Preprint
Article

Distinguishing between Sources of Natural Dissolved Organic Matter (Dom) by Means of Its Characteristics

Altmetrics

Downloads

170

Views

56

Comments

0

A peer-reviewed article of this preprint also exists.

Submitted:

27 July 2023

Posted:

27 July 2023

You are already at the latest version

Alerts
Abstract
Increasing levels of dissolved organic matter (DOM) in watercourses in the Northern hemisphere is mainly due to reduced acid rain, climate change, and changes in agricultural practices. However, their impacts vary in time and space. To predict how DOM respond to changes in environmental pressures we need to differentiate between allochthonous and autochthonous sources, as well as identify anthropogenic DOM. In this study we distinguish between allochthonous, autochthonous, and anthropogenic sources of DOM in a diverse watercourse network using DOM characterization tools and by assessing effects of land cover on water quality. Main sources of DOM are forests discharging allochthonous humic DOM, autochthonous fulvic DOM, and runoff from urban sites and fish farms with high levels of anthropogenic DOM rich in protein like material. Specific UV absorbency (sUVa) distinguish allochthonous DOM from autochthonous and anthropogenic DOM. Anthropogenic DOM differ from autochthonous fulvic DOM by containing elevated levels of protein like material. DOM from fishponds is distinguished from autochthonous and sewage DOM by having high sUVa. DOM characteristics thus provide valuable tools for deconvoluting the various sources of DOM allowing water resource managers to predict future trends in DOM and detect anthropogenic sources of DOM.
Keywords: 
Subject: Environmental and Earth Sciences  -   Environmental Science

1. Introduction

Dissolved organic matter (DOM) in soft freshwater environments primarily originates from the terrestrial environment, known as allochthonous material [1]. However, there is also a production of DOM by algae and other aquatic plants and microorganisms [2] in the surface waters (i.e., autochthonous), particularly in eutrophic lake waters. The main moiety of natural allochthonous DOM is humic compounds, which have a relatively high aromaticity and molecular weight. On the other hand, autochthonous DOM is dominated by fulvic matter, which has lower aromaticity and size [3]. Additionally, in most watercourses, there are anthropogenic inputs of DOM. Admittedly, many of the environmental states we observe have their origin in human societies, giving rise to theoretical approaches and models aiming at merging nature and society when analyzing those states [e.g., 4–8]. Although recognizing the importance of human societies cum anthropogenic drivers when analyzing environmental states, in this paper anthropogenic inputs of DOM in watercourses are referring to direct pollution, thereby allowing for analytically distinguishing between direct and indirect effects. Anthropogenic in this context is thus referring to local sources of DOM pollution such as from fishponds. On this basis, it is possible to conduct more informed analyses of the interaction between natural and anthropogenic factors (human societies), moving towards some type of merged studies but doing so is far beyond the scope of this paper. The anthropogenic DOM shares some characteristics with autochthonous DOM, such as low specific UV absorbency and higher biodegradability compared to allochthonous DOM [9].
In recent decades, a widespread increase in the browning of freshwater bodies has been observed in the Northern Hemisphere. This is primarily caused by an elevated flux of allochthonous DOM to rivers and lakes [10]. The main drivers behind this increase include declined sulfur deposition [11] with decreased ionic strength in precipitation [12], increased biomass due to afforestation and reduced grazing [13], as well as the impacts of increased wetness of soils [14] and a warmer climate [15,16]. However, future increases in surface water DOM are expected to be driven by factors other than further declines deposition of sulfur [17]. These factors may include changes in biomass due to climate, re-/afforestation, other land use changes [13], and the accumulation of nitrogen deposition [18]. To predict the effects of these drivers and pressures on DOM, there is a need for better source appointment of the DOM. Additionally, our freshwater systems are recipients of direct inputs of anthropogenic DOM, making it important for environmental managers to predict future developments in DOM and identify the presence of anthropogenic DOM in watercourses. This is a wicked task due to the combination of spatiotemporal variances in the drivers and spatial differences in the role of these governing factors, causing deviations in current increases in DOM concentration.
The concentration of DOM is commonly measured using proxies such as total- or dissolved organic carbon (TOC or DOC) and UV absorbency. In lakes with poor ecological conditions, Kaste et al. [19] observed that higher DOC levels are associated with lower relative absorbencies, reflecting that less aromatic autochthonous or anthropogenic DOM is more abundant in such lakes. A commonly used index to characterize DOM is thus the specific UV absorbency (sUVa). It is calculated by dividing the absorbance of DOM at λ254 (UVλ254) by DOC [20], providing information regarding the degree of aromaticity of the DOM. Biological oxygen demand (BOD) and chemical oxygen demand (COD) are commonly used to measure organic pollution. BOD5 reflects the portion of DOM that can be biodegraded by bacteria during a 5-day incubation, while COD measures the overall chemical oxidation potential of DOM. The ratio between BOD5 and COD (BOD5/COD) indicates the relative biodegradability of the DOM. COD can be determined using either the manganese (CODMn) or dichromate (CODCr) oxidation methods, with CODCr being the stronger method yielding usually between 2 to 5 times higher values compared to CODMn in surface waters [2]. In raw sewage, the average BOD5/CODCr ratio is above 0.4 [21]. Based on the understanding that allochthonous DOM has higher UV absorbency and is less biodegradable than autochthonous and anthropogenic DOM, Kaste et al. [19] hypothesized that sUVa values below 0.033 and BOD5/CODMn values above 0.5 indicate a significant contribution of autochthonous or anthropogenic DOM.
Fluorescence indexes determined from fluorescence excitation-emission (EEM) matrices are commonly employed to further assess the spectroscopic characteristics of DOM. The humification index (HIX) is a proxy for the relative degree of humification [22], the biological index (BIX) indicates the recent autochthonous contribution, and the fluorescence index (FI) ratio distinguishes between allochthonous DOM and autochthonous DOM derived from microbial activity or protein-like material associated with anthropogenic DOM from sewage [23]. These spectroscopic indexes thus provide information about the relative proportions of autochthonous, allochthonous, and anthropogenic humic matter within the DOM. EEM data are furthermore analysed using parallel factor (PARAFAC) analysis [24], which allows for the distinct appointment of the humic allochthonous, fulvic autochthonous, and protein-like anthropogenic components within the DOM material [25].
Hydrophobic and hydrophilic acid, bases and neutral moieties of the DOM are commonly determined by tandem solid phase extraction. Allochthonous DOM is generally found to contain a higher fraction of hydrophobic matter, while autochthonous and anthropogenic DOM contains more hydrophilic DOM [26,27].
The hypothesis confirmed in this study is that by examining the characteristics of DOM, it is possible to differentiate between DOM originating from different natural sources (allochthonous and autochthonous), as well as anthropogenic sources.

2. Materials and Methods

2.1. Study site

The study was conducted in the upper region of the Otava basin, located in the South Bohemian region of the Czech Republic. This watershed is divided into 14 sub-catchments, with their specific locations depicted in Figure 1 and characteristics described in Table 1. Geological composition of the study area is mainly poorly weatherable metamorphic igneous silicate rock, such as gneiss, paragneiss, and amphibolite. The various sub-catchments exhibit a wide range of characteristics, spanning from lowland areas starting at 360 m a.s.l. to mountains reaching heights of up to 1,370 m a.s.l. The lowland regions are predominantly agricultural land with numerous fishponds and scattered small villages. In contrast, the mountain region has dense Norway spruce forests [28]. The climate in this area falls between a maritime and a continental climate, exhibiting transitional characteristics.
Monthly samples from these sites have been collected over 20 years from 2000 to 2020. Starting in 2021, as part of the DWARF project (Drinking WAter Readiness for the Future, see acknowledgement), this monitoring was continued on a quarterly basis. As an extension of this study, a set of 16 water samples were collected in 2023 from a watercourse that were significantly impacted by fishponds near sample site 3 Volyňka - Strakonice. This watercourse forms a cascade of fishponds, covering approximately 3.9% of the total catchment area.

2.2. Trends in govering pressures

Based on data from the stations in Strakonice (49.2534N, 13.9156E; altitude 404 m a.s.l.) and Churáňov (49.0681N, 13.6150E; altitude 1,122 m a.s.l.), operated by the Czech Hydrometeorological Institute (https://www.chmi.cz), the annual mean temperature has risen from 5.8 in 1980 to 8.3 °C, in 2022, while precipitation has increased from 699 to 790 mm. Moreover, the frequency of prolonged droughts and intense rainfall periods have increased. Despite the changes in climate the amount of runoff in the Otava river at the main outlet at Písek, with an average of 23.5 m3 s−1, has not shown a significant long-term change. The region has suffered severely due to acidic deposition, particularly in the mountain areas, which have been nitrogen-saturated since the 1960s [29]. Sulphur deposition decreased from 6 g m−2 in 1985 to 1 g m−2 by the turn of the century and has gradually declined further to slightly above 0.3 g m−2. Both oxidized and reduced nitrogen deposition have decreased from 1.2 to 1.4 g m−2 in the 1980s to below 0.8 g m−2 in 2000, stabilizing at around 0.6 g N m−2 over the past two decades. In the administrative region of South Bohemia, to which the Otava basin belongs, the application of fertilization to agricultural land in 2020 were 130, 17, 42 and 73 kg/ha for N, P, K and Ca, of which 30%, 60%, 75% and 5%, were added in the form of manure and organic fertilizers, respectively (according to data from the Czech Statistical Office (CZSO); https://www.czso.cz). During the past 20 years, the total doses of fertilizers has remained stable, though the proportion of manure has slightly (up to 10%) decreased. Based on summer Normalized Difference Vegetation Index (NDVI) data, Carlson [30] found an increase in biomass across all sub-catchments from 2000 to 2010. Between 2010 and 2020, biomass in the lowlands stabilized or slightly declined, while in the forested mountains, the increase continued, resulting in a total biomass increase by 12% to 17% since 2000. Remarkably, this increase in forest biomass occurred despite a severe bark beetle attack, which caused significant damage to large, forested areas [31].

