Interplay among anthropogenic impact, climate change, and internal dynamics in driving nutrient and phytoplankton biomass in the Gulf of Naples
Abstract
Due to an ever-increasing demographic pressure, coastal areas are hotspots of anthropogenic impact on marine ecosystems. Understanding the extent and nature of these impacts is critical for developing effective conservation and management strategies to protect and restore coastal marine ecosystems and the services they provide. The Gulf of Naples is a coastal embayment in the Tyrrhenian Sea, Western Mediterranean Sea, which is severely impacted by human activities. Here, we discuss the intertwining of anthropogenic pressures and climate variations in regulating phytoplankton biomass dynamics in the Gulf and the presence of possible long-term changes. We analysed three decades of T-S, nutrient, and chlorophyll a data collected at a fixed station, the LTER-MC site. Despite some spikes in nutrient concentrations (up to 9.92 mmol m−3 for NO3−, 13.12 mmol m−3 for NH4+, 0.75 mmol m−3 for PO43−, and 13.59 mmol m−3 for Si(OH)4), median surface and depth-integrated concentrations are relatively low (0.73 mmol m−3 and 0.45 mmol m−3 for NO3−, 0.73 mmol m−3 and 0.47 mmol m−3 for NH4+, 0.07 mmol m−3 and 0.04 mmol m−3 for PO43−, 1.61 mmol m−3 and 1.44 mmol m−3 for Si(OH)4, respectively). Chlorophyll a concentrations, here taken as a proxy of phytoplankton biomass, occasionally display high values (up to 17.33 mg m−3) and fluctuating highs and lows lasting several months, with an overall median value of 1.37 mg m−3 at the surface, and 0.55 mg m−3 as integrated mean. These values are nine and three times higher than the offshore concentrations. The plankton food web at the site is mostly driven by terrestrial inputs. The effect of large-scale–long-term trends in nutrient inputs (e.g., phosphate load reduction) is comparable to that of local drivers, also because of the relatively shallow depth (75 m) of the station and its vicinity to the coastline. Importantly, the physical dynamics, despite the more closed morphology of the Gulf with respect to other bays in the Tyrrhenian Sea, efficiently removes excess nutrients and biomass, preventing dystrophic phenomena.
1 INTRODUCTION
At the interface between land and ocean, coastal zones are generally characterized by the mixing of seawater and terrestrial freshwater, whose dynamics, timing, and spatial patterns determine the structure of biogeochemical gradients (Ward et al., 2020). Freshwater inputs mainly convey nonliving material, since very few organisms, besides viruses and some bacteria, can overcome sharp haline gradients. We may group the nonliving material into two categories: xenobiotic substances, meaning chemicals—mostly of anthropogenic origin—that may be harmful to marine organisms (Piwowarska & Kiedrzyńska, 2022) and life-supporting substances, such as nutrients, organic carbon, and oligo-elements, which have a direct impact on coastal communities, affecting their structure and the functioning of the whole ecosystem. Indeed, coastal areas are highly productive systems (Paerl, 2006) with a high level of biodiversity (Costello & Chaudhary, 2017), and are extremely vulnerable at the same time.
Approximately 60% of Earth's population resides within 100 km of the coast (Vitousek et al., 1997) with large cities playing a major role as socioeconomic attractors, especially in recent times (Neumann et al., 2015). Consequently, disturbances experienced by the coastal ocean over the last century display rates and scales that are substantially different from those of other historical times (Jickells, 1998). The intensive use of fertilizers, animal husbandry and aquaculture, land-use changes, deforestation, coastal habitat degradation, and industrial and urban waste discharges have globally contributed to the eutrophication of these environments (Malone & Newton, 2020; Rabalais et al., 2009; Rabouille et al., 2001).
Eutrophication is not a linear process, and its effects may manifest as several direct and indirect responses (Cloern, 2001). In general, eutrophication includes an increase in phytoplankton and/or macrophyte biomass, which is often accompanied by oxygen overconsumption (hypoxia in the most severe cases), changes in species composition, and possible harmful algal blooms (HABs). These phenomena ultimately lead to loss of habitat and biodiversity and cause episodes of fish mortality, as well as “esthetic” problems related to the quality of the water bodies, for example, seawater discoloration or smell (Boesch, 2019; Grizzetti et al., 2012; Paerl et al., 2014).
Even though considerable loads of N and P began to be released from urban sewers during the late 19th century, the strongest increases in N and P discharges began in the 1950s. In the meantime, the use of N and P mineral fertilizers strongly increased (Nixon, 2009), contributing to eutrophication through leaching and erosion. Since the 1980s, eutrophication has been recognized as a large-scale problem (Karydis & Kitsiou, 2012), which has led to efforts to reduce phosphorus load, obtained by improved sewage treatment and the use of phosphate-free detergents (Artioli et al., 2008; Köhler, 2006). In Europe, common policies aimed at reducing diffuse and point sources of nutrient inputs to fresh and coastal waters have been developed since the early 1990s (e.g., Nitrates Directive (91/676/EEC), Water Framework Directive WFD (2000/60/EC), European Marine Strategy Framework Directive (2008/56/EC); European Commission (1991, 2000, 2008)).
In addition to anthropogenic pressures, coastal waters are subjected to natural forcing acting at seasonal or multiannual scales (e.g., drought/wet periods due to seasonal or climatic oscillations), as well as to short-term, episodic perturbations (e.g., floods, storms, and hurricanes) (Paerl, 2006). Because of climate change, extreme events are expected to intensify, occur more frequently, last longer, and affect larger areas (Gruber et al., 2021) and their synergistic effects may be amplified through complex feedback (domino effects) (Lo Bue et al., 2021).
Long-term ecological research represents an important tool to understand the risks posed by anthropogenic impacts and climate change on coastal and marine environments and is crucial to provide scientists and stakeholders with the support and knowledge needed to assess environmental changes and their impact on the sustainable use of seas and coasts (Muelbert et al., 2019).
Focusing on the analysis of a 35-year time series of hydrographic and biogeochemical variables at Long Term Ecological Research MareChiara (LTER-MC), in this study we addressed two main questions: (i) how the impact of changes in meteorological forcing and mixed layer dynamics compare with that of changes in terrestrial inputs, which are enhanced (via runoff) or mitigated (by flushing) by atmospheric forcing; (ii) what is the main source of nutrients (land vs. internal reservoirs) that drives phytoplankton biomass variations over the seasonal and interannual timescales. Being mainly interested in macro-patterns and possible mechanisms, we based our analysis on the statistical properties of hydrographic variables (e.g., median values and distributions), which provide an overall picture of the main features of the system.
2 MATERIALS AND METHODS
2.1 Study area
The LTER-MC sampling site (40°48.5′ N, 14°15′ E) is located in the Gulf of Naples (GoN) at two nautical miles from the coast, at a depth of approximately 75 m (Figure 1) between offshore and coastal dominions and is representative of a wider area of the GoN (Cianelli et al., 2017; Zingone et al., 2019). The GoN is a semi-enclosed bay that opens into the Southern Tyrrhenian Sea. It has an area of 870 km2 and is surrounded by 195 km of strongly anthropized shores. The area is densely populated (approximately 3 million inhabitants), and the industry is a relevant source of nitrogen and phosphorus to GoN waters, mainly from food processing, leather, textile, and paper-making industries (Barbiero, 2001; Lofrano et al., 2015; Pagnotta & Barbiero, 2003). The Sarno River is the main river of the GoN, and a major source of freshwater, nutrients, and pollutants (mineral nitrogen, phosphate, organic matter, heavy metals, pesticides) from both agriculture and industry (De Pippo et al., 2006; Lofrano et al., 2015; Thiele et al., 2017). There are nearly 100 discharge points for urban and industrial wastewaters on the GoN coast, and 456 in the Sarno River (Adamo et al., 2009; Arienzo et al., 2001), most of which are not treated. Agriculture occupies a reduced extent but is locally intensive (De Vivo et al., 2006).

