24, and indicates that it formed during an interstadial, possibly MIS 19. Assuming this, its GMSL range is 25 m higher than the estimates of23 for this period (Fig. 3). While this could indicate a difficulty in interpreting GMSL from the benthic stack, we note that Sa Bassa Blanca Cave is furthest away from Coves d’Artà (Fig. 1b), from which data were used to constrain the uplift rate. It is therefore possible that spatial trends in long-term uplift could have affected our GMSL estimate at this site.

Conclusions

Our results document the position and timing of sea level since the Upper Miocene until the Middle Pleistocene, overlapping key time intervals for which global mean sea-level estimates are still highly uncertain. The sea level index points represented by samples CP-04 and AR-02i in the Upper Miocene show that local sea level before and near the onset of the MSC was 33.3 ± 0.25 m and 31.8 ± 0.25 m above present sea level, respectively. While these elevations are not corrected for GMSL (no GIA and long-term uplift corrections were applied), they may offer starting points for assessing whether sea-level drawdown in the western Mediterranean happened gradually or rapidly. Sea-level elevations documented by samples of Pliocene and Pleistocene ages were translated into GMSL. As a result, the new GMSL of 6.4 m (− 2.0–8.8 m) estimated for the Pliocene–Pleistocene Transition at 2.63 ± 0.11 Ma, indicates an important lowering of GMSL immediately after the Pliocene. Also, new GMSL estimates of − 1.1 m (− 5.6–2.4 m) and 5 m (1.5–8.1 m) at 1.25 ± 0.09 Ma and 0.8 ± 0.16 Ma, respectively, correspond to the beginning and the end of Lower to Middle Pleistocene Transition period.

Our estimates are important snapshots of sea level still stands, but additional sea level index points will be useful to yield more context for our results. By providing direct estimates of sea level using POS as robust proxies, this work advances our understanding of sea level position during several past warm periods. These results therefore contribute to efforts of studying past warm periods to gain insight into the magnitude and frequency of sea level rise.

Methods

POS preservation, sampling, and U–Pb chronology

Based on current observations we know that the upper 40 cm of the water column is supersaturated with respect to calcium carbonate allowing for POS to form47. In some Mallorcan caves corrosion of carbonate minerals (calcite or aragonite) was noticed particularly when approaching the halocline, which occur at different depths depending on the distance of the cave from coast, seasonal meteoric recharge, and local lithological settings. However, at least one other study found both calcite and aragonite precipitating in the mixing zone, where numerical model predicted dissolution48. It appears that the inorganically precipitated carbonate POS are less sensitive to recrystallization and neomorphism (wet polymorphic transformation of aragonite to calcite) in these cave microenvironments. Since many of the investigated POS are entirely of aragonite mineralogy, this is a reliable indicator of the good preservation of our samples, considering they are millions of years old. Any significant diagenetic process would have altered the aragonite to calcite. Furthermore, the POS occurring at the highest elevations have never been submerged, or at least there is no evidence of higher sea level stands after their deposition. The same holds true for the lowermost POS in Sa Bassa Blanca and Drac caves. At no other point in time in the last 1.25 Ma was sea level in Mallorca 10 m or more above present sea level to cause an immersion of the POS to depths that would have placed them in potentially corrosive brackish water. Another evidence that the samples have not undergone diagenesis come from the uranium isotopic data of the samples. The δ234U values of the samples is a good indication that the samples have not suffered diagenesis. The δ234U values of the old samples have secular equilibrium (~ 0), within error (Table 1). This evidence is remarkable for such old aragonite samples. Given uranium mobility in oxidizing waters, slight alteration results in change in δ234U.

POS samples were collected from horizons at different elevations in four caves (see Fig. 1b). The elevations were measured using a SUUNTO optical clinometer and a BOSCH DLE 50 Professional laser distance meter, which leads to an elevation uncertainty of 0.25 m. Due to the large thickness of some of the horizons, cores were drilled using a commercial cordless hand-held Hilti rotary hammer drill; otherwise, the whole POS was collected, as shown in Fig. 1.