2.3. Land use and other catchment characteristics

Land cover characteristics of the studied catchments were determined using the GIS databases of the Czech Republic (topological-vector database ZABAGED, https://www.cuzk.cz/; public land registry LPIS, https://eagri.cz/public/app/lpisext/lpis/verejny2/plpis/), and LANDSAT 7 ETM+ satellite images (on the territory of Germany). This land cover data reflects the situation in 2009, though no significant changes have occurred since then. According to census of population, houses, and apartments, provided by the Czech Statistical Office (CZSO), the total population of the basin, which amounted to 140.2 thousand people, remained relatively stable from 2001 to 2020, with a minor decrease of 0.3%.

2.4. Biochemical analysis

This study assesses a comprehensive set of water chemistry data in the Otava river watershed, divided into 14 sub-catchments, covering the period from 2000 to 2022 (Table S3). The data used in this analysis consists of historical monthly records from 2000 to 2020, sourced from the Vltava Basin Authority and Čevak Inc. Additionally, quarterly data from 2021 to 2022, generated by the ongoing DWARF project, are included. The water samples are analyzed for pH, alkalinity, suspended solids (SS), biological oxygen demand (BOD5), chemical oxygen demand (CODMn and CODCr), total- and/or dissolved organic carbon (TOC, DOC), UV absorbency (Abs. @UVλ254), total nitrogen (TOT-N), total phosphorous (TOT-P), chlorophyll A (Chl-a), major cations (Ca2+, Mg2+, Na+, K+), major anions (SO42-, NO3-, Cl-), phosphate (PO43-), and ammonium (NH4+) (Table S3). It is important to note that the monitored parameters varied between sites and over the years. The analytical methods employed by the Vltava Basin Authority for the historic data can be found in Appendix A (Table A1). The DWARF samples underwent pre-filtration in the field using a 200 μm sieve to remove coarse particles. Subsequently, the samples were stored in the dark at 4 °C until analysis within two days. In the laboratory, membrane filters (0.45 μm) were used for ions analysis, while glass-fibre filters (0.4 μm) were used for other analyses. Detailed information regarding the analytical methods employed for the DWARF samples can be found in Appendix A (Table A2).
To investigate the fluorescence characteristics of the DOM, fluorescence excitation-emission intensity (Ex I – Em I) spectra (EEM) were determined for the four seasons in 2021 (n = 56) and 2022 (n = 56), and the winter season in 2023 (n = 14). This analysis was conducted using a Duetta machine (Horiba, France), with an excitation range of 250 – 550 nm (at 5 nm intervals) and an emission range measured from 280 to 800 nm. Absorbance measurements for inner filter effect correction were simultaneously performed by the instrument. All EEMs were blank-subtracted using the EEM of Milli-Q water obtained on the same day. Moreover, DOM in half of the water samples from 2021 and 2022 (n = 56) were fractionated using the method described by Chow et al. [32] into four DOM fractions: Very Hydrophobic Acids (VHA, adsorbed by DAX-8), Slightly Hydrophobic Acids (SHA, adsorbed by XAD-4), Charged Hydrophilic Acids (CHA, adsorbed by IRA-958), and Neutral Hydrophilic Matter (NEU), which was not adsorbed on any of the ion exchange resins.

2.5. Derived parameters and statistical analysis

DOM characteristics were determined based on spectroscopic indexes and fractionation (Table S4). The sUVa was calculated by normalizing the UVλ254 value to the DOC concentration. Several indices were determined based on the EEM matrix. These include the degree of humification ( H I X = I E m 430 480 n m I E m 300 345 n m λ E x 254 n m ) [33], the biological index ( B I X = I E m 380 I E m 430 λ E x 310 n m ) [23,34] the Fluorescence index (FI = I E m 470 n m I E m 520 n m λ E x 370 n m ) [22,25,35,36], and the spectral ratio ( S R = I E m   S l o p e 275 295 n m I E m   S l o p e 350 400 n m ) [37]. These indices were derived using the stardom package [38] in the R programming environment [39].
Further, the fluorescence EEM signals were decomposed by the PARAFAC analysis (See Chapter S4). This analysis was also computed using the staRdom package in the R programming environment, following the principles outlined by Murphy et al. [24] and Stedmon & Bro [40]. The fluorescence intensities were expressed in Raman units, and various pre-processing steps were applied, including scattering removal, interpolation, data normalization, and the constraint of nonnegativity. No outliers were identified.
Three PARAFAC components were identified that collectively provide a robust description of DOM fluorescence within the dataset, accounting for 98.6% of the total variance in the EEM data matrix. The maximum (and lower) fluorescence intensities were for the three components found at the following excitation and emission wavelengths (nm): component 1 (C1) had the highest fluorescence intensity at λexcitationemission 265 (365)/487; component 2 (C2) exhibited maximum intensity at λexcitationemission 250 (305)/413; while component 3 (C3) had a maximum intensity at λexcitationemission 280/336. The characteristics of the underlying fluorophores were found from matches (Tucker’s congruence coefficient (TCC) > 0.95) with literature in the OpenFluor database [24]: i.e., C1) high molecular weight humic DOM of allochthonous origin and associated with a high degree of aromaticity [41,42,43]; C2) medium molecular weight fulvic DOM, likely derived from microbial reprocessing in the water [41,44]; and C3) protein like material. The latter is customary linked to anthropogenic sources [45,46]. The relative fluorescence intensity of each component (%Ci), expressed as a percentage of the sum of the three components, was used for further analyses. Model validation procedures, including visual evaluation of spectral loadings, leverages, sample residuals, and split-half analysis (TCC > 0.996), were performed. Additional details regarding the model, validation, and literature matches can be found in Appendix C. All statistical analysis (i.e., correlation, cluster and PCA) are performed in MiniTab Statistical software (Version 21.1.1).

3. Results and discussions

3.1. Land use as governing factor on spatial differences in water chemistry

The lowland rivers in the Otava basin exhibit higher ionic strength and elevated levels of DOC, CODMn, nutrients (TOT-P, TOT-N, K+), and Chl-a. In contrast, streams draining the upland regions have more diluted waters with lower levels of DOC and no Chl-a. Comparing the average physicochemical characteristics of water at each of the 14 sites to the land-use composition of their respective catchments reveals the strong influence of land use on water quality (Figure 2). The percentage of arable land in the catchments governs the levels of TOT-P, and K+ in the waters (Figure 2A). This relationship is likely attributed to increased erosion in ploughed fields and the use of fertilizers in agricultural practices. BOD5 and SS are mainly influenced by the water coverage in the lowland region (Figure 2B). Despite the relatively small land cover percentage of water, its impact in this region is substantial due to the prevalence of fish farming. Consequently, these waters, referred to as fishponds, play a significant role in both water and DOM quality. The levels of TOT-P, K+, and NO3- + NH4+ are also influenced by the limited extent of urban coverage (Figure 2C), likely due to the discharge of untreated and incompletely treated sewage. On the contrary, the percentage of forest cover exhibits a negative relationship with alkalinity, TOT-N, K+ and Cl- levels in the drainage waters (Figure 2D). Forests are typically grown on acidic soils derived from poorly weatherable minerals, rendering relatively acid runoff characterised by low ion concentrations. The average sUVa values for each catchment are primarily governed by the percentage of forest cover (Figure 3), explaining 89.6% of the variation. Conversely, the percentage of arable land shows a negative correlation with sUVa (R2 = 0.643). sUVa values above 0.033 are only observed in sites with more than 50% forested land (Figure 3). This reflects that forests serve as a major source of allochthonous DOM with high specific absorbency ratios. In contrast, watersheds with arable land primarily receive autochthonous and anthropogenic DOM with lower sUVa values.