2.2 Sampling and analyses
Sampling started in January 1984 and was carried out fortnightly until September 1991. Then, a major break occurred in the time series until January 1995. Starting from 1995, the sampling was resumed at a weekly frequency. In this study, we analysed the data collected between January 1984 and December 2019 (1329 sampling events).
Samples for nutrients analysis (NH4+, NO3−, PO43−, and Si(OH)4) were collected at ten depths (−0.5, −2, −5, −10, −20, −30, −40, −50, −60, and −70 m), and chlorophyll a concentrations (Chl a) were measured at seven depths (−0.5, −2, −5, −10, −20, −40, and − 60 m). Samples of the first 0.5 m are afterwards indicated as 0 m (surface). Temperature data were acquired by reversing thermometers from 1984 to 1991 and by means of multiparametric profilers from 1995 onwards. Salinity was determined using a salinometer until 2002 and then by a periodically calibrated CTD multiparametric profiler. Nutrient concentrations were analysed according to Hansen and Grasshoff (1983), using a segmented continuous-flow autoanalyzer. Chlorophyll a concentrations were determined by spectrophotometry (Strickland & Parsons, 1972) until 1991 and by a spectrofluorometer (Holm-Hansen et al., 1965; Neveux & Panouse, 1987) from 1995 onwards. All methods for sampling procedures, laboratory analyses, and instrumentations were described in detail by Sabia et al. (2019), who carried out a careful quality check of biogeochemical data and assigned them different quality flags. Herein, we will only use the best-quality data. Data used in this paper are available on Zenodo (https://doi.org/10.5281/zenodo.7924734).
Integrated mean values were calculated over the 0 to −70 m depth interval (0–60 m for Chl a) using the trapezoidal rule. Likewise, depth-integrated values for each of the intervals 0–5 m, 20–40 m, and 50–70 m were obtained for sampling events with at least one value in each interval.
Water density was calculated from temperature and salinity using the UNESCO equation of state (UNESCO, 1981) and the R package oce (Kelley & Richards, 2022). The stratification strength of the water column was calculated as the absolute value of the density difference between −5 m and −60 m, expressed in kg m−3 (Väli et al., 2013). The mixed layer depth (MLD) was defined as the thickness of the layer within which the density range was lower than 0.03 kg m−3 (de Boyer Montégut et al., 2004), going down from 10 m deep. The “summer” stratified period was defined as the period encompassing the July 15 in which the MLD is continuously <11 m. The beginning of the stratification was defined as the first week of the stratified period. The end of stratification was defined as the first week in which the MLD was >11 m, after the July 15. Events of lateral advection of fresher water were identified as sampling events in which the 0 m salinity was 0.2 lower than the 10 m salinity (Ribera d'Alcalà et al., 2004).
2.3 Numerical simulations
Numerical model simulations were performed using the Regional Ocean Modeling System (ROMS), a 3-D free-surface hydrostatic primitive-equation finite-difference model that is widely used by the scientific community to model temperature, salinity, and currents in the ocean for a wide range of applications. Simulations were developed for the Tyrrhenian Sea and downscaled to the GoN, covering the Campania coast with a 500 m horizontal resolution, on 30 vertical levels, and producing daily outputs from 2001 to 2016.
Kokoszka, Saviano, et al. (2022) compared the model with in situ data and found that the monthly and interannual variabilities of the velocity components of the surface currents in the GoN were accurately reproduced (average annual correlation: 0.63).
To compare the hydrography of the GoN with that of the Tyrrhenian Sea, we used the model and extracted the daily vertical profiles of T and S to follow the isopycnal levels at a deep location in the open area of the GoN (14°0′ E, 40°38.60' N, approximately 600 m deep, in the Bocca Grande area between Ischia and Capri).
2.4 N and P anthropogenic pressure
Because of the difficulty in identifying a clear watershed for the GoN outside of the Sarno River, we estimated the anthropogenic N and P sources in the entire province of Naples, whose administrative territory integrally encircles the GoN (del Giudice et al., 2001). We estimated N and P loads from the Sarno River, N and P production by the population (household sources) and the industry, and N and P surplus in croplands. We also estimated direct atmospheric N deposition onto the Gulf surface, as atmospheric N originating from fuel combustion can be a significant N source in urbanized environments (Jaworski et al., 1997; Paerl et al., 2002).
2.4.1 Sarno River nutrient discharge
Data on total N and P concentrations at the mouth of the Sarno River (Torre Annunziata) were obtained from the Regional Agency for Environmental Protection ARPA Campania (Arpac Open Data, n.d.). Daily hydrometric heights were obtained for the same section of the River from the Centro Funzionale Multirischi della Protezione Civile Campania (n.d.) and converted to river flow using the equation from La Torre (2011). Data were combined to estimate the daily discharge of total N and P, expressed in tons per day. Due to the high number of missing data in the summer and autumn months, the estimation was limited to the months from January to May for N and January to May plus November to December for P, in order to have a similar sampling period each year. It is worth noting that 24% of the Sarno River flows within the province of Naples, which implies that the Sarno River input may be counted, at least partially, in the estimates of the N and P mobilized by the different activities.
2.4.2 Atmospheric N deposition
Atmospheric N deposition data were retrieved in November 2021 from the European Monitoring and Evaluation Programme MSC-W rv4.36 model (Norwegian Meteorological Institute, n.d.) for each day from 01/01/2000 to 31/12/2019, as the mean deposition value for the area between latitudes 40°45′ N and 41°05′ N and longitudes 13°95′ E and 14°55′ E. Proportions of the different deposition forms provided by the model (oxidized and reduced N, wet and dry deposition) are presented in Figure S1. All forms of N depositions were summed for each year and multiplied by the Gulf surface. Data were available from 2000 onwards only and are thus presented for comparison, but not included in the statistical analysis.
2.4.3 Industrial and household N and P
Household N and P pressures were calculated according to Vigiak et al. (2020) by multiplying the population of the province of Naples by the dietary N and P emissions plus the individual P emissions related to detergent use. Industrial N and P production in the province of Naples was calculated according to Pagnotta and Barbiero (2003), by multiplying the number of industrial workers by the equivalence coefficients for each industrial statistical category. Household and industrial loads to the sea were estimated by multiplying N and P production by the connection rate to sewer systems and abatement rates of wastewater plants. Additionally, a minimal estimate of point sources N and P loads was performed by considering only households and industries located in coastal municipalities. The calculations are detailed in the Data S1.
2.4.4 Agricultural N and P surpluses
The agricultural nutrient surplus, available for leaching and volatilization, was estimated through a nutrient budget approach, calculated as the difference between nutrient outputs and loads to croplands in the province of Naples. The budget calculations are described in the Data S1. See Figure S2 for the relative contributions of the budget terms.
2.5 Climatological data
Monthly cloudiness, expressed as a percentage of cloud cover, was obtained from the Climatic Research Unit dataset TS 4.03 (Harris et al., 2020) for the area between 40°30′ N and 41°00′ N and between 14°00′ E and 14°30′ E.
2.6 Data analysis
2.6.1 Time series creation
The annual median of the monthly medians was used to create an annual time series. Annual values were discarded if there were less than 8 months with measured values or if there were two consecutive months without measurements. Monthly medians (± interquartile range), averaged over a 35-year period (1984–2019), were used to describe the annual cycle. The grand medians (±interquartile range) were calculated by integrating the monthly medians for all years.
