This study detected, for the first time, the occurrence of several PPCPs, along the entire coast of SC, Brazil. The state's economy is characterized by activities related to tourism, agriculture and industries, with a predominance of textile, ceramic and metal-mechanics industries (SEBRAE, 2013; FIESC, 2021). Moreover, SC is rich in surface freshwater resources which flow into the coastal water of the Atlantic Ocean (ANA, 2021). The occurrence of PPCPs was evaluated in eight sampling points in a coastal marine latitudinal gradient from North to South in areas under strong influence of riverine flow. These surface water bodies belong to five hydrographic regions, where the main and most densely populated cities are located, and where the industrial park of the state is concentrated (SEBRAE, 2013; IBGE, 2020). The screening of the pre-selected twenty-seven PPCPs was based on the annual consumption, reported toxicity and environmental persistence (Cmed, 2021; Roveri et al. 2021b). These PPCPs, were recently identified as having the greatest relevance for studies of environmental monitoring in Brazil (Chaves et al., 2021). The occurrence of these chemical compounds was somewhat expected in the hereby study area as result of the wastewater discharges from industrial and domestic effluents (Krogh et al., 2017; Asfa et al., 2020; Shahriar et al., 2021).
3.1. Overall occurrence of PPCPs on the coastal waters of Santa Catarina
From the twenty-seven chemical compounds assessed, it was possible to quantitatively (>LOQ) identify nine compounds. Caffeine (12.58-119.80 ng/L), diclofenac (1.398-7.920 ng/L), losartan (0.432-3.200 ng/L), cocaine (0.0248-0.1686 ng/L) and benzoylecgonine (0.0146-1.094 ng/L) were quantified in all sampling points. The carbamazepine (0.0242-0.2720 ng/L) quantified in 75% of the samples. The acetaminophen (0.212-10.040 ng/L) was quantified in 60% of the samples. Both the atenolol (1.13-2.50 ng/L) and orphenadrine (0.073-0.0886 ng/L) were quantified in 25% of the samples. Figure 2 shows the occurrence of each compound, revealing similar profiles for cocaine, caffeine, diclofenac and losartan, with the greatest amounts being consistently reported on the north coast and north-central coast.
Overall, the MEC of these PPCPs, i.e., 119.8 ng/L (caffeine), 10.040 ng/L (acetaminophen), 7.920 ng/L (diclofenac), 3.2 ng/L (losartan), 2.5 ng/ L (atenolol), 1.094 ng/L (benzoylecgonine), 0.272 ng/L (carbamazepine) and 0.169 ng/L (cocaine), were similar or lower to the values reported in other parts of the world, including Brazil (For more details, see also Table S3). For instance, high concentrations of the caffeine (MEC: 3000 ng/L) were detected in coastal waters of the Red Sea in Saudi Arabia (Ali et al., 2017). In China, in Xiamen Bay, acetaminophen concentrations in range of 0.137 ng/L – 5.483 ng/L were measured (Chen et al., 2021). In Brazil, on the coast of the Guarujá city, São Paulo, was detected the occurrence of caffeine (33.5 ng/L – 6550.0 ng/L), valsartan (19.8 ng/L – 798 ng/L), losartan (3.6 ng/L – 548 ng/L), acetaminophen (18.3 ng/L – 391.0 ng/L), benzoylecgonine (0.9 ng/L – 278.0 ng/L), atenolol (0.1 ng/L – 140.0 ng/L), diclofenac (0.9 ng/L – 85.7 ng/L), among others (Roveri et al., 2020a). In the coastal waters of Santos, Brazil, losartan was found in similar concentrations (<LOD – 3.4 ng/L) (Roveri et al., 2020b), or slightly higher concentrations (0.2 ng/L – 8.6 ng/L) (Cortez et al., 2018).