3.2. Governing factors on DOM

Over the past 20 years, the concentration of DOC and CODMn in the main outlet of the Otava river (Site 1, Figure 1) has increased by 14% and 30%, respectively. Moreover, the runoff from areas predominantly used for agriculture have shown a significant increase in BOD5 (e.g., 40% increase at Site 5 Černíčský potok - Bojanovice). In contrast, sub-catchments dominated by forests (e.g., Site 13 Volyňka - Vimperk) exhibited no significant trends in DOC nor CODMn. This suggests that the rise in DOC and CODMn at the main outlet of the Otava river is primarily attributed to increased flux of DOM from lowland sites. Conversely, data from forested ICP-water monitoring sites (Data – ICP Waters (icp-waters.no)), located further north in the Šumava mountains, generally indicate slight increasing trends in DOC since 1993.
There is a strong correlation between TOC and DOC values (R2 = 0.976). However, a ratio of 0.80 in the linear regression equation indicates that 20% of TOC exists in the form of particulate organic matter (POC). This POC includes algae, which is measured as chlorophyll-a (Chl-a). Elevated levels of POC commonly serve as indicator of local anthropogenic sources of organic matter, such as sewage and overland flow flushing manure from fertilized soils, which can also lead to algae blooms (high Chl-a) due to eutrophication. POC is thus found to be positively correlated with biochemical oxygen demand (BOD5) (R2 = 0.758).
UVλ254 is strongly correlated to DOC (R2 = 0,908). Despite this strong correlation, sUVa values are a useful indicator to distinguish allochthonous DOM from autochthonous and anthropogenic DOM. sUVa is negatively correlated with the BOD5/CODMn ratio, reaching a plateau at sUVa values below 0.033 and BOD5/CODMn ratios above 0.5 (Figure 4). This suggests that when more than 50% of the CODMn is biodegradable, sUVa values are below 0.033, indicating autochthonous or anthropogenic origin. The threshold value of 0.033 is supported by an assessment of more pristine Norwegian freshwaters [19]. However, Figure 4 also demonstrates that sUVa values below 0.033 can be found in samples with BOD5/CODMn ratios below 0.5, implying less anthropogenic influence. Low sUVa values are thus only an indication that there may be some anthropogenic influence. Furthermore, average sUVa values for each site are negatively co-correlated with average pH (R2 = 0.648), with higher sUVa values observed in low pH dystrophic waters. This reflects that stream waters with high sUVa values are dominated by allochthonous DOM from the acid forested headwaters, while those with low sUVa values have more autochthonous or anthropogenic DOM from the more buffered lowland region.
The biological index (BIX) and fluorescence index (FI), which serve as proxies for autochthonous and microbially derived DOM, respectively, are positively correlated (R2 = 0.693). Average BIX values for each site (Table S4) tend to be lower in runoff from forested and wetland-dominated catchments (Figure 5A) and higher in watersheds dominated by arable land, grassland, and urban areas (Table 1). BIX is on the other hand negatively correlated with the percentage of forest cover (Figure 5B). These findings align with Huguet et al. [23] that concluded that DOM with low BIX values have a low autochthonous component, while high values indicate a strong autochthonous component. Furthermore, BIX demonstrates a strong positive correlation with certain chemical parameters associated with anthropogenic loading, such as alkalinity (R2 = 0.678) and SO42- (R2 = 0.783). The humification index (HIX) distinguishes between DOM with strong humic traits, originating mainly from allochthonous sources, from the DOM with weak humic character, derived mainly from autochthonous source. Surprisingly, the HIX was not found to correlate with any specific land use, but it is weakly correlated with sUVa (R2 = 0.177) and exhibited a slight negative correlation with calcium concentration (R2 = 0.295). This suggests that the HIX loosely responds to differences in humification of DOM between forested sites (presumably with high humification and sUVa) relative to lowland sites (low humification and high calcium concentration). Fortunately, sUVa, which is a more readily available parameter, shows a strong correlation with BIX (R2 = 0.940) and FI (R2 = 0.921), allowing sUVa to be employed as a simple proxy for assessing the relative amounts of allochthonous vs. autochthonous or anthropogenic DOM. The allochthonous humic matter is characterized by relatively high molecular weight aromatic compounds, while autochthonous fulvic moieties of the DOM are more low molecular weight and aliphatic (Perdue, 2009). The spectral ratio (SR), which is inversely related to the molecular size, is thus negatively correlated (R2 = 0.403) to sUVa, a proxy for aromaticity. At sUVa values below 0.033 the link between SR and sUVa is weak (Figure 6), due to the mix with anthropogenic DOM. I.e., DOM from fishponds is characterized by having high SR and sUVa, expressing low molecular weight and high aromaticity (see Chapt. 3.3). The C1 component, ascertained as high molecular weight humic DOM and associated with a high degree of aromaticity, was as could be expected negatively correlated to SR (R2 = 0.451) and positively correlated to sUVa (R2 = 0.744). Moreover, C1 was strongly negatively correlated to BIX (R2 = 0.924), reflecting the low autochthonous contribution in samples with high C1 component. Site averaged C1 was thus strongest correlated to the relative forest cover (R2 = 0.915). The fulvic DOM comprising the C2 component was found to be strongest correlated to FI (R2 = 0.851), reflecting microbially derived autochthonous DOM. Site average values for this component was thus negatively correlated to the relative forest cover (R2 = 0.874). Surprisingly site average values of the protein like material (C3) were weakly correlated to water (fishpond) cover, instead it was strongly correlated to the relative proportion of urban development (R2 = 0.821), possibly reflecting the influence of sewage.
The relative proportions of hydrophilic moieties of the DOM, represented by the hydrophilic index (HPI) as the sum of percentage charged hydrophilic acids (CHA) and neutrals (NEU), were significantly higher in our studied waters (HPI = 22.5%) (Table S4) compared to 10 pristine raw water sources used for drinking water production in the Nordic countries and Scotland (15.4%) [47]. This disparity is primarily attributed to the substantial human influence in the watersheds, leading to increased levels of autochthonous and anthropogenic HPI DOM in our samples. Notably, the proportion of the NEU fraction was more than twice the size, while the slightly hydrophobic acids (SHA) accounted for less than half of what was found in the more pristine sites. On average, sites 5 to 8 (Figure 1, Table 1) had the lowest relative proportion of very hydrophobic acids (VHA) in the DOM, constituting only 59% of the DOM, primarily due to a more significant contribution by SHA (13.8%). These sites are small sub-catchments in the upper low-land region of the Otava river, characterized by a mixture of different land use types. Notably, seasonal fluctuations were observed in SHA, particularly at these four sites, with negligible amounts detected in the fall samples, possibly associated with specific land-use practices. The average proportion of VHA was strongly correlated with the site’s average sUVa (Table 2), with the highest fraction of VHA found at sites 11 and 12 (Table S4) that have extensive forest cover (Table 1), though the overall corelation to forest cover was not significant (p < 0.001). Still, this reflects the stronger influence of allochthonous hydrophobic humic DOM from the forests at these sites. Furthermore, HPI moieties were correlated with the coverage of fishponds and BOD5 (Table 2). Interestingly, the relative respiration rate of the DOM (Rel. RR, unpublished data), serving as a proxy for biodegradability [48], also exhibited a strong negative correlation with the proportion of VHA (Table 2). This adheres to that the high molecular and aromatic VHA fraction has a lower biodegradability than other DOM moieties. Additionally, the relative amounts of charged hydrophilic acids (CHA) exhibited significant correlations with urban land coverage, as well as potassium (K+) and nitrate (NO3-) concentrations, along with BIX, FI, and HIX values (Table 2). This suggests that CHA, along with the C3, could potentially serve as tracers for sewage, enabling the differentiation of urban sewage-derived DOM from allochthonous DOM found in eutrophic lakes and fishponds.

3.3. Multivariate statistics

A cluster analysis incorporating water chemistry, sUVa and catchment land-use, along with the parallel factor analysis (PARAFAC) components on the quarterly data from 2020 and 2021, provides confirmation regarding associations with the three components C1 and C2 (Figure 7) described above. The humic DOM component (C1) is primarily observed in runoff from acidic forested sites and peatlands, characterized by allochthonous DOM with high specific UV absorbance (sUVa). A cluster with DOC and H+ is closely linked to this mountain forest cluster. This connection underscores the significance of headwaters in contributing to the variation in DOC levels. The fulvic DOM component (C2) is linked to runoff originating from lowland grassland areas, including parks and orchards, which exhibit high nitrogen content. These areas tend to have more autochthonous DOM with high biological index (BIX). The water chemistry from grasslands is closely associated with a subcluster formed by samples in the lowland region with arable and urban land cover, with high alkalinity, ionic strength, and potassium. This is likely due to the liming of agricultural land. On the other hand, protein-like material (C3) is in the PCA closer associated to catchments influenced by fishponds than to urban land. A cluster analysis comprising also the DOM fractions, on only half of the quarterly data (Appendix D, Figure D1), placed the VHA in the cluster with humic DOM, NEU along with fulvic DOM, and CHA and SHA together with protein like material from the fishponds.
In summary, the cluster analysis with PARAFAC components and DOM fractions confirm the distinct patterns of DOM composition across different land-use types, indicating the dominance of very hydrophobic allochthonous humic DOM in mountain forested areas, neutral hydrophilic autochthonous fulvic DOM in the lowland grassland regions as well as in arable environments. The slightly hydrophobic acids (SHA) or charged hydrophilic (CHA) protein-like material is closer associated to runoff from fishponds than from urban environments, as found in Chapt. 3.1.
A Principal Component Analysis (PCA), also conducted on the quarterly dataset (Figure 8), gave a first Principal Component (PC1) representing an allochthonous-autochthonous gradient that accounts for 71.8% of the data variation. It effectively separates the allochthonous humic DOM from the autochthonous fulvic DOM and the anthropogenic protein-like material. The second Principal Component (PC2), explaining an additional 9.0% of the variation, represents a DOM gradient. It does not deconvolute the sources of autochthonous fulvic DOM from the anthropogenic protein like material. When plotted on the PC1 vs. PC2 plane, the four clusters identified in the cluster analysis (Figure 7) can be recognized within the PCA. The third Principal Component (PC3), explaining an additional 5.5% of the variation in the dataset, separates the clusters with fulvic DOM in regions with grassland and urban development, from the cluster with protein like material (Appendix D, Figure D2) from fishponds.
In summary, the PCA results demonstrate the presence of distinct gradients in the data, with PC1 representing the distinction between allochthonous and autochthonous DOM, and PC3 capturing the differentiation between autochthonous and anthropogenic DOM from sewage on the one side and anthropogenic DOM from fishponds on the other. The PCA plot confirms the clustering patterns observed in the cluster analysis and highlights the role of fishponds in driving an anthropogenic components of autochthonous DOM.

3.4. Fishpond study

Correlation and multivariate analysis in Chapters 3.1 and 3.2 differ in their assessment of sources for the protein like components (C3). In order to address this water samples were collected from a watercourse heavily influenced by fishponds. These waters exhibited average concentrations of DOC (10.4 mg C/L), SS (22.6 mg/L) and TOT-P (0.4 mg/L) that were 1.7, 2.5 and 4.7 times higher than the average for the 14 sites, respectively (Appendix B, Table B1). Also, the DOM in these waters displayed distinct features, including high values for BIX (1.0), FI (1.4), sUVa (0.056), and SR (1.0), relative to the values for 14 studied sites (Appendix B, Table B2). The elevated BIX and FI values suggest that the DOM in these eutrophic ponds is predominantly derived from autochthonous sources and influenced by microbial activity, similar to the characteristics of autochthonous fulvic acids. On the other hand, it was noteworthy that the sUVa values were high, indicating that the DOM in the fishponds exhibits significant aromatic characteristics. The sUVa data are supported by a significant correlation with humification index (HIX) (R2 = 0.689). This heightened aromaticity can serve as a useful distinguishing factor, allowing the differentiation of DOM originating from fishponds from other sources of autochthonous and anthropogenic fulvic DOM, which typically exhibit lower levels of aromaticity.
In summary, the water samples collected from the streams affected by fishponds exhibited specific chemical and DOM characteristics, including high SR and sUVa values. These features are indicative of low molecular aromatic DOM. This aromatic nature of DOM originating from the fishponds distinguishes the DOM from fishponds from other autochthonous and anthropogenic sources of fulvic DOM.