2.6.2 Detection of interannual trends
The significance of the temporal trends and the Sen's slopes were assessed with the seasonal Mann–Kendall test on monthly time series aggregated by median and limited to years with at least 8 months with measured values and with no adjoining months without measurements. The seasonal Mann–Kendall test combines information on the monthly trends and produces a global test of the trend for the time series. The result of the test would be considered valid if less than 25% of the monthly slope estimates were missing. Due to the 1991–1995 sampling gap, we assessed trends separately for the 1984–1991 and 1995–2014 periods. The test was performed using the wql library in the R software (Jassby & Cloern, 2017). We also compared the variables between the periods before (1984–1990) and after (1995–2002) the gap using a Wilcoxon test with each year as a statistical individual, as suggested by Helsel and Hirsch (2002). For Chl a, trend analyses were also conducted separately for the two bloom periods at LTER-MC, March–June and September–December. Mann–Kendall tests were independently applied to each month, and rolling Mann–Kendall tests were used to detect any contradictory trends between seasons or decades.
2.6.3 Detection of changes in seasonality
Interannual changes in seasonality were assessed by looking for changes in the week number of annual maximum and minimum. Week numbers were defined according to the ISO 8601 standard. The Kendall tau correlation coefficient between the year and the week number was used to assess the significance of the change.
The analysis was limited to years with at least one value per month in the 3-month period with the highest (or lowest) values. Only significant trends are presented.
2.6.4 Identification of driving variables
We identified potential drivers of annual, spring, and autumn chlorophyll concentrations using linear regression models (LMs). The model for annual chlorophyll included the frequency of freshwater lateral advection (a potential trigger of phytoplankton bloom in the coastal environment; Zingone et al., 2010), the MLD (a major determinant of phytoplankton bloom in the Mediterranean Sea; Lavigne et al., 2013), the concentration of NO3− and Si(OH)4 and the cloudiness (a proxy of light availability) as covariates. The interactions between NO3− and Si(OH)4 concentrations and between MLD and cloudiness were also included. The timing of the beginning and end of stratification was added to the LMs for spring and autumn chlorophyll concentrations, respectively.
We used an Akaïke information criterion for small samples (AICc) multimodel selection framework (Garamszegi, 2011; Symonds & Moussalli, 2011) to select the best model using the ‘dredge’ function of MuMIn library of the R software (Barton, 2019). When necessary, the dependent variable was log-transformed to satisfy the assumption of normality and homoscedasticity. We successively used the sum of the squares of each explicative variable given by ANOVA type III to evaluate the contribution of each retained variable (Ginot et al., 2006). We tested for multi-collinearity by calculating the variance inflation factor (VIF), using the vif function of car library (Fox & Weisberg, 2019). The VIF was always <5, which is considered the threshold for negligible collinearity (O'Brien, 2007). All analyses were conducted using R software 3.5.1 (R Core Team, 2018).
3 RESULTS
The vertical distribution of physical properties (temperature and salinity), nutrient, and Chl a concentrations over the entire sampling period (1984–2019) are reported in the Supplementary Materials (Figure S3, S4), along with their variability ranges (Table S1). The water column was subdivided, at a coarse resolution, into a highly dynamic surface layer (0–10 m), an intermediate layer (20–40 m) characterized by strong seasonality and often displaying a nutrient minimum, and a bottom layer (50–70 m), with variations generally uncoupled from the layers above. Following this evidence, the properties selected to characterize the temporal patterns were analysed using the 0 m, −20 m, and −60 m depths and depth-averaged values (0 m to bottom or to −60 m for Chl a) for all the investigated parameters.
3.1 Temperature and salinity patterns and water column structure
The grand medians of the temperature values are presented in Table 1. The temperature (T) began to increase in March and reached its highest value in August, with lower layers lagging behind by one (−20 m) and two (−60 m) months (Figure 2). Water column was homothermal from December (depth-integrated mean T ~17.10°C) to March (depth-integrated mean T ~14.06°C). At the interannual scale, median T ranged between 20.29°C (2003) and 18.10°C (2011) at the surface and between 15.52°C (2001) and 14.04°C (1987) at −60 m.
T | S | NO3− | NH4+ | PO43− | Si(OH)4 | Chl a | Chl a (spring) | Chl a (autumn) | |
---|---|---|---|---|---|---|---|---|---|
(°C) | (mmol m−3) | (mg m−3) | |||||||
0 m | 19.37 ± 8.30 | 37.76 ± 0.44 | 0.73 ± 1.21 | 0.73 ± 0.82 | 0.07 ± 0.05 | 1.61 ± 1.37 | 1.27 ± 1.67 | 2.22 ± 2.05 | 0.93 ± 1.07 |
-20 m | 17.67 ± 4.88 | 37.89 ± 0.22 | 0.25 ± 0.53 | 0.42 ± 0.34 | 0.03 ± 0.04 | 1.23 ± 0.73 | 0.44 ± 0.38 | 0.47 ± 0.41 | 0.50 ± 0.42 |
-60 m | 14.93 ± 1.25 | 38.01 ± 0.16 | 0.51 ± 0.54 | 0.33 ± 0.30 | 0.04 ± 0.04 | 1.61 ± 0.81 | 0.24 ± 0.15 | 0.24 ± 0.16 | 0.19 ± 0.12 |
DIM | 17.05 ± 3.57 | 37.90 ± 0.19 | 0.45 ± 0.51 | 0.47 ± 0.31 | 0.04 ± 0.03 | 1.44 ± 0.65 | 0.54 ± 0.4 | 0.71 ± 0.44 | 0.58 ± 0.39 |

The grand medians of salinity (S) are presented in Table 1. Surface S strongly decreased in spring from March onwards, reached its lowest value in May (median = 37.25), and returned to its highest median value in September (median = 37.90). Consequently, the water column presented a strong S gradient in spring but was almost isohaline in winter. S widely fluctuated among years, with an apparent cycle of 5 to 6 years (Kokoszka, Le Roux, et al., 2022), characterized by the same phase at all depths, with a more pronounced amplitude at 0 m and decreasing with depth (Figure 2). During the cycle with the highest amplitude, surface S ranged between 37.91 (2006) and 37.42 (2010). In addition to cyclic fluctuations, salinity followed interannual trends of smaller magnitude (Figure 3; Table 2).