Sub-samples of well-crystalized aragonite or calcite were cleaned and subjected to the conventional isotope dilution anion exchange resin chemistry for elemental separation. Next, they were dissolved in 15 N nitric acid and spiked with a mixed solution of 229Th–233U–236U–205Pb for obtaining Th, U and Pb isotopic ratios for uranium-series (U-series) and U/Pb chronology. U and Pb ratios were measured using a Thermo Neptune multi-collector inductively coupled mass spectrometer coupled with the Cetac Aridus II desolvating nebulizer at the Radiogenic Laboratory of the University of New Mexico in Albuquerque. Details on the analytical methodology have been previously reported34,49. Reduction of data is performed using PBDAT50 and ISOPLOT51. To correct the ages for the initial disequilibrium, an initial 234U/238U (δ234Ui) activity of 1.75 was used, based on inferences of samples ranging from Holocene to Pleistocene dated using the U–Th method6,34. The ages were calculated using the U–Pb Concordia-constrained linear three-dimensional isochron, which contains the most complete information on the concordance between the two decay schemes and common Pb (see Supplementary Table S1).

GIA modelling

To calculate a GIA correction for the samples postdating the MSC we use the gravitationally self-consistent sea level theory described in52 and53. This theory calculates the Maxwell viscoelastic response of Earth’s interior and its gravity field to spatiotemporal changes in ice and ocean load. It accounts for the migration of shorelines and the feedback into Earth’s rotation axis. On input, the GIA model requires the evolution of past ice sheets and Earth’s internal viscoelastic structure. We use the ice model ICE-6G by54 for the ice sheet evolution since 26 ka. Prior to this date, we base our GMSL reconstruction on the benthic oxygen isotope stack by20 and scale the stack to result in a GMSL low stand of − 120 m at 18 ka, which results in a scaling of 0.0112. We assume that 75% of the signal is driven by ice volume and the remaining 25% by temperature variations. For the time interval before 26 ka, we prescribe an ice geometry that matches the last deglacial geometry with the same GMSL value. For time intervals with a GMSL value above zero we uniformly melt the Greenland and West Antarctic ice sheets before uniformly melting the East Antarctic ice sheet. Changes in GMSL are assumed to be directly ice equivalent with a fixed oceanic area of 71.1%, a water density of 1000 kg m−3, and an ice density of 920 kg m−3. For Earth’s internal viscoelastic structure we assume a set of 36 different structure profiles that vary in lithospheric thickness (48 km, 71 km, and 96 km), upper-mantle viscosity (3 × 1020 Pa s and 5 × 1020 Pa s), and lower-mantle viscosity (3 × 1021, 5 × 1021, 7 × 1021, 10 × 1021, 20 × 1021, and 30 × 1021 Pa s). For the elastic and density structure we assume values from the seismic reference model PREM55.

The GIA model returns local sea level on Mallorca over the time period modelled here. The GMSL curve and the range of local sea level on Mallorca along with the elevation of local sea level indicators are shown in Fig. 2. To calculate the GIA correction for each POS we first take the GMSL reconstruction that spans the respective 2 σ age range and only consider high GMSL values during this time period. This selection is based on the assumption that the most favourable conditions for POS to form are during intermediate and warm periods. We acknowledge that if the POS formed during low stands, it would weaken this assumption and it would lead to a slightly larger uncertainty in the GIA correction. Specifically, we note all GMSL values that fall above the 90th percentile (of all GMSL values within this time range). For example, for sample SBB25-01 these are GMSL values above − 24 m. We then calculate the GIA correction for these values, which is the local sea level minus the GMSL. We do this for all 36 ice age model simulations to estimate a range of possible GIA corrections for each POS, of which we report the mean and one standard deviation. If we do not restrict that the POS formed during warm periods but instead consider that it could have formed during any time, the GIA correction becomes more positive with an increased uncertainty.

We do not attempt to relate local sea level to its global mean for the POS that record sea level prior to or near the MSC as justified in the next section. Therefore, GIA correction for these indicators were not calculated.