4. Conclusion

This study highlights the ability to deconvolute the dissolved organic matter (DOM) in the Otava watercourses into three main sources using DOM characteristics. These sources are as follows: 1) Allochthonous high molecular weight and aromatic humic DOM originating from mountainous conifer forests and wetlands, 2) Autochthonous low molecular weight and aliphatic fulvic DOM derived from algae growth due to eutrophication in the lowlands, and 3) Anthropogenic DOM containing protein-like material from sewage and fishponds. The relative proportions of allochthonous DOM can be distinguished from the autochthonous and anthropogenic DOM by examining the Biological Index (BIX) or simply by assessing the specific UV absorbance (sUVa). Therefore, the data suggests that the allochthonous DOM from the headwaters can be separated from other DOM sources in the main outlet of the Otava river by evaluating the sUVa parameter. Autochthonous fulvic DOM originating from eutrophic waters can be distinguished from anthropogenic DOM originating from sewage and fishponds through the presence of protein like material (C3) or by the 3rd PC of a PCA. Furthermore, anthropogenic DOM from fishponds can potentially be differentiated from autochthonous and sewage DOM by rather uniquely displaying a high sUVa along with high Spectral Slope Ratio (SR). Moreover, anthropogenic DOM from fish farms is characterized by higher moieties of charged and slightly hydrophobic acid, while autochthonous DOM and sewage has higher levels of neutral hydrophilic matter.
In summary, DOM characteristics provide valuable tools for differentiating between the various sources of DOM in the Otava watercourses. Allochthonous DOM can be distinguished by high sUVa, autochthonous fulvic DOM can be identified by a higher BIX and FI, and anthropogenic DOM from fishponds and sewage can be distinguished from autochthonous DOM by high content of protein like matter (C3). Finally, DOM from fishponds differ from sewage by possessing a high sUVa, as well as higher fraction of charged hydrophilic and slightly hydrophobic organic acids.

Author Contributions

Conceptualization, R.D.V, P.P., and J.H.; methodology, P.P., J.H., G.O., and B.E.; software, R.D.V. and C.B.G; formal analysis, R.D.V. and J.H.; investigation, P.P. and J.H.; resources, P.P; data curation, P.P. and J.H; writing—original draft preparation, R.D.V; writing—review and editing, R.D.V., J.H., S.H., G.O. and C.B.G.; visualization, R.D.V. and M.C.P-M; project administration, P.P.; funding acquisition, P.P. All authors have read and agreed to the published version of the manuscript.

Funding

The analysis of water composition was supported by the funded by Czech Science Foundation [project No. P503-22-05421S] and the TAČR KAPPA project Drinking WAter Readiness for the Future (DWARF) was funded by the Norway Grants. No. 2020TO01000202.

Data Availability Statement

The data used in this analysis consists of historical records from 2000 to 2020, sourced from the Vltava Basin Authority and Čevak Inc., Additionally, quarterly data from 2021 to 2022, generated by the ongoing DWARF project (Drinking WAter Readiness for the Future), are included. All data are stored in the databases of the Biology Centre CAS, Institute of Hydrobiology, 370 05 České Budějovice, Czech Republic.

Appendix A

Table A1. Physical and chemical parameters and methods of analysis used to characterise water quality in the Otava basin by the Vltava Basin Authorities from 2000 to 2020.
Table A1. Physical and chemical parameters and methods of analysis used to characterise water quality in the Otava basin by the Vltava Basin Authorities from 2000 to 2020.
Parameter Method of analysis/instrument Ref.
pH Probe YSI 6600 V2-4 (Xylem Inc.)
Suspended solids (mg L−1) Gravimetry after drying at 105 °C 49
Alkalinity Titrimetric determination of acid neutralizing capacity to pH 4.5 (ANC4.5) 50
Biochemical oxygen demand after 5 days (BOD5, mg L−1) Electrochemical or optical probe methods 51
Chemical oxygen demand by permanganate (CODMn, mg L−1) Titrimetric determination after digestion with permanganate 52
Chemical oxygen demand by dichromate method (CODCr, mg L−1) Spectrophotometric test-tube method 53
UV absorbency (Abs. @UVλ254) Spectrometry (Shimadzu UV-1650 PC) 54
TOT-P (mg L−1) Inductive coupled plasma spectrometry (Agilent 8800 ICP-MSQ) 55
PO43- (mg L−1) Spectrophotometric ammonium molybdate method (Shimadzu UV-1650 PC) 56
TOT-N (mg L−1) High-temperature combustion (Multi N/C 2100 analyser, Analytik Jena AG, Germany) with unfiltered water samples 57
N-NH4+ (mg L−1) Spectrophotometry (Shimadzu UV-1650 PC) 58
SO42-, N-NO3-, Cl-, (mg L−1) Ion chromatography (Dionex ICS-1000) 59
Ca2+, Mg2+, Na+, K+ (mg L−1) Ion chromatography (Dionex ICS-1000) 60
Chl-a (µg L−1) Spectrometry (Shimadzu UV-1650 PC) 61
TC (mg L−1) High-temperature combustion method (Multi N/C 2100 analyser, Analytik Jena AG, Germany) 62
TIC (mg L−1) Low temperature acidification method (Multi N/C 2100 analyser, Analytik Jena AG, Germany) 62
TOC (mg L−1) TOC = TC – TIC 62
DC (mg L−1) High temperature combustion method (Multi N/C 2100 analyser, Analytik Jena AG, Germany) 62
DIC (mg L−1) Low temperature acidification method (Multi N/C 2100 analyser, Analytik Jena AG, Germany) 62
DOC (mg L−1) DOC = DC – DIC 62
Table A2. Physical and chemical parameters and methods of analysis used to characterise water quality in the Otava basin by the DWARF project from 2020 to 2022.
Table A2. Physical and chemical parameters and methods of analysis used to characterise water quality in the Otava basin by the DWARF project from 2020 to 2022.
Parameter Method of analysis/instrument Ref.
pH TIM865, Radiometer
Suspended solids (mg L−1) Gravimetry after drying at 105 °C 63
Alkalinity Titrimetric determination of acid neutralizing capacity according to Gran using TIM865, Radiometer 50
UV absorbency
(Abs. @UVλ254)
Spectrometry (Shimadzu UV-2700) 54
TOT-P (mg L−1) Spectrophotometric molybdate method (Kopáček and Hejzlar, 1993) 56
PO43- (mg L−1) Spectrophotometric ammonium molybdate method (Specord 50, Analytik Jena) Murphy and
Riley (1962)
56
Tot-N (mg L−1) High-temperature combustion (Shimadzu TOC-L) with unfiltered water samples 57
N-NH4+ (mg L−1) Spectrophotometry (Specord 50, Analytik Jena) 58
N-NO3-, Cl-, SO42- (mg L−1) Ion chromatography (Dionex ICS-5000+) 59
Ca2+, Mg2+, Na+, K+ (mg L−1) Ion chromatography (Dionex IC25) 60
TOC (mg L−1) Nonpurgable total organic carbon (Shimadzu TOC-5000A) 62
DOC (mg L−1) Nonpurgable dissolved organic carbon (Shimadzu TOC-L) 62

