3.2.1 Ions
Figure 2 illustrates the evolution of the total ionic concentration (TIC) (µEq L− 1) at the different sites in Alsace. The highest mean TIC is obtained at Cronenbourg and Strasbourg with mean values respectively of 2164.7 and 2055.5 µEq L− 1, followed by Geispolsheim and Erstein whose values are respectively 1720.1 and 1565.5 µEq L− 1. The decreasing order of TIC is Cronenbourg > Strasbourg > Geispolsheim > Erstein, which is not consistent with that of the conductivity. The average TIC at Geispolsheim and Erstein has decreased between 2015 to 2018 respectively from 1893.4 to 1556.5 µEq L− 1 (by 18%), and 1968.6 to 1305.6 µEq L− 1 (by 34%). However, there is an increase in the TIC at Strasbourg between 2016 and 2018 from 1615.7 to 2495.2 µEq L− 1 (by 54%), and Cronenbourg between 2018 and 2021 from 1785.8 to 2543.5 µEq L− 1 (by 42%). Wet deposition can be one of the main reasons for the yearly trend in the TIC. It is also well known that temporal evolution of air pollutant loadings is very correlated with weather conditions (wind, relative humidity, and temperature), which lead either to their dispersion or accumulation in the ambient atmosphere. Differences in emissions could be also another factor responsible for the decrease/increase in the TIC (Lu et al., 2010; Cuhadaroglu and Demirci, 1997). In the current study, the ionic strength at Strasbourg is much lower than those reported previously (Millet et al., 1996; Herckes et al., 2002).
Figures 3 and 4 respectively show the evolution of individual anion and cation strengths (µEq L− 1) at the four sampling locations over the sampling period.
The main cations found in fogwater samples are ammonium (\({\text{N}\text{H}}_{4}^{+}\)) and calcium (\({\text{C}\text{a}}^{2+}\)), while the dominant anions are nitrate (\({\text{N}\text{O}}_{3}^{-}\)) and (\({\text{S}\text{O}}_{4}^{2-}\)). For instance, the mean concentrations of \({\text{N}\text{H}}_{4}^{+}\), \({\text{C}\text{a}}^{2+}\), \({\text{N}\text{O}}_{3}^{-}\), and \({\text{S}\text{O}}_{4}^{2-}\) at Geispolsheim are respectively 582.2 ± 201.5, 272.6 ± 101.2, 264.7 ± 173.6, and 233.9 ± 123.9 µEq L− 1. At Erstein, their mean concentrations are respectively 494 ± 197.4, 265.6 ± 182.4, 181.7 ± 138.3, and 182.3 ± 111.6 µEq L− 1. At Strasbourg, their mean concentrations are respectively 1041.5 ± 285.8, 361.2 ± 353.7, 150.3 ± 107.9, and 181.1 ± 96.1 µEq L− 1. At Cronenbourg, their mean concentrations are respectively 835.3 ± 265.9, 596.4 ± 87.2, 29.2 ± 9.2, and 111.7 ± 82.1 µEq L− 1. \({\text{S}\text{O}}_{4}^{2-}\) and \({\text{N}\text{O}}_{3}^{-}\) account together for an average of 81%, 64%, 73%, and 66% of the total anion concentration respectively at Geispolsheim, Erstein, Strasbourg, and Cronenbourg. \({\text{N}\text{H}}_{4}^{+}\) and \({\text{C}\text{a}}^{2+}\) account together for an average of 74%, 72%, 82%, and 74% of the total cation concentration respectively at Geispolsheim, Erstein, Strasbourg, and Cronenbourg.
The highest concentrations of \({\text{C}\text{a}}^{2+}\) are obtained at Cronenbourg and Strasbourg, followed by Geispolsheim and Erstein. Its emissions may result from the mineral dust released from cement produced during the different construction activities and land erosion (renovation of Strasbourg University, construction of new buildings, etc.) as well as from sea water. The \({\text{n}\text{n}\text{s} \text{C}\text{a}}^{2+}\) is calculated using Eq. (1) (all concentrations are in µg L−1).