In the existent published studies regarding the coastal area of Brazil (Table S3), the most frequently identified compounds are caffeine, acetaminophen, atenolol, orphenadrine, diclofenac, losartan and carbamazepine. Moreover, a recent review study showed that acetaminophen, caffeine and diclofenac represent the greatest threats to the aquatic environment in Brazil (Chaves et al., 2021), confirming the hereby findings.
3.2 Spatial distribution of PPCPs on the coastal waters of Santa Catarina
The spatial distribution of the screened PPCPs in the coastal waters of SC is shown in Figures 2 and 3, which highlight the sampling points with the highest and lowest occurrences, as well as the MEC of the reported compounds. The largest number of PPCPs was detected at points P3 and P5, belonging to the central-north and central coast, respectively. At these points, the highest concentrations of PPCPs were also found (67% of the reported values). Moreover, atenolol and orphenadrine were only recorded here. Caffeine, diclofenac, losartan and cocaine were detected at all sampling points along the coast of SC. The ubiquous presence of caffeine can be a strong indicator of water contamination by inadequately treated sewage (Li et al., 2020). High levels of caffeine associated with the presence of sanitary effluent have been found in inland and coastal waters in Brazil and in other parts of the world, suggesting that it can be used as a tracer of anthropogenic activity (Li et al., 2020; Rigueto et al., 2020; Roveri et al., 2020a). According to the National Water Agency (ANA), SC has a low sewage treatment coverage rate, with only 24% of the population served (ANA, 2021). The occurrence of caffeine in significant amounts in the aquatic ecosystem may be associated with the consumption of coffee and tea, drinks that are widely appreciated by the Brazilian people (Souza et al., 2013). Although the concentrations detected in this study were low compared to other reports (Table S3) probably because of the estuarine dispersion to the coastal area, in the absence of additional information to safely assess the real influence of this compound in the aquatic environment, precaution is recommended regarding its effects of the aquatic biota (Korekar et al., 2020). The concentrations of acetaminophen (0.212 ng/L–10.040 ng/L) and diclofenac (1.398 ng/L–7.920 ng/L) found in this study were similar to the levels found in other areas [e.g., Roveri et al. 2020b (0.0014 ng/L to 1.4000 ng/L); Ojemaye and Petrick, 2021 (3.7 ng/L to 4.18 ng/L)].
The other identified drugs, such as losartan, atenolol, orphenadrine, carbamazepine, valsartan and propranolol, were found in low concentrations compared to other studies (Table S3: Cortez et al., 2018; Roveri et al., 2020a; Yang et al., 2020). However, the fact that they have been positively quantified demonstrates that they have significance in environmental analysis. These low values may reflect seawater dilution or environmental degradation processes, which need to be taken into account in the ecological assessment (Biel-Maeso et al., 2018). Furthermore, other factors such as bioaccumulation and the mixture of compounds in the aquatic environment, generating other metabolites, can magnify the effects of these pollutants on the environment, and therefore these PPCPs should be a matter of concern and frequent monitoring (Cizmas et al., 2015; Yin et al., al. 2017; Brew et al., 2020). Recently, a hospital wastewater was investigated in south of Brazil, being detected 43 PPCPs and 31 metabolic products; thereafter a quantitative structure-activity relationship modelation, predicted the effect of both parental compounds and metabolites, based on their degradability and bioaccumulative proprieties, revealing that they could be toxic to the environment and human health (Wielens Becker et al., 2020). In almost all sampling points, the compounds detected more frequently and in greater quantity were caffeine, diclofenac and losartan, with the maximum values detected in the sampling points located on the north coast (P1: losartan and diclofenac) and centre-north (P3: caffeine and losartan). These sampling points are influenced by large rivers and the largest watershed in the SVA, Itajaí Hydrographic Basin, and nearby two of the largest cities in the state, namely Blumenau (309,011 inhabitants) and Joinville (515.288 inhabitants) (Ibge, 2010). The reported values, associated with a greater concentration of people in these regions, allow us to suggest that the presence of PPCPs in coastal waters of SC is mainly due to the contribution of domestic sewage discharged to the ocean through outfalls or due to the freshwater runoff (Dafouz et al., 2018), which are the main routes for contamination of the aquatic environment by these pollutants (Biel-Maeso et al., 2018; Li et al., 2020; Rigueto et al., 2020).