1984–1991 | 1995–2019 | ||||||
---|---|---|---|---|---|---|---|
Variable | Depth | Slope (units year−1) | Slope (% year−1) | p-value | Slope (units year−1) | Slope (% year−1) | p-value |
Temperature (°C) | Int. | 0.158 | 0.96 | <.001 | 0.0099 | 0.06 | .057 |
0 | 0.112 | 0.68 | .018 | 0.0281 | 0.14 | .013 | |
20 | 0.148 | 0.88 | M | 0.0031 | 0.02 | .60 | |
60 | 0.175 | 1.25 | <.001 | 0.0043 | 0.03 | .32 | |
Salinity | Int. | 0.035 | 0.095 | <.001 | 0.0005 | 0.001 | .61 |
0 | 0.066 | 0.177 | <.001 | −0.0044 | −0.012 | .016 | |
20 | 0.032 | 0.085 | <.001 | 0.0002 | 0.001 | .89 | |
60 | 0.035 | 0.092 | <.001 | 0.0029 | 0.008 | <.001 | |
Stratif. (kg m−3) | — | −0.0032 | −1.03 | .76 | 0.0050 | 1.02 | <.001 |
FW (%) | — | −0.050 | −14.40 | .13 | 0.0081 | 3.31 | .009 |
MLD (m) | — | 0.071 | 0.17 | M | −0.012 | −0.11 | <.001 |
NH4+ (mmol m−3) | Int. | −0.036 | −5.75 | .58 | −0.0082 | −1.69 | <.001 |
0 | −0.049 | −6.17 | .26 | 0.0101 | 1.74 | .070 | |
20 | −0.051 | −9.79 | .31 | −0.0067 | −1.55 | .013 | |
60 | −0.022 | −2.91 | .58 | −0.0078 | −2.24 | <.001 | |
NO3−(mmol m−3) | Int. | 0.044 | 6.06 | M | 0.0035 | 1.07 | .036 |
0 | −0.023 | −1.63 | M | 0.0057 | 1.43 | .056 | |
20 | 0.051 | 8.92 | M | −0.0024 | −1.59 | .005 | |
60 | 0.028 | 3.79 | M | 0.0089 | 2.72 | .033 | |
PO43−(mmol m−3) | Int. | — | — | M | 0.0021 | −4.00 | <.001 |
0 | — | — | M | −0.0016 | −2.19 | <.001 | |
20 | — | — | M | −0.0025 | −5.14 | <.001 | |
60 | — | — | M | −0.0022 | −3.93 | <.001 | |
Si(OH)4 (mmol m−3) | Int. | −0.149 | −7.21 | M | −0.0012 | −0.10 | .72 |
0 | −0.037 | −2.49 | .34 | 0.0045 | 0.34 | .85 | |
20 | −0.165 | −9.40 | M | −0.010 | −0.86 | .012 | |
60 | −0.173 | −7.89 | .034 | 0.0087 | 0.60 | .13 | |
Chl a entire year (mg m−3) | Int. | −0.046 | −6.23 | .015 | 0.0093 | 2.06 | <.001 |
0 | −0.123 | −11.14 | .001 | 0.0369 | 5.24 | <.001 | |
20 | −0.033 | −4.87 | .029 | 0.0031 | 0.88 | .022 | |
60 | 0.00 | 0.00 | 1 | 0.0001 | 0.07 | .82 | |
Chl a spring (mg m−3) | Int. | −0.061 | −6.00 | .15 | 0.0066 | 1.21 | .003 |
0 | −0.220 | −4.56 | .333 | 0.0488 | 2.98 | .001 | |
20 | −0.046 | −3.44 | .58 | 0.0018 | 0.45 | .51 | |
60 | 0.020 | 6.88 | .26 | −0.001 | −0.41 | .51 | |
Chl a autumn (mg m−3) | Int. | −0.050 | −6.88 | .022 | 0.0153 | 4.27 | <.001 |
0 | −0.127 | −12.40 | .002 | 0.0428 | 7.18 | <.001 | |
20 | −0.039 | −6.97 | .047 | 0.0094 | 2.46 | .013 | |
60 | 0.003 | 2.50 | .676 | 0.0026 | 1.58 | .032 | |
Stratification end (week) | — | — | — | M | 0.20 | 0.52 | .002 |
Timing max. autumn Chl a | 20 | 0.333 | 0.74 | .84 | 0.40 | 0.91 | .011 |
- Note: The Theil–Sen's slope is expressed in quantity per year (original units) and percentage change of the mean quantity per year. Stratif.—stratification strength; FW—lateral advection of fresher water; MLD—mixed layer depth; Timing max. autumn Chl a—Week of maximum concentration at −20 m in autumn; Int.—integrated mean. M—>25% missing values.
As in most coastal sites, recurrent events of lateral advection of fresher water (FW) from the coast were detected on 30% of the dates (see also Kokoszka, Le Roux, et al., 2022 for a detailed analysis). The frequency of these events was highest in May (~60% of the observations), and lowest in December–January (only in ~12% of the cases). The interannual variability was also considerable, with a minimum of 6% events in 1990 and a maximum of 49% in 2014. From 1995 to 2015, the frequency of FW input events increased by an average of 0.01% year−1.
The two opposite vertical gradients of S and T and their variations drove the stratification, whose strength, quantified as the difference between bottom and surface densities, was on average 1.18 ± 2.43 kg m−3. Despite the frequent FW inputs, stratification, as previously defined, mainly followed the cycle of surface T, increasing in March, with a maximum in July and August (>3.18 kg m−3) and then decreasing until December. The stratification strength varied widely between years. The median density difference was 1.64 kg m−3 in the year with the strongest stratification (2013) and 0.43 kg m−3 in the one with the weakest stratification (1998). Stratification also displayed multiyear oscillations, with an overall decrease from the 2013 maximum to ≈0.7 kg m−3 in 2019.
The shape of the density profile also allowed the determination of the mixed layer depth (MLD) (e.g., Kokoszka, Le Roux, et al., 2022). Because of the intermittent FW inputs, the MLD monthly medians were always lower than the water column depth over the entire annual cycle (Figure 2). The average on the whole time series was 13.48 ± 21.32 m, with a peak in January (50 m), a continuous decrease until April (11.8 m), stable values from June to September (10–11 m), and a progressive increase from September to December (49.2 m). The deepest annual median MLD was 20.95 m in 2003 and the shallowest (11.27 m) in 1986. In the long-term, there was a progressive MLD decrease from 1995 onwards by 0.01 m year−1.
The meteorological summer period, with MLD continuously lower than 11 m, began, on average, in the week 14 ± 4 (March–April) and ended in the week 39 ± 4 (September), with an average duration of 27 ± 3 weeks. The stratification seasonality changed over the study period. In the years 1984–1990, the stratification generally broke at week 43. After the 1991–1995 interruption, it ended much earlier (on average at week 37 in 1995–2002), subsequently the week of the stratification end increased by 0.2 week year−1, reaching the highest value (week 43) in 2013 and 2018 (data not shown).
3.2 Nutrient concentrations and distributions
All nutrient concentrations displayed the highest values and strongest interannual variability at the surface (Figure 4).

Table 1 shows a clear NO3− minimum at −20 m, which persists almost year-round (Figure 4), with higher concentrations at the surface and at −60 m. The integrated mean was 0.45 ± 0.51 mmol m−3. The three layers exhibited different seasonal patterns. At the surface, NO3− concentrations followed an astronomical seasonal pattern, characterized by the highest concentrations in winter-autumn (up to 1.66 mmol m−3 in March) and a strong decrease in summer, reaching a minimum in July (0.15 mmol m−3). The lower concentrations at −20 m (<0.12 mmol m−3) were almost constant from April to September, to rise afterwards reaching the highest values in January–February (0.75 mmol m−3). At −60 m, concentrations were more stable (>0.4 mmol m−3), decreasing only in August and September (~0.25 mmol m−3). However, several spikes in nitrate concentrations were detectable in the bottom layer (50–70 m depth) in some years between May and August, when the water column was stratified, and the overlying intermediate layer (20–40 m depth) appeared more depleted in nutrients (Figure S4), thus excluding the possibility of vertical downward fluxes below that depth. Nutrient increases at the bottom can be related to local processes, such as resuspension/remineralization, or to larger-scale phenomena, such as lateral advection of deeper waters. Because no correlations were found with turbidity or particulate organic nitrogen, which indicate processes occurring at the bottom (data not shown), we focused our attention on the potential role of the circulation of subsurface water masses in the GoN by means of numerical simulations. More specifically, the depth of the 1029 kg m−3 isopycnal, chosen as representative of the upper limit of the Levantine Intermediate Water (LIW), was followed in the period 2001–2016 at an offshore location of the GoN, situated in the Bocca Grande area, where the main exchanges between the GoN and Tyrrhenian Sea occur. The time series displayed a strong variability (from 62 to 158 m), reaching the shallowest depths during the cold winters of 2004/2005 and 2005/2006 (Figure 5A). The mean nitrate concentrations in the period May–August were calculated for the bottom layer (50–70 m) and were plotted versus the average depth of this isopycnal for each year, showing an opposite significant correlation (p < 0.05) between concentrations and depths (Figure 5B).