\(\text{n}\text{s}\text{s} {\text{C}\text{a}}^{2+} ={\text{C}\text{a}}^{2+} -0.044\text{*}{\text{N}\text{a}}^{+}\) Eq. (1)
The results show that the mean ratios of \({\text{n}\text{n}\text{s}-\text{C}\text{a}}^{2+}\) to the total \({\text{C}\text{a}}^{2+}\) fraction at all sites are higher than 95%. This indicates that the contribution of \({\text{C}\text{a}}^{2+}\) from sea salts is negligible, since all sites are far from seas and oceans. It can be further emitted from the soil nature at Strasbourg and its vicinity composed of loess, which is very rich in \({\text{C}\text{a}}^{2+}\) involving fine dust particles that are easily spread by air currents (Millet et al., 1996). The concentration of \({\text{C}\text{a}}^{2+}\) has increased at Geispolsheim and Strasbourg, whereas it has decreased at Erstein and Cronenbourg over the sampling years.
The presence of \({\text{N}\text{H}}_{4}^{+}\) is directly linked to the input of ammonia (NH3) into fog droplets especially those coming from agricultural activities and fertilizer industries, and indirectly associated to the input coming from NH3 aerosols. The highest mean concentration of \({\text{N}\text{H}}_{4}^{+}\) is observed at Strasbourg, followed by Cronenbourg, Geispolsheim, and Erstein, which is inconsistent with the expected order. This suggests the probable effect of long-range transport (LRT) on pollutant loadings that leads to the higher \({\text{N}\text{H}}_{4}^{+}\) concentrations at the urban site than rural and suburban sites. There is a continuous increase in \({\text{N}\text{H}}_{4}^{+}\)concentrations at all locations during the sampling period, where agriculture becomes more and more important with time. For instance, \({\text{N}\text{H}}_{4}^{+}\) emissions have increased by 88%, 138%, 49%, and 59% respectively at Geispolsheim, Erstein, Strasbourg, and Cronenbourg.
Geispolsheim, which is a suburban site, has the highest \({\text{N}\text{O}}_{3}^{-}\) and \({\text{S}\text{O}}_{4}^{2-}\) concentrations even higher than those reported at the urban site Strasbourg. This could be attributed to the large consumption of coal, where coal burning is their primary energy source that releases \({\text{N}\text{O}}_{3}^{-}\) and \({\text{S}\text{O}}_{4}^{2-}\) (Shen et al. 2008; Zhang et al., 2015). The presence of \({\text{N}\text{O}}_{3}^{-}\) is further related to the direct input of gaseous HNO3 released from vehicular exhaust, as well as to the indirect input resulted from \({\text{N}\text{O}}_{3}^{-}\) aerosol scavenging. \({\text{S}\text{O}}_{4}^{2-}\) is derived either from \({\text{S}\text{O}}_{4}^{2-}\) aerosol scavenging or in situ oxidation of its precursor gas, SO2, released from the combustion of fossil fuels (Collett et al., 2002). The concentrations of \({\text{S}\text{O}}_{4}^{2-}\) at Geispolsheim, Strasbourg, and Cronenbourg vary within the same order during 2016 and 2018. Its concentration is mainly linked to some steel and aluminum factories in the industrial city, whose emissions can be transported by winds to other nearby regions. \({\text{S}\text{O}}_{4}^{2-}\) may have further emissions attributed to sea salts (marine contributions). The ratios of \({\text{S}\text{O}}_{4}^{2-}\) to \({\text{N}\text{a}}^{+}\) at Geispolsheim, Erstein, Strasbourg, and Cronenbourg are respectively 1.48 ± 1.19, 1.22 ± 1.04, 2.16 ± 2.28, which are all much higher than that of sea water (0.12) implying that \({\text{S}\text{O}}_{4}^{2-}\) does not originate from sea salt particles, and the marine contributions is, therefore, very weak or negligible. Thus, most of the \({\text{S}\text{O}}_{4}^{2-}\) originates from the direct input of SO2 as well