Appendix B

Table B1. Average inorganic water chemistry at each site.
Table B1. Average inorganic water chemistry at each site.
Site pH Alkalinity SS TOT-N TOT-P Ca2+ Mg2+ Na+ K+ SO42- NO3- Cl- PO43- N-NH4+
# mmol L−1 mg L−1 mg L−1 mg L−1 mg L−1 mg L−1 mg L−1 mg L−1 mg L−1 mg L−1 mg L−1 mg L−1 mg L−1
1 7.53 0.83 8.55 2.45 0.10 14.5 5.60 7.51 3.07 22.2 1.73 11.6 0.05 0.09
2 7.45 1.14 19.18 2.89 0.15 24.05 8.83 15.12 4.65 33.34 1.99 22.94 0.05 0.11
3 7.58 0.99 7.43 3.19 0.14 22.45 7.06 14.92 3.61 24.73 2.60 25.37 0.09 0.08
4 7.51 1.36 10.02 4.71 0.14 28.53 9.88 13.61 4.54 35.43 3.74 21.44 0.10 0.09
5 7.80 2.23 19.55 3.75 0.20 40.26 14.20 15.45 5.13 44.83 2.61 19.07 0.09 0.14
6 7.76 1.61 16.61 3.74 0.14 35.32 9.38 11.51 3.41 29.42 2.67 18.70 0.10 0.28
7 7.45 0.89 16.79 2.63 0.07 14.94 6.17 8.72 2.80 21.14 2.14 13.35 0.03 0.06
8 7.53 0.85 7.15 2.04 0.05 18.31 4.59 7.50 2.71 17.38 1.75 10.36 0.02 0.04
9 7.00 0.22 2.10 0.78 0.03 3.80 1.00 2.59 0.69 4.41 0.78 1.64 0.02 0.01
10 7.18 0.39 5.87 1.38 0.06 8.58 2.41 4.30 1.49 11.40 1.08 4.28 0.04 0.04
11 6.57 0.12 2.54 0.52 0.03 1.84 0.53 2.03 0.57 3.05 0.24 0.75 0.02 0.00
12 5.72 0.10 1.28 0.68 0.02 1.47 0.43 1.43 0.31 1.45 0.44 0.41 0.01 0.03
13 7.14 0.26 3.79 1.13 0.04 2.78 1.71 4.38 1.63 11.99 0.76 3.57 0.01 0.02
14 7.45 0.44 8.25 1.68 0.04 6.28 3.99 13.35 1.66 12.41 1.23 6.19 0.02 0.03
All values are based on data from 2000 to 2022, though their monitoring periods differ.
Table B2. Average DOM characteristics at each site.
Table B2. Average DOM characteristics at each site.
Sort DOC sUVa BOD5 CODCr CODMn Chl-a BIX FI HIX VHA SHA CHA NEU HPO HPI
# mg L−1 cm−1/
mg C/L)
mg L−1 mg L−1 mg L−1 mg L−1 % % % % % %
1 6.94 0.033 2.92 21.03 7.65 13.57 0.81 1.29 0.84 69.5 3.0 4.7 22.9 72.5 27.5
2 9.52 0.028 3.62 25.74 7.32 44.12 0.86 1.33 0.84 68.1 8.3 5.3 18.3 76.4 23.6
3 4.87 0.031 2.47 16.24 4.73 6.05 0.87 1.34 0.85 69.0 3.7 0.8 26.5 72.7 27.3
4 6.44 0.028 2.43 19.20 5.99 9.83 0.88 1.37 0.88 70.6 4.6 5.2 19.6 75.2 24.8
5 8.77 0.025 4.07 28.65 8.44 22.08 0.92 1.38 0.84 58.2 16.4 8.7 16.7 74.6 25.4
6 4.78 0.030 2.96 17.31 - 6.21 0.86 1.33 0.85 59.8 12.6 4.2 23.5 72.3 27.7
7 5.43 0.032 2.13 13.40 4.26 3.39 0.83 1.33 0.84 62.8 12.4 1.1 23.6 75.3 24.7
8 2.60 0.031 1.74 8.68 2.93 3.28 0.85 1.32 0.82 55.3 13.8 0.0 30.9 69.1 30.9
9 5.25 0.048 - - 6.47 - 0.60 1.11 0.86 80.4 3.9 0.6 15.0 84.3 15.7
10 3.59 0.029 1.70 10.29 3.87 - 0.71 1.20 0.84 72.2 2.2 0.9 24.7 74.4 25.6
11 7.03 0.052 - - - - 0.56 1.10 0.87 84.7 5.2 0.9 9.2 90.0 10.0
12 9.49 0.051 1.66 26.31 12.55 - 0.53 1.07 0.87 84.3 7.9 1.2 6.5 92.2 7.8
13 4.05 0.037 1.51 13.70 4.92 - 0.71 1.24 0.87 69.9 8.1 1.8 20.3 78.0 22.0
14 5.53 0.039 1.72 15.75 5.33 3.07 0.69 1.21 0.88 69.1 9.0 2.7 19.1 78.1 21.9
DOC and sUVa are based on data from 2000 to 2022, BOD5, CODCr, CODMn, and Chl a are based on data from 2000 to 2020, while HIX, FI, and HIX are from 2020 to 2022. DOM fractions are based on half of the samples from 2020 to 2022.

Appendix C

Figure C1. Counter-plots of the fluorescence intensity by excitation wavelength (nm, x-axis) and emission wavelength (nm, y-axis) of the three modelled PARAFAC components, Component 1 (Comp. 1), Component 2 (Comp. 2), and Component 3 (Com. 3).
Figure C1. Counter-plots of the fluorescence intensity by excitation wavelength (nm, x-axis) and emission wavelength (nm, y-axis) of the three modelled PARAFAC components, Component 1 (Comp. 1), Component 2 (Comp. 2), and Component 3 (Com. 3).
Preprints 80713 g0c1
Figure C2. Spectral loadings of the three component PARAFAC model. Excitation wavelengths in light blue and emission wavelengths in dark blue.
Figure C2. Spectral loadings of the three component PARAFAC model. Excitation wavelengths in light blue and emission wavelengths in dark blue.
Preprints 80713 g0c2
Figure C3. Loadings from the split-half analysis of the PARAFAC model with three components. Model validation test.
Figure C3. Loadings from the split-half analysis of the PARAFAC model with three components. Model validation test.
Preprints 80713 g0c3
Table C1. List of studies from the OpenFluor database with components matching (> 0.95) the excitation and emission of the components found in the study. The ten studies presented for each component were selected among the strongest correlating, readily available, and by prioritizing studies that matched more than one of the three components in this study. For component assignment and description, the reader is referred also to the references within the cited studies.
Table C1. List of studies from the OpenFluor database with components matching (> 0.95) the excitation and emission of the components found in the study. The ten studies presented for each component were selected among the strongest correlating, readily available, and by prioritizing studies that matched more than one of the three components in this study. For component assignment and description, the reader is referred also to the references within the cited studies.
Ref. Component assignment and description Location Sample type Excitation/emission similarity score
Component 1: λexcitation, max/λemission, max = 265 (365)/487
1 43
RaskaDOM
C2: Humic-like; large sized; characteristics of soil, sediment, and freshwater environments. Cropping system, Montana, USA Soil water extractable DOM 0.9920/0.9946
2 64
Wheat
C2: Humic-like; large sized; characteristics of soil, sediment, and freshwater environments Cropping system, Montana, USA Soil water extractable DOM 0.9876/0.9972
3 65
Recycle
C1: Terrestrial humic-like fluorescence in high nutrient and wastewater-impacted environments. Water recycling plant, Australia Water recycling DOM 0.9808/0.9986
4 66
Galveston bay
C1: similar to Coble peak C; humic like Texas, USA Riverine/Estuarine DOM 0.9802/0.9975
5 67
Gueguen_Nelson
C1: Humic-like; terrestrially derived; Coble peak C; some photobleaching Beaufort Sea, experiments Estuarine DOM 0.9792/0.9933
6 68
Macaronesia
C3: humic like Sao Vicente, Cape Verde to Gran Canaria, Canary Island Marine DOM 0.9753/0.9968
7 69 C1: Coble peak C+A; Humic-like; terrestrially derived Australia Water treatment plant DOM 0.9723/0.9988
8 42 C2: humic-like; terrestrially derived material identified in a variety of aquatic environments; photosensitive Various freshwater environments across Quebec, Canada Boreal freshwater DOM 0.9965/0.9728
9 40 C1: terrestrial and marine DOM Fjordsystem, Norway Experimental marine DOM 0.9798/0.9861
10 41 C2: aromatic; high molecular weight organic matter (humic-like) with terrestrial character and correlated to lignin phenol concentrations; humic-like substance, enriched in terrestrial DOM sources; ubiquitous in DOM. Experiments SRHA DOM standard from the International Humic Substances Society 0.9832/0.9724
Component 2: λexcitation, max/λemission, max = 250 305/413
1 70 C4: UVA humic-like component frequently found in lentic freshwater; associated with bacterial planktonic activity. The Sau Reservoir and its tributary the Ter River, Spain Freshwater DOM 0.9823/0.9924
2 41 C3: combined Coble peaks A+M; microbial humic-like substances; produced by microbial degradation of organic matter. Experiments SRHA DOM standard from the International Humic Substances Society 0.9887/0.9842
3 67 C2: Humic-like; terrestrially derived; Coble peak A; susceptible to photobleaching. Beaufort Sea, experiments Estuarine DOM 0.9790/0.9898
4 44 C2: humic-like, ubiquitous humic component related with fulvic acids and re-processed humics Montseny Natural Park, Spain Headwater forested catchment freshwater DOM 0.9717/0.9968
5 45 C1: terrestrial humic-like, microbial-humic-like. The Baltimore sewer system, Baltimore, USA Wastewater DOM 0.9810/0.9865
6 66
Galveston bay
C2: similar to Coble peak M. Texas, USA Riverine/Estuarine DOM 0.9834/0.9826
7 69 C2: Coble peaks C+A; Humic-like; terrestrial delivered reprocessed OM Australia Water treatment plant DOM 0.9733/0.9886
8 43 C1: Humic-like; medium sized; characteristics of soil, sediment, and freshwater environments. Cropping system, Montana, USA Soil water extractable DOM 0.9718/0.9548
9 64 C2: Humic-like; medium sized; characteristics of soil, sediment, and freshwater environments. Cropping system, Montana, USA Soil water extractable DOM 0.9826/0.9761
10 65 C2: Microbial humic-like. Water recycling plant, Australia Water recycling DOM 0.9826/0.9679
Component 3: λexcitation, max/λemission, max = 280/336
1 71 C7: protein-like; both tyrosine- and tryptophan-like properties. Southern Onterio, Canada Stormwater pond DOM 0.9951/0.9961
2 72 C5: Coble peak T; tryptophan-like. Mackenzie, Lena, Kolyma, Ob, and Yenisei Rivers Arctic river DOM 0.9878/0.9947
3 73 C5: Coble T peak; protein-like/tryptophan-like material with a recent, probably microbial origin. Drinking water treatment plant, Sweden Drinking water treatment plant water DOM 0.9935/0.9867
4 74 C2: tryptophan-like; protein-like Maryland, USA Leaf litter leachate 0.9877/0.9924
5 69 C4: Coble peaks T+B, Protein-like; microbial delivered. Australia Water treatment plant DOM 0.9885/0.9886
6 46 C4: tryptophan-like and protein-like material; generally contributes the highest intensity peaks in wastewaters, even in treated effluents; indicates recent production; often found in anthropogenically affected watersheds. Coastal drainage basins of Miami, FL, USA Coastal DOM 0.9913/0.9845
7 75 C3: protein-like; fresh production; biological production; higher in surface water layer. Indian ocean Marine DOM 0.9978/0.9781
8 76 C4: Tryptophan-like; both photodegraded and produced during photodegradation, depending on sample type. Subtropical Minjiang watershed, China Wastewater, leaf litter leachates, river water DOM. 0.9864/0.9836
9 42 C6: associated with freshly produced protein-like material; tryptophan-like; strongest predictor of BDOC. Various freshwater environments across Quebec, Canada Boreal freshwater DOM 0.9663/0.9825
10 45 C4: tryptophan-like; wastewater indicator. The Baltimore sewer system, Baltimore, USA Wastewater DOM 0.9953/0.9538