The interannual variability of nitrate concentrations presented contrasting patterns between the first and second periods of the time series (Figure 4). Concentrations were particularly high in 1984–1990, especially at the surface (1.36 ± 1.32 mmol m−3) and much lower (50%–70% less depending on depth) in the second period (1995–2019). Over the period 1995–2019, concentrations fluctuated widely at the surface (median value 0.62 ± 1.06 mmol m−3) without any detectable trend (Figure 3); however, a phase of decrease in 1998–2005 followed by an increase from 2007 to 2019 was revealed by the rolling trend test (data not shown). A decreasing trend was also observed at −20 m depth until 2017 (−1.59% per year) to rise again in the last 3 years. On the contrary, NO3− concentrations displayed significant increases at −60 m (2.72% per year) and for the integrated values (1.07% per year). As a result, the annual NO3− concentrations became higher at −60 m than at the surface in approximately 25% of the years.
NH4+ concentrations displayed a strong vertical gradient (Table 1), with a depth-averaged value of 0.47 ± 0. 31 mmol m−3. Seasonality at the surface was characterized by the highest concentrations in autumn and winter (reaching maxima in March) and considerably lower values in late spring–summer. At the depths of−20 and − 60 m, the highest values were observed from November to January, while integrated mean concentrations reached their highest values in January and February, decreased from March to August, and increased again from September to the end of the year (Figure 4). NH4+ concentrations at the surface widely varied among years (Figure 4), without any long-term trends (Figure 3). Conversely, at −20 m, −60 m, and for the integrated mean value (0–70 m), the interannual variability was less pronounced, but a marked decrease was recorded between 1995 and 2015, with the strongest reduction recorded at −60 m (−2.24% per year). The decrease was particularly important between 1996 and 2009, followed by a slight increase in the period 2010–2015.
As for other nutrients, PO43− concentrations displayed a decreasing vertical gradient (Table 1) with an integrated mean of 0.04 ± 0.03 mmol m−3. The seasonal variability was less pronounced than that of the other nutrients; at the surface, the concentrations were higher in the first part of the year and relatively low in the second part. At −20 m and − 60 m, and for mean integrated values, a similar pattern was discernible, characterized by small variations and a decrease in the summer months (July and August). High-quality data on PO43− concentrations in the 1980s were scarce because the concentrations were close to the detection limit of the analytical method utilized, precluding a statistical comparison with the 1995–2019 period. In the period 1995–2002, concentrations fluctuated widely from year to year with very similar variations at all depths. From 2002 to 2019, the PO43− concentrations decreased, with the fastest decreasing phase between 2002 and 2012. Calculated on the period 1995–2019, the rate of decrease varied between 2.19 and 5.14% per year, depending on the depth considered (Figure 3, Table 2).
Si(OH)4 concentrations displayed a pattern similar to that of NO3− with a minimum at −20 m (Table 1) and an integrated mean of 1.44 ± 0.0.65 mmol m−3. By contrast, seasonal signals were observed at different depths. At the surface, Si(OH)4 concentrations were the highest (>2 mmol m−3) in January and February, then they decreased reaching the minimum in August (0.86 mmol m−3), to rise again until December. At −20 m, concentrations rapidly decreased in the first months of the year (from 1.81 mmol m−3 in January to 0.84 mmol m−3 in March) and rose slowly and irregularly from April until December. At −60 m, concentrations decreased from January to March (1.30 mmol m−3) and then increased, reaching the highest values (around 2 mmol m−3) from August to October. Consequently, surface waters were depleted in Si(OH)4 relative to the other depths during the entire summer but replete in winter. Si(OH)4 concentrations strongly fluctuated between years at 0 m, leading to an alternation of years with the highest concentration at the surface and (more frequent) years with the highest concentration at the bottom. A significant trend for Si(OH)4 concentrations was observed only at −20 m depth, characterized by a decrease of 0.86% per year between 1995 and 2019.
3.3 Chlorophyll a
The median values of Chl a concentrations over the entire period (Table 1) displayed a clear vertical gradient from the surface to the bottom and an integrated mean concentration of 0.54 ± 0.40 mg m−3. The annual cycle of Chl a presented two seasonal peaks, typical of temperate areas (Figure 6A). At the surface, Chl a showed the first significant accumulation in March, after the winter minima (December–February 0.63 mg m−3), and reached a peak in May (2.62 mg m−3). The Chl a concentration then decreased to a relative minimum in August (1.26 mg m−3). A secondary peak was detected in late summer-early autumn, with the highest surface concentration in September (1.62 mg m−3). At −20 m, −60 m, and for the integrated mean, the spring peak occurred earlier (in March), while May to September was a period of low concentrations. Another increase occurred in autumn, with the highest concentrations in October for the integrated mean (0.68 mg m−3), in November at −20 m (0.71 mg m−3), and in December at −60 m (0.26 mg m−3).

Chl a concentration was higher in the period 1984–1990 than in 1995–2019 at all depths (p < 0.05). Between 1984 and 1990, decreasing trends were observed at all depths, except −60 m (Figure 6B), ranging between −0.12 and −0.03 mg m−3 year−1, depending on depth (Table 2). With the exception of the surface layer, Chl a concentrations varied by less than a factor 2 over the whole time series, with an increase in the final part of the series (+0.04 mg m−3 year−1).
We independently analysed the two main seasonal blooms occurring in the GoN in spring (March–June) and autumn (September–December). In spring, the median Chl a concentrations decreased with depth and the integrated mean concentration was 0.71 ± 0.44 mg m−3. Fluctuations were quite strong at 0 m (Figure 6C), displaying differences of almost an order of magnitude (4.96 mg m−3 in 1984 and 0.66 mg m−3 in 1991). Spring Chl a concentration was significantly higher in the period 1984–1991 at all depths (p < 0.01), while it increased at the surface and as integrated mean (0.05 and 0.01 mg m−3 year−1, respectively) from 1995 to 2019.
In autumn, Chl a concentration was less variable along the water column than in spring and displayed a mean integrated value (0.58 ± 0.39 mg m−3, Figure 6D) almost similar to the spring value. Autumn Chl a showed trends similar to those detected for the entire year, decreasing from 1984 to 1990 and increasing during the 1995–2019 period at all depths. In addition to the trend observed for the concentrations, the autumn bloom displayed a change in seasonality, assessed as the week of maximum concentration. Measured over the entire water column, the Chl a maximum value occurred 4 weeks later in the period 1997–2019 compared with the period 1984–1990 (week 44 ± 4 and 40 ± 6, respectively, p < 0.05). At −20 m, the maximum Chl a concentration occurred increasingly later over the 1997–2019 period (Figure 6E), and the steepest change was detected between 2000 and 2006. On average, the maximum Chl a at −20 m occurred in week 41 in the period 1984–1990 and in week 47.5 in 2007–2019, corresponding to a delay of 6–7 weeks.
3.4 Anthropogenic pressures and environmental drivers
From the vertical gradients of N and P, we inferred that nutrient inputs from land play a crucial role in the system. Therefore, we attempted to estimate the household, industrial, and agricultural mobilization of N and P in the territory insisting on the GoN (basically the province of Naples), being aware of the difficulty of quantitatively assessing the transfer functions. The analysis highlighted that most of the mobilized N was of industrial origin, while most of the P was of agricultural origin till 2010, when household P sources became dominant (Figure 7, Table 3).