as its collection contained in aerosols. The average ratios of \({\text{N}\text{O}}_{3}^{-}\)to \({\text{S}\text{O}}_{4}^{2-}\) at Geispolsheim, Erstein, and Strasbourg are almost equal to unity, except at Cronenbourg. Their average ratios are respectively 1.00 ± 0.41, 0.86 ± 0.36, 0.79 ± 0.17, and 0.32 ± 0.16. This indicates that at most sampling sites the contribution of \({\text{S}\text{O}}_{4}^{2-}\) is almost the same as that of \({\text{N}\text{O}}_{3}^{-}\). Furthermore, the average ratios of \({\text{N}\text{O}}_{3}^{-}\)to \({\text{S}\text{O}}_{4}^{2-}\) have decreased over the sampling period proving that the concentrations of \({\text{S}\text{O}}_{4}^{2-}\) have gradually decreased. For instance, the average ratios of \({\text{N}\text{O}}_{3}^{-}\)to \({\text{S}\text{O}}_{4}^{2-}\) have decreased from 1.38 to 0.48 (by 65%), 1.04 to 0.42 (by 59%), 0.92 to 0.65 (by 30%), and 0.42 to 0.2 (by 52%) respectively at Geispolsheim, Erstein, Strasbourg, and Cronenbourg. The non-sea salt sulfate (nss \({\text{S}\text{O}}_{4}^{2-}\)) fraction is calculated using Eq. (2) (Morales et al., 1998; Lu et al., 2010; Watanabe et al., 2006; Warneck and Williams, 2012). All concentration units are given in µEq L−1.
\(\text{n}\text{s}\text{s}{\text{S}\text{O}}_{4}^{2-}={\text{S}\text{O}}_{4}^{2-}-0.12\text{*} {\text{N}\text{a}}^{+}\) Eq. (2)
Other ions such as sodium (\({\text{N}\text{a}}^{+}\)) and chloride (\({\text{C}\text{l}}^{-}\)) are generally derived from droplet scavenging of sea salt, particularly in regions impacted by oceanic air masses. In addition to sea salts, \({\text{C}\text{l}}^{-}\) might derive from fossil fuel combustion, waste incineration, and vehicular emissions since gasoline contains lead bromo-chloride as an additive. However, the unleaded gasoline is banned in Europe, thus \({\text{C}\text{l}}^{-}\) emission released from leaded gasoline is not significant in the current study. The most probable emission source for \({\text{C}\text{l}}^{-}\) is the incinerator that is far almost 4 Km from Strasbourg. Other sampling sites might be also affected since the discharges are emitted in all directions around the incinerator (Millet et al., 1996). \({\text{C}\text{l}}^{-}\)can be further released from paper industries which use chloride in the vapor phase, but such factories are not present near our sampling sites. One another source of \({\text{N}\text{a}}^{+}\) is soil dust and biomass combustion used for cooking. The average ratios of \({\text{C}\text{l}}^{-}\) to \({\text{N}\text{a}}^{+}\) at Geispolsheim, Erstein, Strasbourg, and Cronenbourg are respectively 0.43 ± 0.21, 0.91 ± 0.42, 0.41 ± 0.13, and 0.24 ± 0.05 which are all lower than that in sea water (1.17) confirming the terrestrial origin of \({\text{N}\text{a}}^{+}\). Magnesium (\({\text{M}\text{g}}^{2+}\)), which is most frequently originated from sea salt as well as re-suspended road dust and long-range dust transport, is only detected in few samples taken during 2018 and 2021 at Strasbourg and Cronenbourg. However, it is not detected in any of the samples taken between 2015 and 2017.
The average non-sea salt fractions of \({\text{K}}^{+}\) (\({\text{n}\text{n}\text{s} \text{K}}^{+}\)) are calculated using Eq. (3). All concentrations are given in µEq L− 1
\({\text{n}\text{n}\text{s} \text{K}}^{+}={\text{K}}^{+}-0.022\text{*}{\text{N}\text{a}}^{+}\) Eq. (3)
The average \({\text{n}\text{n}\text{s}-\text{K}}^{+}\) fractions at Geispolsheim, Erstein, Strasbourg, and Cronenbourg are found to be respectively 23.5%, 51.8%, 27.9%, and 23.7%. This indicates that it might have a marine contribution in addition to its terrestrial origin.