Appendix D

Figure D1. Cluster analysis of the water chemistry, sUVa, and catchment land use, along with the three PAR-AFAC component groups and DOM fractions on half of the quarterly data from 2021 to 2022.
Figure D1. Cluster analysis of the water chemistry, sUVa, and catchment land use, along with the three PAR-AFAC component groups and DOM fractions on half of the quarterly data from 2021 to 2022.
Preprints 80713 g0d1
Figure D2. The 1st and 3rd Principal Component (PC) from a Principal Component Analysis of the three PARAFAC component groups, catchment characteristics and water chemistry on the quarterly data from 2021 to 2022.
Figure D2. The 1st and 3rd Principal Component (PC) from a Principal Component Analysis of the three PARAFAC component groups, catchment characteristics and water chemistry on the quarterly data from 2021 to 2022.
Preprints 80713 g0d2

References

  1. Thurman, E. M. Organic geochemistry of natural waters. Martinus Nijhoff/Dr. W. Junk Publishers Springer, Netherlands, 1985. [CrossRef]
  2. Chudoba, J.; Hejzlar, J.; Doležal, M. Microbial polymers in the aquatic environment - III. Isolation from river, potable and ground water and analysis. Water Res, 1986, 20, 1223–1227. [Google Scholar] [CrossRef]
  3. Perdue, E. M. Natural Organic matter. In G. E. Likens (Ed.), Reference Module in Earth Systems and Environmental Sciences, from Encyclopedia of Inland Waters. 2009. [CrossRef]
  4. Swyngedouw, E. Modernity and Hybridity: Nature, Regeneracionismo, and the Production of the Spanish Waterscape, 1890-1930. Annals of the Association of American Geographers, 1999, 89, 443–465. [Google Scholar] [CrossRef]
  5. Scholz, R.W. Environmental Literacy in Science and Society. From Knowledge to Decisions, Cambridge: Cambridge University Press. 2011.
  6. Moore, J.W. Capitalism in the Web of Life. London: Verso. 2015.
  7. Bonneuil, C.; Fressoz J-B. The Shock of the Anthropocene. London: Verso. 2017.
  8. Winter K., B.; Lincoln, N. K.; Berkes, F. The Social-Ecological Keystone Concept: A Quantifiable Metaphor for Understanding the Structure, Function, and Resilience of a Biocultural System. Sustainability, 2018, 10, 3294. [Google Scholar] [CrossRef]
  9. Hejzlar, J.; Chudoba, J. Microbial polymers in the aquatic environment - II. Isolation from biologically non-purified and purified municipal waste water and analysis. Water Res. 1986, 20, 1217–1221. [Google Scholar] [CrossRef]
  10. Monteith, D.T.; Stoddard, J.L.; Evans, C.D.; De Wit, H.A.; Forsius, M.; Høgåsen, T.; Wilander, A.; Skjelkvåle, B.L.; Jeffries, D.S.; Vuorenmaa, J.; Keller, B.; Kopáček, J.; Veselý, J. Dissolved organic carbon trends resulting from changes in atmospheric deposition chemistry. Nature 2007, 450, 537–540. [Google Scholar] [CrossRef]
  11. De Wit, H.A.; Mulder, J.; Hindar, A.; Hole, L. Long-term increase in dissolved organic carbon in streamwaters in Norway is response to reduced acid deposition. Environ. Sci. Technol. 2007, 41, 7706–7713. [Google Scholar] [CrossRef] [PubMed]
  12. Monteith, D.T.; Henrys, P.A.; Hruška, J.; de Wit, H.A.; Krám, P.; Moldan, F.; Posch, M.; Räike, A.; Stoddard, J.L.; Shilland, E.M.; Pereira, M.G.; Evans, C.D. Long-term rise in riverine dissolved organic carbon concentration is predicted by electrolyte solubility theory. Sci Adv 2023, 9. [Google Scholar] [CrossRef] [PubMed]
  13. Vogt, R. D.; de Wit, H.; Koponen, K. Case study on impacts of large-scale re-/afforestation on ecosystem services in Nordic regions. Report series Quantifying and deploying responsible negative emissions in climate resilient pathways. Horizon 2020, Grant Agreement no. 869192. 2022. https://www.negemproject.eu/wp-content/uploads/2022/06/NEGEM_D3.6_Case-study-on-impacts-of-large-scale-re-afforestation-on-ecosystem-services-in-Nordic-regions.pdf.
  14. Kopáček, J.; Evans, C.D.; Hejzlar, J.; Kaňa, J.; Porcal, P.; Šantrůčková, H. Factors affecting the leaching of dissolved organic carbon after tree dieback in an unmanaged European mountain forest. Environ Sci and Technol 2018, 52, 6291–6299. [Google Scholar] [CrossRef]
  15. De Wit, H.A.; Garmo, ØA.; Jackson-Blake, L.; Clayer, F.; Vogt, R.D.; Kaste, Ø; Gundersen, C.B.; Guerrerro, J.L.; Hindar, A. Changing Water Chemistry in One Thousand Norwegian Lakes During Three Decades of Cleaner Air and Climate Change. Glob. Biogeochem. Cycles 2023, 37. [CrossRef]
  16. Madsen, H.; Lawrence, D.; Lang, M.; Martinkova, M.; Kjeldsen, T.R. Review of trend analysis and climate change projections of extreme precipitation and floods in Europe. J. Hydrol 2014, 519, 3634–3650. [Google Scholar] [CrossRef]
  17. Grennfelt, P.; Engleryd, A.; Forsius, M.; Hov, Ø.; Rodhe, H.; Cowling, E. Acid rain and air pollution: 50 years of progress in environmental science and policy. Ambio 2020, 49, 849–864. [Google Scholar] [CrossRef]
  18. Schulte-Uebbing, L.; de Vries, W. Global-scale impacts of nitrogen deposition on tree carbon sequestration in tropical, temperate, and boreal forests: A meta-analysis. Glob. Chang Biol. 2018. 24, 416–431. [CrossRef]
  19. Kaste, Ø.; Skarbøvik, E.; Vogt, R. D. Assessment of parameters for suspended solids and organic matter can be included in the water classification system (in Norwegian). NIVA-rapport 7860 2023. https://hdl.handle.net/11250/3067437.
  20. Hansen, A. M.; Kraus, T. E. C.; Pellerin, B. A.; Fleck, J. A.; Downing, B. D.; Bergamaschi, B. A. Optical properties of dissolved organic matter (DOM): Effects of biological and photolytic degradation. Limnol Oceanogr 2016, 61, 1015–1032. [Google Scholar] [CrossRef]
  21. Sample, J.E.; Jackson-Blake, L.; Vogelsang, C.; Kaste, Ø.; Vogt, R.D. TEOTIL3: A coefficient-based export model for simulation of river inputs (in Norwegian). NIVA rapport. In Prep. 2023.
  22. Zsolnay, A.; Baigar, E.; Jimenez, M.; Steinweg, B.; Saccomandi, F. Differentiating with fluorescence spectroscopy the sources of dissolved organic matter in soils subjected to drying. Chemosphere 1999, 38, 45–50. [Google Scholar] [CrossRef]
  23. Huguet, A.; Vacher, L.; Relexans, S.; Saubusse, S.; Froidefond, J. M.; Parlanti, E. Properties of fluorescent dissolved organic matter in the Gironde Estuary. Org Geochem 2009, 40, 706–719. [Google Scholar] [CrossRef]
  24. Murphy, K. R.; Stedmon, C. A.; Wenig, P.; Bro, R. OpenFluor– an online spectral library of auto-fluorescence by organic compounds in the environment [10.1039/C3AY41935E]. Analytical Methods, 2014, 6, 658–661. [Google Scholar] [CrossRef]
  25. Xu, X.; Kang, J.; Shen, J.; Zhao, S.; Wang, B.; Zhang, X.; Chen, Z. EEM–PARAFAC characterization of dissolved organic matter and its relationship with disinfection by-products formation potential in drinking water sources of northeastern China. Sci Total Environ 2021, 774, 145297. [Google Scholar] [CrossRef]
  26. Vogt, R.D.; Akkanen, J.; Andersen, D.O.; Bruggemann, R.; Chatterjee, B.; Gjessing, E.; Kukkonen, J.V.K.; Larsen, H.E.; Luster, J.; Paul, A.; Pflugmacher, S.; Starr, M.; Steinberg, C.E.W.; Schmitt-Kopplin, P.; Zsolnay, Á. Key site variables governing the functional characteristics of dissolved natural organic matter (DNOM) in Nordic forested catchments. Aquat. Sci. 2004, 66, 195–210. [Google Scholar] [CrossRef]
  27. Mykkelbost, T.C.; Vogt, R.D.; Seip, H.M.; Riise, G. Organic carbon fractionation applied to lake-and soil water at the HUMEX site. Environ. Int. 1995, 21, 849–59. [Google Scholar] [CrossRef]
  28. Kopáček, J.; Hejzlar, J.; Porcal, P.; Posh, M. Trends in riverine element fluxes: A chronicle of regional socio-economic changes. Water Res 2017, 125, 374–383. [Google Scholar] [CrossRef]
  29. Veselý, J.; Hruška, J.; Norton, S.A.; Johnson, C.E. Trends in water chemistry of acidified Bohemian lakes from 1984 to 1995: I. Major solutes. Water Air Soil Pollut. 1998. 108, 107–127. [CrossRef]
  30. Carlson, M. Mapping of causes for increase in dissolved organic matter in a Czech watershed. Master Thesis. University of Oslo, Norway, 06.2021. https://www.duo.uio.no/handle/10852/93531.
  31. Schmidt, S.I.; Hejzlar, J.; Kopáček, J.; Paule-Mercado, M.C.; Porcal, P.; Vystavna, Y.; Lanta, V. Forest damage and subsequent recovery alter the water composition in mountain lake catchments. Sci Total Environ 2022, 827, 154293. [Google Scholar] [CrossRef] [PubMed]