Nitrogen | Phosphorus | ||||
---|---|---|---|---|---|
Time period | Mobilization on land (t-N year−1) | Nutrient loads in the GoN (t-N year−1) | Mobilization on land (t-P year−1) | Nutrient loads in the GoN (t-P year−1) | |
Industrial sources | 1981 | 24,125 (14475) | n.a. | 256 (153) | n.a. |
1991 | 22,261 (13357) | n.a. | 142 (85) | n.a. | |
1995–1999 | 21,250 (12750) | n.a. | 128 (77) | n.a. | |
2000–2009 | 20,459 (12275) | 15,414 (9248) | 121 (73) | 91 (55) | |
2010–2019 | 17,706 (10624) | 13,381 (8029) | 102 (61) | 77 (46) | |
Household sources | 1984–1991 | 10,736 (5690) | n.a. | 2560 (1357) | n.a. |
1995–1999 | 11,361 (6021) | n.a. | 1864 (988) | n.a. | |
2000–2009 | 11,503 (6097) | 7055 (3739) | 1845 (978) | 1163 (616) | |
2009–2019 | 11,165 (5901) | 7098 (3762) | 1795 (952) | 1141 (605) | |
Agricultural surplus | 1984–1991 | 9341 | 4671 | 4238 | 720 |
1995–1999 | 7965 | 3983 | 4269 | 726 | |
2000–2009 | 7214 | 3607 | 4248 | 722 | |
2009–2019 | 2315 | 1158 | 1396 | 237 | |
Atmospheric depositions | 2000–2009 | — | 977 | ||
2009–2019 | — | 798 | |||
Sarno discharge | 2003–2013 | — | 3463 | — | 193 |
N production due to household activities increased between 1984 and 1999, from 10,343 to 11,773 t-N year−1, and subsequently decreased until 2019, returning to values similar to those in the mid-1980s. Household P production, which encompasses both physiological P excretion and the use of P-containing detergents, strongly decreased between 1984 and 1991, from an estimated 3409 t-P year−1 to 1913 t-P year−1, and to 1760 t-P year−1 in 2019. Based on our calculations, changes were due to the modification of dietary habits (increasing consumption of proteins in the 1980s and the 1990s and decreasing afterwards) and to the strong reduction in the detergent P content between 1985 and 1995 (data not shown). Estimated data on industrial N and P production were not available for all years. However, a slight decrease was visible between 1981 and the 1990s (Table 3), and a strong decrease occurred between 2007 and 2011 (−23% in 4 years for both N and P, passing from 20,809 t-N year−1 and 123 t-P year−1 to 18,430 t-N year−1 and 109 t-P year−1). A slight increase occurred in the following years, without reaching the pre-2007 levels.
Based on a conservative estimation limited to depurated wastewater from coastal municipalities, at least 11,790 t-N year−1 and 651 t-P year−1 from point sources flowed into the GoN in the period 2010–2019 (Table 3).
Agricultural N and P surpluses fluctuated significantly from year to year, with major decreases in the 2000s. N and P surpluses decreased by 77% and 83%, respectively, between 2005 and 2013. In the successive years, the nutrient surplus remained low. This trend was linked to a massive reduction in the use of fertilizer, whereas the crop production decreased by a smaller proportion over the same period (Figure S4). Considering the soil retention, we estimated that the agricultural contribution to the GoN waters would have decreased from 4671 t-N year−1 and 720 t-P year−1 to 1158 t-N year−1 and 237 t-P year−1 between the 1980s and the 2010s.
Compared with the main anthropogenic pressures, the atmospheric N deposition (884 ± 172 t-N year−1 directly deposited on the GoN surface in 2000–2019) and the discharge of N and P by the Sarno River (3463 ± 1147 t-N year−1 and 193 ± 76 t-P year−1) may be considered minor fluxes.
We then analysed the relationship between N and P mobilization on land and their concentrations in the water.
No significant relationship was found between industrial N production and the concentrations of ammonium or nitrate in the GoN. Conversely, positive correlations were found between the phosphate concentration and the sum of agricultural and point sources P loads in the GoN over 2000–2019 (r2 = 0.28 at 0 m, 0.46 at −20 m, 0.37 at −60 m, and 0.46 on the integrated mean, p < 0.05), with agricultural loads explaining 99% of the variation.
Finally, we attempted to identify the main drivers of chlorophyll accumulation using in situ data. The chlorophyll concentration was modeled (Figure 8) independently for the whole year, the spring bloom (March–June), and the autumn bloom (September–December). The chlorophyll concentration was influenced by different mechanisms depending on the depth and time period considered. When averaged over the whole year, the NO3− concentration increased the chlorophyll concentration (explaining 20 to 33% of its interannual variation), while 19% to 39% of the variation was explained by the MLD (negative impact) or the lateral advection of fresher water (positive impact). It should be noted that the models including either MLD or lateral advection of freshwater had a very similar likelihood (measured by AIC; data not shown), highlighting the close correlation between the two variables.

When investigating the spring bloom, salinity explained most of the Chl a concentration at 0 m, whereas nitrates, temperature, lateral advection of fresher water, MLD, and cloudiness explained the concentration at other depths.
For the autumn bloom, the explanatory power of the models was low, but we identified the week of stratification end as explaining 23% of the integrated mean chlorophyll concentration. Lateral advection of fresher water and MLD explained together 29% of the chlorophyll at 0 m, and NO3− concentration explained 21% of the chlorophyll at −60 m.
4 DISCUSSION
Coastal areas are affected by both anthropogenic activities and natural variability over a wide range of temporal scales, including long-term climate change. In fact, three decades are considered the minimum temporal scale to characterize a climate regime (IPCC, 2007), but the impact of anthropogenic pressures on coastal areas may dominate changes observed on shorter timescales (e.g., He & Silliman, 2019).
In this study, we analysed the multidecadal patterns of the main nutrient concentrations (nitrate, ammonia, phosphate, and silicate) at a coastal site and tracked their seasonal and long-term variations, building on the LTER-MC sampling program. We linked these variations to meteorological forcing and anthropogenic activity on land and determined their overall impact on phytoplankton biomass accumulation close to the city of Naples, providing an overall picture of the main features of the coastal area of the GoN.