3.3. Ecological risk assessment
Table 2 presents the summary data regarding the four chemical compounds that indicated ecological potential risks. The complete data for the nine detected and quantified PPCPs is showed in Table S2. The results show the following trend: (i) in relation to acute toxicity, six of the compounds (acetaminophen, atenolol, benzoylecgonine, carbamazepine, cocaine and orphenadrine) showed no ecotoxicity to algae, crustaceans and fish, while three of them (caffeine, diclofenac, and losartan) showed low to moderate ecotoxicity: caffeine and diclofenac had low ecotoxicity to crustacean and fish, respectively; losartan showed moderate toxicity to crustaceans; (ii) regarding the chronic toxicity, seven of the compounds showed no toxicity to algae, crustaceans, and fish (diclofenac, losartan, atenolol, benzoylecgonine, carbamazepine, cocaine and orphenadrine), while two of them (caffeine and acetaminophen) showed low and moderate toxicity to algae and fish: caffeine had low toxicity to algae, while acetaminophen had moderate toxicity to fish. The hereby reported compounds with potential, acute or chronic, ecotoxicity can cause deleterious effects in the aquatic environment.
Table 2: Ecological risk assessment results regarding the pharmaceuticals and illicit drug detected in coastal waters along of the Santa Catarina State, southern Brazil. This summary table presents the name of each compound; measured environmental concentration (MEC, ng/L); acute and chronic toxicity data: [(trophic level; organism’s test, toxicological endpoint, and concentration (ng/L)]; Assessment Factor (AF); and Predicted No-Effect Concentration (PNEC, ng /L). Data from the toxicological endpoints was obtained from several published works (References) available from the Ecotoxicology Database (ECOTOX), or, in the absence of derived experimentally data, estimated from the ECOSAR program. Note: Freshwater (1); Seawater (2); EC10: 10% Effective Concentration; EC50: 50% Effective Concentration; LC50: 50% Lethal Concentration; NOEC: No Observed Effect. Concentration; LOEC: Lowest Observed Effect Concentration. For further details, see M&M and Table S3.
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)
Caffeine in environmentally relevant concentrations can cause oxidative stress, lipid peroxidation and even mortality to aquatic organisms (Li et al., 2020). However, the caffeine concentrations found in this study, in general, do not acutely affect the aquatic environment (Gray et al., 2021). However, the fact that it was detected frequently and in all sampling points, and its direct connection with human activity, suggests the use of caffeine as a potential indicator of the presence of contamination from sanitary effluent discharges (Henderson, 2020; Rigueto et al., 2020; Li et al., 2020). Moreover, investigations carried out in recent years have evaluated the presence of caffeine in tissues of organisms such as fish, molluscs and suggesting bioaccumulation (Li et al. 2020; de Sousa et al. 2021). The presence of caffeine in high concentrations in the environment, results in a high-risk quotient for chronic exposure of biota (Dafouz et al., 2018), suggesting a high probability of adverse effects in the aquatic compartment (Pires et al., 2016; Santos- Silva et al., 2018; Godoi et al., 2020).
The occurrence of acetaminophen in the hereby reported concentration suggests a ecological risk considered moderate to fish. The toxicity caused by acetaminophen is generally mediated by reactive oxygen species and can result in multiple effects, ranging from protein denaturation to lipid peroxidation and DNA damage (Antunes et al., 2013), mainly as results of oxidative stress mechanisms (Nunes et al., 2014). Recently, it was show that relatively low levels of this compound can exert adaptive changes with unpredictable consequences in the gastropod Phorcus lineatus (Almeida and Nunes, 2019).