  32. Chow, C. W. K.; Fabris, R.; Drikas, M. A rapid fractionation technique to characterise natural organic matter for the optimisation of water treatment processes. J Water Supply Res Technol AQUA 2004, 53, 85–92. [Google Scholar] [CrossRef]
  33. Ohno, T. Fluorescence Inner-Filtering Correction for Determining the Humification Index of Dissolved Organic Matter. Environ Sci Technol 2002, 36, 742–46. [Google Scholar] [CrossRef] [PubMed]
  34. Fellman, J.B.; Hood, E.; and Spencer, R.G.M. Fluorescence Spectroscopy Opens New Windows into Dissolved Organic Matter Dynamics in Freshwater Ecosystems: A Review. Limnol Oceanogr 2010, 55, 2452–62. [Google Scholar] [CrossRef]
  35. Li, P.; Hur, J. Utilization of UV-Vis spectroscopy and related data analyses for dissolved organic matter (DOM) studies: A review. Critical Reviews in Environ Sci Technol 2017, 47, 131–154. [Google Scholar] [CrossRef]
  36. McKnight, D.M.; Boyer, E.W.; Westerhoff, P.K.; Doran, P.T.; Kulbe, T.; Andersen, D.T. Spectrofluorometric Characterization of Dissolved Organic Matter for Indication of Precursor Organic Material and Aromaticity. Limnol Oceanogr 2001, 46, 38–48. [Google Scholar] [CrossRef]
  37. da Silva, M. P.; Sander de Carvalho, L. A.; Novo, E.; Jorge, D. S. F.; Barbosa, C. C. F. Use of optical absorption indices to assess seasonal variability of dissolved organic matter in Amazon floodplain lakes. Biogeosciences 2020, 17, 5355–5364. [Google Scholar] [CrossRef]
  38. Pucher, M.; Wünsch, U.; Weigelhofer, G.; Murphy, K.; Hein, T.; Graeber, D. staRdom: Versatile Software for Analyzing Spectroscopic Data of Dissolved Organic Matter in R’, Water, 2019, 11, 2366. [CrossRef]
  39. R Core Team. R: A Language and Environment for Statistical Computing. Vienna, Austria: R Foundation for Statistical Computing. 2023. https://www.R-project.org/.
  40. Stedmon, C.; Bro, R. Characterizing Dissolved Organic Matter Fluorescence with Parallel Factor Analysis: A Tutorial. Limnol Oceanogr 2008, 6, 572–579. [Google Scholar] [CrossRef]
  41. Du, Y.; Zhang, Q.; Liu, Z.; He, H.; Lürling, M.; Chen, M.; Zhang, Y. Composition of dissolved organic matter controls interactions with La and Al ions: Implications for phosphorus immobilization in eutrophic lakes. Environmental Pollution, 2019, 248, 36–47. [Google Scholar] [CrossRef]
  42. Lapierre, J. F.; del Giorgio, P. A. Partial coupling and differential regulation of biologically and photochemically labile dissolved organic carbon across boreal aquatic networks. Biogeosciences 2014, 11, 5969–5985. [Google Scholar] [CrossRef]
  43. Romero, C. M.; Engel, R. E.; D’Andrilli, J.; Miller, P. R.; Wallander, R. Compositional tracking of dissolved organic matter in semiarid wheat-based cropping systems using fluorescence EEMs-PARAFAC and absorbance spectroscopy. Journal of Arid Environments 2019, 167, 34–42. [Google Scholar] [CrossRef]
  44. Bernal, S.; Lupon, A.; Catalán, N.; Castelar, S.; Martí, E. Decoupling of dissolved organic matter patterns between stream and riparian groundwater in a headwater forested catchment. Hydrol. Earth Syst. Sci 2018, 22, 1897–1910. [Google Scholar] [CrossRef]
  45. Batista-Andrade, J. A.; Diaz, E.; Iglesias Vega, D.; Hain, E.; Rose, M. R.; Blaney, L. Spatiotemporal analysis of fluorescent dissolved organic matter to identify the impacts of failing sewer infrastructure in urban streams. Water Research 2023, 229, 119521. [Google Scholar] [CrossRef]
  46. Smith, M. A.; Kominoski, J. S.; Gaiser, E. E.; Price, R. M.; Troxler, T. G. Stormwater Runoff and Tidal Flooding Transform Dissolved Organic Matter Composition and Increase Bioavailability in Urban Coastal Ecosystems. J Geohys Res, B 2021, 126, e2020JG006146. [Google Scholar] [CrossRef]
  47. Eikebrokk, B.; Haaland, S. L.; Jarvis, P.; Riise, G.; Vogt, R. D.; Zahlsen, K. NOMiNOR: Natural Organic Matter in drinking waters within the Nordic Region. Norsk Vann report 2018, 231. https://va-kompetanse.no/butikk/a-231-nominor-natural-organic-matter-in-drinking-waters-within-the-nordic-region-kun-digital/.
  48. Crapart, C.; Andersen, T.; Hessen, D. O.; Valiente, N.; Vogt, R. D. Factors Governing Biodegradability of Dissolved Natural Organic Matter in Lake Water. Water 2021, 13. [Google Scholar] [CrossRef]
  49. ČSN EN 12880. Water quality, determination of dry residue and water content of sludges and sludge products. Czech Office for Standards, Metrology and Testing, Prague, 2000.
  50. ČSN EN ISO 9963-1. Water quality. Determination of alkanity. Part 1: Determination of total and composite alkanity. Czech Office for Standards, Metrology and Testing, Prague, 1995.
  51. ČSN EN ISO 5815-1. Water quality – Determination of biochemical oxygen demand after n days (BODn) –Part 1: Dilution and seeding method with allylthiourea addition. Czech Office for Standards, Metrology and Testing, Prague, 2020.
  52. ČSN EN ISO 8467. Water quality - Determination of chemical oxygen demand by permanganate (CODMn). Czech Office for Standards, Metrology and Testing, Prague, 1997.
  53. ČSN ISO 157085. Geometrical product specifications (GPS) - Surface texture: Profile method - Terms, definitions and surface texture parameters. Czech Office for Standards, Metrology and Testing, Prague, 2008.
  54. ČSN 757360. Water quality, determination of absorbance. Direct measurement of absorption of UV radiation at wavelength 254 nm. Czech Office for Standards, Metrology and Testing, Prague, 2013.
  55. ISO 17294-2. Water quality-application of inductively coupled plasma mass spectrometry (ICP-MS)-Part 2: determination of 62 elements (Vol. 2). Int. Organ. for Standardisation (ISO), Geneva, 2003.
  56. ISO 6878. Water quality — Determination of phosphorus — Ammonium molybdate spectrometric method. Int. Organ. for Standardisation (ISO), Geneva. 2004.
  57. DIN EN 12260. Water quality. Determination of nitrogen. Determination of bound nitrogen (TNb), following oxidation to nitrogen oxides. Deutches Institut fur Normung, Berlin. 2003.
  58. ISO 7150-1. Water quality-determination of ammonium. Part 1: manual spectrometric method. Int. Organ. for Standardisation (ISO), Geneva,1984.
  59. ISO10304-1. Water quality-determination of dissolved anions by liquid chromatography of ions-Part 1: determination of bromide, chloride, fluoride, nitrate, nitrite, phosphate and sulfate (Vol. 1). Int. Organ. for Standardisation (ISO), Geneva, 2007.
  60. ČSN EN ISO 14911. Water quality - Determination of dissolved Li+, Na+, NH4+, K+, Mn2+, Ca2+, Mg2+, Sr2+ and Ba2+ using ion chromatography - Method for water and waste water. Czech Office for Standards, Metrology and Testing, Prague, 2000.
  61. ISO 10260. Water quality, measurement of biochemical parameters; spectrometric determination of chlorophyll-a concentration (ISO: 1992). Int. Organ. for Standardisation (ISO), Geneva, 1992.
  62. ISO 8245. Water quality-Guidelines for the determination of total organic carbon (TOC) and dissolved organic carbon (DOC). Int. Organ. for Standardisation (ISO), Geneva. 1999.
  63. ČSN EN 12880. Characterization of sludges - Determination of dry residue and water content. Czech Office for Standards, Metrology and Testing, Prague, 2000.
  64. Romero, C. M.; Engel, R. E.; D’Andrilli, J.; Chen, C.; Zabinski, C.; Miller, P. R.; Wallander, R. Bulk optical characterization of dissolved organic matter from semiarid wheat-based cropping systems. Geoderma 2017, 306, 40–49. [Google Scholar] [CrossRef]
  65. Murphy, K. R.; Stedmon, C. A.; Graeber, D.; Bro, R. Fluorescence spectroscopy and multi-way techniques. PARAFAC [10.1039/C3AY41160E]. Analytical Methods 2013), 5, 6557-6566. [CrossRef]
  66. Gold-Bouchot, G.; Polis, S.; Castañon, L. E.; Flores, M. P.; Alsante, A. N.; Thornton, D. C. O. Chromophoric dissolved organic matter (CDOM) in a subtropical estuary (Galveston Bay, USA) and the impact of Hurricane Harvey. Environ Sci Pollut Res 2021, 28, 53045–53057. [Google Scholar] [CrossRef]
  67. Guéguen, C.; Mokhtar, M.; Perroud, A.; McCullough, G.; Papakyriakou, T. Mixing and photoreactivity of dissolved organic matter in the Nelson/Hayes estuarine system (Hudson Bay, Canada). J Mar Syst 2016, 161, 42–48. [Google Scholar] [CrossRef]