4.1 Nutrient sources sustaining MC-LTER planktonic food web
The territory around the GoN hosts more than 3 million people who mobilize N and P through different activities, as summarized in Table 3. These numbers are computed using methods frequently adopted to infer mobilization and loads. Because these are indirect assessments based on several assumptions, they provide an order of magnitude rather than exact values. Considering the stocks mobilized in the entire province of Naples for the decade 2010–2019 as an upper bound, ~31 kt-N year−1 and ~3 kt-P year−1 could potentially be transferred to the GoN. These values are quite high, larger than the discharge of a large river such as the Ebro (26 kt-N year−1, 0.8 kt-P year−1) during the first decade of the millennium (Cozzi et al., 2019). Moreover, they would represent a significant terrestrial contribution also for the Tyrrhenian Sea as a whole, since the estimates for the riverine inputs amount to 88 kt-N year−1 and 4.1 kt-P year−1 in the 1990s (Ludwig et al., 2009), and the atmospheric depositions from 39 to 104 kt-N year−1 and 12 to 40 kt-P year−1 (extrapolating deposition data from Corsica to the basin; Desboeufs et al., 2018). A lower bound of 13 kt-N year−1 and 0.9 kt-P year−1 could be estimated by considering: 1. only the population living in the cities or towns on the coast (~40% reduction); 2. wastewater treatment, whose products are partly conveyed to the neighboring Gulf of Gaeta (~25% reduction); 3. soil retention (~50% and ~83% reduction in N and P, respectively). These values may be scaled up by a factor of 1.4 and 2.1 for N and P, respectively, considering the estimated mobilizations during 1980s (Table 3). The estimated ranges were reduced from 44 to 18 kt-N year−1 and 7.1 to 1.9 kt-P year−1, respectively. Phytoplankton growth and accumulation occur mostly within the 100 m isobaths, where LTER-MC is located (e.g., Cianelli et al., 2017; Uttieri et al., 2011). These areas account for ~30% of the Gulf surface (corresponding to ~260 km2). Assuming that the largest fraction of terrestrial inputs is utilized in these areas and that nutrient uptake occurs with a Redfield Ratio of C:N = 106:16 (Redfield et al., 1963), they would sustain an annual primary production of ≤674 to 283 g C m−2 year−1 or ≤ 519 to 141 g C m−2 year−1 depending on the element, N or P, which determines the carrying capacity. These numbers increased to ≤957–392 g C m−2 year−1 or ≤ 1116–299 g C m−2 year−1 for the first period of the time series. The derived minima were strikingly close to the observed value of primary production measured with the 14C incubation method in the first 4 years (1984–1988) of the time series, which ranged from 302 to 404 g C m−2 year−1 (Zingone et al., 1995). Other measurements (12, mostly in spring and summer) in the years 2004–2005 averaged 477 g C m −2 year−1 (Santarpia, 2006), while during 2007–2008 (14 measurements), the average value was 237 g C m−2 year−1 (unpublished data), which is also close to the estimates based on the corrected nutrient load. This leads us to conclude that, with the caveat of the several assumptions made, the main source of nutrients for plankton at LTER-MC is inputs from land, certainly during spring and summer. This is also supported by the nutrient minima at −20 m, which suggests that upward diffusion from the layer below plays a minor role. Even during winter, when the vertical mixing supplies nutrients to the surface, they are utilized by phytoplankton in a minimal amount, and the episodic blooms are supported by nutrients supplied by runoff and are transported to the station with fresher water (Zingone et al., 2010).
4.2 Patterns and drivers of LTER-MC vertical dynamics
The presence of three layers that remain decoupled for several months copes well with what is known about the horizontal dynamics of the GoN and the impact of terrestrial inputs. In brief, the December to March period, when the water column is homogeneous because of recurrent convective and wind mixing events and the flushing with Tyrrhenian waters is more effective, is also a period with high terrestrial water inputs. Conversely, in summer, flushing is less frequent, although not completely absent, and runoff is weaker (Cianelli et al., 2015, 2017; de Ruggiero et al., 2016; Uttieri et al., 2011). The interplay between terrestrial inputs and flushing creates fluctuations in the water types (coastal, offshore, or mixed) at the study site LTER-MC. A typical sequence is observed within a few days to 2 weeks: (i) nutrient-rich runoff, (ii) phytoplankton response and biomass accumulation, and (iii) vertical redistribution or horizontal dispersion of nutrients and biomass. This sequence suggests that terrestrial nutrients are underutilized at LTER-MC in winter and possibly exported offshore together with the biomass accumulated near the coast, while they are much better utilized in summer and autumn.
When the three-layer system stabilizes, upon the start of stratification, the sporadic events of nutrient enrichment related to the intrusion of deeper offshore waters with LIW entrainment do not significantly contribute to an increase in phytoplankton biomass, while a subsurface maximum of Chl a (DCM) is almost absent at LTER-MC. In stratified oligotrophic waters, DCMs are typically located near the base of the euphotic zone, matching the top of the nutricline (Cullen, 2015; Estrada et al., 1993; Marañón et al., 2021). The nutricline and the DCM in the Tyrrhenian Sea reside around 65–70 m (Lavigne et al., 2015), which is very close to the bottom depth of LTER-MC, and the relatively high biomass at the surface in summer is again linked to waters of coastal origin (D'Alelio et al., 2015), indicating the absence of nutrient limitation at the surface, which prevents the establishment of a persistent DCM.
In autumn, the water entrained in the mixed layer is deprived of nutrients (Figure S4), and biomass accumulation is still dependent on terrestrial inputs or recycled nutrients.
4.3 The LTER-MC trophic regime
Notwithstanding the often conspicuous terrigenous inputs, the analysis of multidecadal nutrient data acquired at the LTER-MC station does not reveal a ‘heavily eutrophic’ condition at the sampling site. The observed nutrient concentrations are, on average, more similar to the values reported for other Mediterranean time series, for example, Blanes Bay (Gasol et al., 2016), Villefranche-sur-Mer (Vandromme et al., 2011), and the Balearic Sea (Fernández de Puelles et al., 2007) and lower than those of highly eutrophic sites, such as the Northern Adriatic Sea (Grilli et al., 2020) or the Venice Lagoon (Bernardi-Aubry et al., 2020). Also our direct and indirect estimates of annual primary production, despite some occasional peaks of high phytoplankton biomass (0.07% of samples above 10 mg Chl a m−3 and 2.28% above 5 mg Chl a m−3), are, on the average, significantly lower than those of some eutrophic gulfs, e.g., Izmir Bay in Turkey (Bizsel & Uslu, 2000). The spread of half-saturation constants for inorganic nitrogen uptake is wide and varies among chemical species, environments, and taxa (e.g., Mulholland & Lomas, 2008). Assuming 0.5 or 1.0 mmol m−3 as representative values, 40% of samples had a NO3− concentrations higher than 0.5 mmol m−3 and only 15% had concentration >1 mmol m−3. Applying the same thresholds to NH4+, since ammonia is a relevant source of dissolved inorganic nitrogen in the GoN, the observed percentage is quite similar (>0.5 mmol m−3 in 40% and >1 mmol m−3 in 18% of observations, respectively).
In fact, dramatic effects related to eutrophication (hypoxia, HABs, and fish mortality) have never been reported in the GoN. Only some greenish seawater discoloration and turbidity events caused by diatoms and small flagellates were observed in the 1980s (Zingone et al., 2006 and references therein).
Physical dynamics mitigate anthropogenic impacts by periodically diluting land-derived inputs and phytoplankton biomass built up along the shore. A similar scenario was also observed in the adjacent Bay of Pozzuoli, characterized by a relatively good status of waters (Margiotta et al., 2020) in contrast to the high pollution of sediments (Cavaliere et al., 2021; Trifuoggi et al., 2017). The key role played by meteorological forcing and large-scale circulation in exacerbating or mitigating the effects of eutrophication has also been observed in different coastal areas of Southern Europe (Cozzi et al., 2019). Numerical studies and radar observations have confirmed that the flushing time of the inner part of the GoN can range from hours to a few days (Cianelli et al., 2015, 2017; de Ruggiero et al., 2016).
4.4 Seasonal and interannual variability
Notwithstanding the strong environmental variability characterizing the study area, robust seasonal signals were observed not only in the temperature and salinity data, as previously reported (Kokoszka, Le Roux, et al., 2022; Ribera d'Alcalà et al., 2004), but also for nutrients and Chl a.
The maximum nutrient concentrations at the surface are generally observed in February–May, in conjunction with the annual maxima of freshwater inputs (Kokoszka, Le Roux, et al., 2022) while the highest Chl a concentration occurs toward the end of this period (April–May), when the stratification increases, as observed in other temperate ecosystems (Cloern & Jassby, 2008; Lavigne et al., 2013).