The neutralization factors (NFs) are calculated using Eq. (6) to determine the neutralization capacity for the basic components (\({\text{N}\text{H}}_{4}^{+}\), \({\text{C}\text{a}}^{2+}\), and \({\text{K}}^{+}\)) (Possanzini et al., 1988; Di Girolamo et al., 2014; Yadav and Kumar, 2014).
\(\text{N}\text{F}\left(\text{X}\right)= \frac{\left[{\text{n}\text{n}\text{s}-\text{X}}^{+}\right]}{\left[{\text{n}\text{s}\text{s}-\text{S}\text{O}}_{4}^{2-}\right]+\left[{\text{N}\text{O}}_{3}^{-}\right]}\) Eq. (6)
where “X” is the neutralizing cation and \({\text{n}\text{n}\text{s}-\text{X}}^{+}\) is its non-sea salt equivalent concentration.
The calculated NFs for \({\text{C}\text{a}}^{2+}\), \({\text{K}}^{+}\), and \({\text{N}\text{H}}_{4}^{+}\) at all sampling sites during all sampling years are shown in the Supplementary Information (SI.4) in Table S4.1. The highest NFs are obtained in 2018, where \({\text{S}\text{O}}_{4}^{2-}\) and \({\text{N}\text{O}}_{3}^{-}\) levels are the lowest. Same order of neutralization is observed during all sampling years \({\text{N}\text{H}}_{4, }^{+}{\text{C}\text{a}}^{2+}\), and \({\text{K}}^{+}\).
The acidifying potential (AP) and neutralizing potential (NP) are respectively calculated using Eqs. (7) and (8) (Tsuruta, 1989; Blaś et al., 2010).
\(\text{A}\text{P}=\text{n}\text{s}\text{s} {\text{S}\text{O}}_{4}^{2-}+{\text{N}\text{O}}_{3}^{-}\) Eq. (7)
\(\text{N}\text{P}=\text{n}\text{s}\text{s} {\text{C}\text{a}}^{2+}+{\text{N}\text{H}}_{4}^{+}\) Eq. (8)
The average AP, NP, and AP/NP at all sampling sites and years are shown in the Supplementary Information (SM4) in Table S4.2. The results shows that the NP is higher than the AP proving the effect of alkaline components toward the neutralization of the acidic species. The average \({\text{N}\text{H}}_{4}^{+}\) concentrations, in some of the samples, are lower than their corresponding AP values showing that \({\text{N}\text{H}}_{4}^{+}\) is not capable alone to neutralize the acidity. The average NP is lower than AP at Geispolsheim during 2015 suggesting that an unknown species might be responsible for the basic state. Moreover, many samples have an excess of \({\text{N}\text{H}}_{4}^{+}\) compared with AP which is responsible for the high pH values. Thus, fog water neutralization is mainly caused by both coarse particles and NH3 scavenging. If the latter is the main process, \({\text{N}\text{H}}_{4}^{+}\) would be in excess. However, if the former process dominates, then \({\text{N}\text{H}}_{4}^{+}\) would be less than AP. In case \({\text{N}\text{H}}_{4}^{+}\) is in excess, it might also neutralize other anions such as organic acids (Lu et al., 2010).
3.2.2 Heavy metals
The results for the analysis of heavy metals at all sites are shown in the Supplementary Information (SI.5) from Table S5.1 to S5.5. Mn, Fe, Ni, Cu, and Zn are dominated in fog samples, whereas As, Cd, Cr, Pb, and Hg are detected at very low levels ranging from 0.6 to 7.7 µg L− 1 accounting for less than 0.6%. The highest elemental strength is observed at Cronenbourg (4525.3 µg L− 1), followed by Strasbourg (1819.7 µg L− 1), Geispolsheim (1721.1 µg L− 1), and Erstein (1553.1 µg L− 1). The most two abundant elements are Zn and Ni accounting for more than 77%, and their mean concentration levels vary respectively in the range of 942.5–2084.9 µg L− 1 (average of 1274.8 µg L− 1) and 170.6–1312.8 µg L− 1 (average of 566.9 µg L− 1). Then it comes Cu (34% of the total fraction) whose mean concentration levels vary in the range of 174.2–639.1 µg L− 1 (average of 328.5 µg L− 1). Other metals like Al, Mn, and Fe account together for less 10% of the total elemental fraction, and their concentrations vary respectively in the range of 21.8–76.2 µg L− 1 (average of 48.9 µg L− 1), 38.4–171.8 µg L− 1 (average of 91.5 µg L− 1), and 23.3–217.1 µg L− 1 (average of 80.5 µg L− 1). The decreasing order of the five least metals detected in fog water is Hg, Cr, Pb, Cd, and As, whose average levels vary from 0.4 to 7.7 µg L− 1. Those 5 heavy metals are known for their high toxicity to human health and environment. The low Pb concentrations can be explained by shifting to the use of unleaded fuels in France and surrounding regions since 1989.