Long-term uplift correction

The overall structure of Mallorca comprises a set of NE-SW trending basins and ranges, which are the result of complex tectonic movements that involve (i) a pre-orogenic Mesozoic extensional stage, (ii) a contractional Oligocene–Miocene orogenic stage, and (iii) a relative quiescent, mainly extensional, Late Miocene to recent post-orogenic stage56. The different basins and ranges are built up by thrust faults and associated folds, as shown in Fig. 1b 56,57 and the boundary between these major units are Upper Miocene normal faults58. In addition to this potential tectonic deformation, uplift or subsidence over the Pliocene–Pleistocene can be caused by mantle convection or sediment loading/unloading (e.g.,5961).

When attempting to reconstruct ice equivalent GMSL we need to correct for these effects. The amount of local uplift at Coves d’Artà has been estimated by Dumitru et al.34 based on the observed elevation of six Pliocene sea level indicators and it was found that the median uplift rate at this site is 2.0 m/Myr (0.6–4.4 m/Myr; uncertainties constitute the 16th and 84th percentiles of the probability density function for the uplift rate). We use this uplift rate to correct the three most recent sea level indicators, assuming that the uplift is constant in time and across the island, where especially the later assumption might be challenged.

The POS that formed before or during the MSC could have been significantly affected by sediment deposition and the subsequent loading processes. Although the hydrology and salinity evolution of the Mediterranean basin during the MSC is well known, the budget of the evaporitic sedimentation is less well understood, since no complete series of the abyssal evaporites have been mapped yet62. Estimates of the total mass of salt deposited during the MSC exist (e.g. 1.44 × 1018 kg in the Western Basin and 6.44 × 1018 kg in the Eastern Basin62), but vary across the literature63. Additionally, the timing, but more importantly, the geographic distribution over which the deposits extend is uncertain, and so is the hydro-isostatic effect of the quasi-desiccation and rapid reflooding of the Mediterranean Sea64. Fully assessing the potential loading effect of these sediments as well as the GIA signal associated with time-dependent water level changes9 may be possible but beyond the scope of this work. We therefore resort to only reporting our estimates of uncorrected relative sea level for the older samples, CP-04 and AR-02i.

Supplementary Information

Supplementary Legend. (16.9KB, docx)
Supplementary Table S1. (122.5KB, xls)

Acknowledgements

We thank the owners and administration of Coves d’Artà and Coves del Drac for granting permission and offering logistic support during the field research conducted for this study. B.P.O. and V.J.P. are funded by a collaborative NSF Grant (AGS 1602670 and 1602685). Additional research costs were covered by NSF Grant (EAR 0326902) to Y.A. and V.J.P. and MINECO CGL2013-48441-P and CGL2016-79246-P grants to J.J.F. O.A.D. received student research grants from the Cave Research Foundation and the Fred L. and Helen M. Tharp Endowed Scholarship (School of Geosciences, University of South Florida). J.A. and O.A.D. thank the PALSEA working group for facilitating discussions at regular meetings. J.A. thanks the Vetlesen Foundation for support. Serge Berné is thanked for his constructive review that improved our manuscript.

Author contributions

B.P.O., J.J.F., and O.A.D. designed the project and B.P.O., O.A.D., J.J.F., J.G., and A.G. measured elevations and recovered POS samples. O.A.D., V.J.P., and Y.A. measured U–Pb ages of samples. J.A. produced the GIA and long-term deformation corrections. O.A.D., J.A., and B.P.O. analyzed the data and wrote the main manuscript text with further contribution from all authors.

Data availability

All data generated or analyzed during this study are included in this published article.

Code availability

The computer code used to do the sea-level (GIA) calculation, written in MATLAB, is available on github: https://github.com/jaustermann/SLcode.

Competing interests

The authors declare no competing interests.

Footnotes

Publisher's note

Springer Nature remains neutral with regard to jurisdictional claims in published maps and institutional affiliations.

Change history

3/17/2021

A Correction to this paper has been published: 10.1038/s41598-021-85719-z

Supplementary Information

The online version contains supplementary material available at 10.1038/s41598-020-80025-6.

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Associated Data

This section collects any data citations, data availability statements, or supplementary materials included in this article.

Supplementary Materials

Supplementary Legend. (16.9KB, docx)
Supplementary Table S1. (122.5KB, xls)

Data Availability Statement

All data generated or analyzed during this study are included in this published article.

The computer code used to do the sea-level (GIA) calculation, written in MATLAB, is available on github: https://github.com/jaustermann/SLcode.


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