The observed seasonality is rather constant over the study period for almost all the investigated variables, thus indicating a ‘stable’ system despite the high intermittence of terrestrial inputs. The regularity and stability of the seasonal cycle have been observed in phytoplankton (Longobardi et al., 2022) as well as in zooplankton communities (Mazzocchi et al., 2023). The recurrent seasonality patterns are partially explained by the key role played by astronomical forcing (e.g., annual cycle of solar radiation and photoperiod) at these latitudes, as also pointed out by Cloern and Jassby (2010) in a comparison study focused on phytoplankton variability. It is worth noting the variation in the timing of the autumn blooms. The LTER-MC displayed the maximum autumn values of integrated (0–60 m) Chl a in September–October during the period 1984–1990. In more recent years, this autumn peak is shifted to October–November (Figure S5) with a lower median concentration in September, and it expands below the surface because of the deepening of the MLD. However, as argued by Kokoszka, Le Roux, et al. (2022), the increasing salinity at the bottom, which is a common trend in the Tyrrhenian Sea (Fedele et al., 2022), enhances water column stability and requires more energy to disrupt the stratification of the whole water column. This suggests that autumnal phenology is delayed as a result of climate change, with possible impacts on coupling between trophic levels (Atkinson et al., 2015). In fact, the significant changes observed in zooplankton after 2011, particularly in autumn, and the increase in <5 μm phytoplankton concentrations (Mazzocchi et al., 2023), seem to confirm this hypothesis. Moreover, the interannual variability of the physical properties recorded at LTER-MC is modulated by larger phenomena observed at the basin scale, especially in the case of extreme events. For instance, the high temperatures recorded in summer 2003 were observed in all of the Mediterranean Sea (e.g., Pisano et al., 2020) causing well-documented mass mortality events (e.g., Garrabou et al., 2009; Lejeusne et al., 2010), as well as the low temperatures in winter 2004/2005 and 2005/2006, which modified the deep water in the Western Mediterranean Sea as a consequence of intense mixing (López-Jurado et al., 2005; Marty & Chiavérini, 2010; Schroeder et al., 2016).
The variations in phosphorus and nitrogen concentrations are affected by large-scale processes but also seem to be strongly influenced by local drivers. The decrease in the use of phosphate-containing detergents caused by EU regulations and the reduction of agricultural activities are the main causes of phosphate reduction in the GoN. However, these two processes were observed in different time frames. A comparison with data from older literature (Carrada et al., 1974, 1980; Zingone et al., 1990) suggests a decrease from the 1970s to the second part of the 1990s due to the regulation of detergents, which also had a visible effect in several European seas (Desmit et al., 2019; Moon et al., 2016; Solidoro et al., 2009). In the period 2002–2017, the reduction in agricultural activities had a large local impact on phosphate concentrations. Agriculture plays a minor role in other areas (Artioli et al., 2008; Malagó et al., 2019; White & Hammond, 2009) because P is strongly retained in the soil. It might play a key role in the the GoN because of the characteristics of the volcanic soils of the area (De Vivo et al., 2006; Maisto et al., 2017; Vingiani et al., 2015), which would poorly retain P (Hinsinger, 2001; Penn & Camberato, 2019). A reduction in phosphate concentrations in the 2000s was also observed in the northern Adriatic Sea due to low runoff caused by a deficit in precipitation (Cozzi et al., 2020; Giani et al., 2012) and in the surface layer (0-100 m) of the Western Mediterranean Sea offshore waters (Belgacem et al., 2021).
For N, the observed interannual variability is more complex. In the second part of the time series, the reduction in ammonia stock could be tentatively attributed to improved wastewater treatment, as observed in other settings (Grizzetti et al., 2012). For the nitrate concentrations, a decreasing trend was observed in the intermediate layer, whereas a significant increase was detected at the bottom. However, direct relationships between activity on land and concentrations at sea are not recognizable. The absence of relationship might be due to the industrial N mobilization index, which tracks inappropriately temporal variations as it does not take into account changes in industrial processes. It could also be due to not linear relationships that imply additional factors, such as climate, local hydrodynamic conditions, and the stock of nutrients previously accumulated (Grizzetti et al., 2012). In this context, the reduced flushing detected in the years 2010–2019 caused by different wind regimes (Kokoszka, Le Roux, et al., 2022) may also explain the increase in nitrate concentration over the last years of the time series.
Chlorophyll a concentration displayed strong interannual variations, as well as long-term trends of decrease (1984–1991) and increase (1995–2019). The decrease in the first part of the time series could be related to the estimated reduction in anthropogenic loads, as hypothesized for the nutrient concentrations. By contrast, the increasing trend in the period 1995–2019 is more difficult to explain because nutrient concentrations displayed decreasing trends. However, Chl a interannual variability is linked to local conditions and large-scale phenomena. The increase in lateral advection of fresher water may drive the observed variability, especially during the spring blooms, and may be attributed to rainfall or water circulation variability (Kokoszka, Le Roux, et al., 2022), as also observed in other Mediterranean coastal environments (Kotta & Kitsiou, 2019; Marchese et al., 2015; Polat & Terbiyik, 2013). As rainfall modifications are linked to large-scale atmospheric pressure oscillations (Caloiero et al., 2011; Kokoszka, Le Roux, et al., 2022), local biomass accumulation is indirectly connected to large-scale atmospheric phenomena. A positive trend in Chl a concentration was observed along the coastal areas of the Tyrrhenian Sea during 1998–2009 by satellite (Colella et al., 2016), which seems to confirm that the trends observed locally might be part of a larger-scale phenomenon.
5 CONCLUDING REMARKS
- Similar to other sites off major cities, the GoN is exposed to conspicuous terrestrial inputs of both pollutants and nutrients. The latter are the main drivers of phytoplankton biomass fluctuations at LTER-MC, as well as in coastal areas of the GoN.
- Despite its morphology and negligible tides, the circulation in the GoN guarantees frequent flushing of the LTER-MC, dispersing or diluting plankton biomass and preventing the occurrence of eutrophication processes. In this scenario, future climatic conditions, that alter coastal circulation, could have strong impacts on the water quality of the GoN.
- In recent years, changes in meteorological forcing and physical dynamics in the GoN have strengthened the role of the autumnal blooms by delaying the end of the stratification period. While stratification in the open ocean is thought to hamper phytoplankton growth, it has an opposite effect at LTER-MC where the main nutrient supply is from land rather than from the subsurface nutricline, and nutrient utilization is favored by the extension of the stratification period.
- As nutrient concentrations in the Mediterranean Sea are generally decreasing and local inputs are also declining, we can predict long-term change in the seasonal cycle with a general reduction of the carrying capacity of the system. This makes the prediction of the biomass distribution and the food web structure a difficult task.
- The intensification of extreme events (e.g., heat waves, storms, floods) is recognized as a direct effect of ongoing climate change (e.g., Schär et al., 2004) and may have major impacts on marine ecosystems. Observations collected at LTER-MC station display signals related to the extreme events that have occurred at regional and basin scales. Therefore, data collected at the site can be used to assess the impact of larger spatial-scale processes with a markedly reduced effort.
These findings highlight the importance of LTERs in identifying ecosystem responses over a wide range of temporal and spatial scales.
ACKNOWLEDGMENTS
The authors thank Ferdinando Tramontano, Ciro Chiaese, Marco Cannavacciuolo, Roberto Gallia, and Gianluca Zazo for sampling and collecting data at sea. We also thank the Marine Research Infrastructure of the Stazione Zoologica and the entire LTER-MC Team for their continued collaboration in the project. We are very grateful to the two anonymous reviewers for their comments and suggestions, which helped to substantially improve this work.
FUNDING INFORMATION
The LTER-MC program is funded by SZN.
CONFLICT OF INTEREST STATEMENT
The authors declare no conflicts of interest.
Open Research
DATA AVAILABILITY STATEMENT
Data used in this paper are available on Zenodo (https://doi.org/10.5281/zenodo.7924734).