Figure 5 shows the evolution of heavy metals concentration (µg L− 1) at all sampling sites between 2015 and 2021. It shows that the elemental concentrations at Geispolsheim and Erstein have decreased between 2015 to 2018 respectively from 2758.7 to 1473.3 µg L− 1 (by 53%) and from 2125.5 to 1200.9 µg L− 1 (by 63%). However, there is an increase (almost 4 times) in the concentration levels at Strasbourg between 2016 and 2018 from 725.2 to 2914.3 µg L− 1 (by 4 times), and Cronenbourg between 2018 and 2021 from 1894.7 to 7155.9 µg L− 1 (by 4 times). Same observations are also obtained for the ionic strength.
The enrichment factor (EF) is calculated for the analyzed heavy metals, taking Iron (Fe) as the crustal reference using Eq. (9) (Tripathee et al., 2014; Islam et al., 2015).
\(\text{E}\text{F}=({\text{X}/\text{F}\text{e})}_{\text{f}\text{o}\text{g}}/({\text{X}/\text{F}\text{e})}_{\text{c}\text{r}\text{u}\text{s}\text{t}}\) Eq. (9)
The mean EFs for the analyzed elements at all sites are presented in Table 6. It shows high EFs (higher than 100) for Ni, Cu, Zn, Hg, As, and Cd. This indicates highly enriched conditions (human-made activities), except at Cronenbourg in which the EF for As is 40.1 (moderately enriched). The average EFs for Al and Cr are lower than 10 ranging respectively from 0.2 to 0.9, and 1.4 to 7.7, and thereby are considered to be non-enriched. The average EFs for Pb at all sites are all between 10 and 100, and are considered moderately enriched. Most of the EFs for Mn are lower than 10, which are considered non-enriched at all sampling sites, except at Strasbourg in which its EF is 37.5 (moderately enriched).
Table 6
Average EF values for the analyzed elements at the four locations.
| Al | Cr | Mn | Ni | Cu | Zn | Hg | As | Cd | Pb |
Geispolsheim | 0.8 | 1.6 | 7.7 | 773.2 | 1134.7 | 1911.5 | 1085.1 | 222.2 | 1611.3 | 12.4 |
Erstein | 0.9 | 2.2 | 8.3 | 473.1 | 1082.4 | 2568.2 | 1013.3 | 137.5 | 1711.5 | 48.6 |
Strasbourg | 0.7 | 7.7 | 37.5 | 1882.3 | 2639.6 | 3501.6 | 3004.8 | 218.0 | 4495.6 | 20.7 |
Cronenbourg | 0.2 | 1.4 | 6.2 | 608.2 | 663.3 | 832.2 | 412.2 | 40.1 | 1002.7 | 11.3 |
The concentration levels found in the current research vary within the same range as those observed in Riverside (California) (Munger et al., 1983), New Delhi (India) (Ali et al., 2004), and Po Valley (Italy) (Gelencser et al., 2000), but lower than those observed in Baton Rouge (Louisiana) (Raja et al., 2005), Milesovka (Czech) (Fisak et al., 2009), Delta Barrage (Egypt) (Salem et al., 2017), and Coastal Island (Bangladesh) (Nahar et al., 2022). Additionally, the elemental concentration levels of heavy metals reported at Strasbourg are also lower than those found previously by Millet et al. (1996) at the same site.