Diclofenac presented a low risk to fish. However, existent studies suggest that the presence of this drug and its metabolites may represent a high risk to aquatic biota due to its synergistic interactions with other contaminants (Sathishkumar et al., 2019). Ecotoxicological effects tested through the food chain, using fish (Solea senegalensis) fed with worms (Hediste diversicolor) exposed to environmentally realistic concentrations of diclofenac, showed a significant decrease in the activities of the enzymes catalase and acetylcholinesterase, suggesting that exposure to diclofenac can cause significant physiological and neurotoxic disorders in aquatic organisms (Nunes et al., 2020). Exposure of fish (Danio rerio) embryos and larvae to diclofenac resulted also in oxidative stress problems (Bio and Nunes, 2020). Diclofenac tested on mussel embryos (Mitylus galloprivincialis) affected enzymatic processes of gene transcription and promoted malformation of the physical structure of the shell (Balbi et al., 2018). Moreover, the study of the biotransformation processes occurring in aquatic organisms, namely in amphipod crustacean (e.g., Gammarus pulex and Hyalella azteca) exposed to diclofenac, showed that it produces methylated metabolites, more bioaccumulative and toxic than the parental compound, which should be considered for a comprehensive risk assessment (Fu et al., 2020).
Losartan showed moderate acute toxicity risk to crustaceans. Biological effects of losartan have been already reported in mussels Perna perna exposed to concentrations of losartan up to 3000 ng/L resulting in cytotoxic effects on gills and hemocytes (Cortez et al., 2018). But, the hereby reported values were much lower (0.432 ng/L to 3.200 ng/L). However, studies carried out in the city of Guarujá, São Paulo, Brazil, detected a significant amounts of losartan (3.6 ng/L – 548.0 ng/L) showing that the compound may present moderate to severe risks for algae, crustaceans and fish (Roveri et al., 2020a). Losartan effects were evaluated through inhibition tests with aquatic plants (Lemna minor) (Godoy et al., 2015) and bacteria (Aliivibrio fischeri) (Turek et al., 2020), but no significant toxic effects were observed. Losartan is present in urine in significant concentrations, around 35% (Guateque-Londoño et al., 2020), not being completely removed in WWTPs (Gurke et al., 2015). Regions with high population density and intense agricultural activities, represent a potential risk to the local ecosystem (Osório et al., 2016), since it causes cytotoxic effects on aquatic organisms (Cortez et al., 2018).
Carbamazepine, cocaine, benzoylecgonine, orphenadrine and atenolol did not present any risk (RQ < 0.01) for all trophic levels tested, which does not raise immediate concern regarding their toxic effects in the aquatic environment. However, these PPCPs are not alone in in the aquatic compartment; they are present in complex mixtures of chemical compounds, where additive or synergistic effects are expected to occur, causing deleterious effects sometime greater than those caused by the individual drug (Fernandéz et al., 2013; Di Nica et al., 2016). Chronic exposure to a mixture of PPCPs in zebrafish (Danio rerio) altered their metabolism, causing a significant reduction in the hepatosomatic index and histological changes in the liver and intestinal tissues, in addition to other observed effects (Hamid et al., 2021). Similarly, a mixture of PPCPs was tested on freshwater algae (Chlorella vulgaris) observing that the toxic effects of the mixture were greater than the effects of each individual substance (Geiger et al., 2016). Several ecotoxicological tests performed on different aquatic organisms exposed to 10 PPCPs in ecologically relevant concentrations, independently and in mixture, showed that the toxicity was 6.5 times, 100 times and 15,000 times greater than the concentrations of the individual compounds for algae (Pseudokirchneriella subcapitata), daphnia (Ceriodaphia dubia) and fish (Danio rerio), respectively (Watanabe et al., 2016). Other effects of mixtures of PPCPs in water were also observed, such as the increase in antibiotic-resistant bacteria (Cizmas et al., 2015). Moreover, PPCPs present in natural waters, like acetaminophen, which act as drinking water sources, during the chlorination step in conventional water plants could results in the formation of more toxic byproducts, such as trihalomethanes (Ding et al., 2018).