  68. Santana-Casiano, J. M.; González-Santana, D.; Devresse, Q.; Hepach, H.; Santana-González, C.; Quack, B.; Engel, A.; González-Dávila, M. Exploring the Effects of Organic Matter Characteristics on Fe(II) Oxidation Kinetics in Coastal Seawater. Environ Sci Technol 2022, 56, 2718–2728. [Google Scholar] [CrossRef]
  69. Shutova, Y.; Baker, A.; Bridgeman, J.; Henderson, R. K. Spectroscopic characterisation of dissolved organic matter changes in drinking water treatment: From PARAFAC analysis to online monitoring wavelengths. Water Res 2014, 54, 159–169. [Google Scholar] [CrossRef]
  70. Marcé, R.; Verdura, L.; Leung, N. Dissolved organic matter spectroscopy reveals a hot spot of organic matter changes at the river–reservoir boundary. Aquatic Sci 2021, 83, 67. [Google Scholar] [CrossRef]
  71. Williams, C. J.; Frost, P. C.; Xenopoulos, M. A. Beyond best management practices: pelagic biogeochemical dynamics in urban stormwater ponds. Ecol Appl 2013, 23, 1384–1395. [Google Scholar] [CrossRef] [PubMed]
  72. Walker, S. A.; Amon, R. M. W.; Stedmon, C. A. Variations in high-latitude riverine fluorescent dissolved organic matter: A comparison of large Arctic rivers. Journal of Geophysical Research: Biogeosciences 2013, 118, 1689–1702. [Google Scholar] [CrossRef]
  73. Moona, N.; Holmes, A.; Wünsch, U. J.; Pettersson, T. J. R.; Murphy, K. R. Full-Scale Manipulation of the Empty Bed Contact Time to Optimize Dissolved Organic Matter Removal by Drinking Water Biofilters. ACS EST Water 2021, 1, 1117–1126. [Google Scholar] [CrossRef]
  74. Wheeler, K. I.; Levia, D. F.; Hudson, J. E. Tracking senescence-induced patterns in leaf litter leachate using parallel factor analysis (PARAFAC) modeling and self-organizing maps. Journal of Geophysical Research. Biogeosciences 2017, 122, 2233–2250. [Google Scholar] [CrossRef]
  75. Kim, J.; Kim, Y.; Kang, H.-W.; Kim, S. H.; Rho, T.; Kang, D.-J. Tracing water mass fractions in the deep western Indian Ocean using fluorescent dissolved organic matter. Mar Chem 2020, 218, 103720. [Google Scholar] [CrossRef]
  76. Zhuang, W.-E.; Chen, W.; Yang, L. Effects of Photodegradation on the Optical Indices of Chromophoric Dissolved Organic Matter from Typical Sources. Int J Environ Res Public Health 2022, 19, 14268. https://www.mdpi.com/1660-4601/19/21/14268.
Figure 1. Map of the study area in the South Bohemian region of the Czech Republic (top right). The studied part of the Otava catchments is divided into 14 sub-catchments (bottom right). Sampling sites and land use is shown in the left figure.
Figure 1. Map of the study area in the South Bohemian region of the Czech Republic (top right). The studied part of the Otava catchments is divided into 14 sub-catchments (bottom right). Sampling sites and land use is shown in the left figure.
Preprints 80713 g001
Figure 2. Relationship between mean concentration (all historic data) of related chemical parameters in streams and the percentage of different land use (i.e., A) arable land, B) water surface, i.e., fishponds, C) urban area, and D) forested area) in the 14 sub-catchments draining into the streams.
Figure 2. Relationship between mean concentration (all historic data) of related chemical parameters in streams and the percentage of different land use (i.e., A) arable land, B) water surface, i.e., fishponds, C) urban area, and D) forested area) in the 14 sub-catchments draining into the streams.
Preprints 80713 g002
Figure 3. Correlation between site average sUVa (cm−1/mg C/L) in the DWARF data (2021 and 2022) vs. percent forest in the watersheds drained by the stream.
Figure 3. Correlation between site average sUVa (cm−1/mg C/L) in the DWARF data (2021 and 2022) vs. percent forest in the watersheds drained by the stream.
Preprints 80713 g003
Figure 4. Correlation between sUVa (cm−1/mg C/L) and the ratio of BOD5 over CODMn, both reflecting the content of autochthonous and anthropogenic relative to allochthonous DOM in the water. The data are from Losenice (site 10) sampled between 2000 and 2020.Correlation between sUVa (cm−1/mg C/L) and the ratio of BOD5 over CODMn, both reflecting the content of autochthonous and anthropogenic relative to allochthonous DOM in the water. The data are from Losenice (site 10) sampled between 2000 and 2020.
Figure 4. Correlation between sUVa (cm−1/mg C/L) and the ratio of BOD5 over CODMn, both reflecting the content of autochthonous and anthropogenic relative to allochthonous DOM in the water. The data are from Losenice (site 10) sampled between 2000 and 2020.Correlation between sUVa (cm−1/mg C/L) and the ratio of BOD5 over CODMn, both reflecting the content of autochthonous and anthropogenic relative to allochthonous DOM in the water. The data are from Losenice (site 10) sampled between 2000 and 2020.
Preprints 80713 g004
Figure 5. Relationship between different land use and biological index (BIX) reflecting the contribution of autochthonous (and anthropogenic) relative to allochthonous DOM sources: (A) arable, grassland, parks and orchards, water (i.e., fishponds) and urban areas; and (B) forest. Data are from seasonal samples collected in 2021 and 2022.
Figure 5. Relationship between different land use and biological index (BIX) reflecting the contribution of autochthonous (and anthropogenic) relative to allochthonous DOM sources: (A) arable, grassland, parks and orchards, water (i.e., fishponds) and urban areas; and (B) forest. Data are from seasonal samples collected in 2021 and 2022.
Preprints 80713 g005
Figure 6. Relationship between the spectral ratio (SR) and specific UV adsorption (sUVa) reflecting the link between size and aromaticity in the allochthonous and autochthonous sources of DOM at sUVa values above 0.033. The correlation is weak in samples with sUVa above 0.033 due to the influence of anthropogenic DOM. Data are from seasonal samples collected in 2021 and 2022.
Figure 6. Relationship between the spectral ratio (SR) and specific UV adsorption (sUVa) reflecting the link between size and aromaticity in the allochthonous and autochthonous sources of DOM at sUVa values above 0.033. The correlation is weak in samples with sUVa above 0.033 due to the influence of anthropogenic DOM. Data are from seasonal samples collected in 2021 and 2022.
Preprints 80713 g006
Figure 7. Cluster analysis of the water chemistry, sUVa, and catchment land use, along with the three PARAFAC component groups on the quarterly data from 2021 to 2022.
Figure 7. Cluster analysis of the water chemistry, sUVa, and catchment land use, along with the three PARAFAC component groups on the quarterly data from 2021 to 2022.
Preprints 80713 g007
Figure 8. The 1st and 2nd Principal Component (PC) from a Principal Component Analysis of the three PARAFAC component groups, catchment characteristics and water chemistry.
Figure 8. The 1st and 2nd Principal Component (PC) from a Principal Component Analysis of the three PARAFAC component groups, catchment characteristics and water chemistry.
Preprints 80713 g008
Table 1. Geographical characteristics of sampling sites and their catchment areas on the river network in the Otava basin. The identification numbers of the sites correspond to Figure 1 for reference.
Table 1. Geographical characteristics of sampling sites and their catchment areas on the river network in the Otava basin. The identification numbers of the sites correspond to Figure 1 for reference.
Site # 1 2 3 4 5 6 7 8 9 10 11 12 13 14
Name Otava
Písek
Blanice
Putim
Volyňka Strakonice Peklov
Nemětice
Černíčský potok
Bojanovice
Nezdický potok
Žichovice
Ostružná Sušice Volšovka Červené Dvorce Otava
nad Volšovkou
Losenice
Rejštejn
Hamerský potok
Antýgl
Vydra
Modrava
Volyňka Vimperk Blanice
Pode-dvory
Location ( N E ) 49.3083
14.1250
49.2663
14.1127
49.2541
13.9032
49.1947
13.8839
49.2948
13.6435
49.2670
13.6273
49.2521
13.5499
49.2120
13.5026
49.2115
13.5022
49.1405
13.5170
49.0597 13.5120 49.0267 13.4974 49.0506 13.7676 49.0328 13.9504
Altitude
m a.s.l.
360 364 400 428 429 435 452 482 465 558 900 980 710 545
Catchment area
km2
2885 860 427 80.3 61.5 75.8 172 74.4 456 53.7 20.7 89.7 48.4 210
Land use, %:
Forest 43.2 40.92 41.5 28.0 27.1 41.1 39.8 50.9 82.1 78.2 86.9 96.2 78.1 64.5
Arable 24.2 28.6 15.1 25.3 30.3 15.3 15.0 4.93 0.36 0.14 0 0.05 0.39 3.07
Grassland1 29.1 26.4 40.5 44.2 38.8 41.5 42.7 42.6 16.7 20.8 13.0 3.49 21.1 31.6
Urban 2.23 2.43 2.58 2.19 2.10 1.58 1.73 1.44 0.45 0.75 0.07 0.03 0.34 0.62
Water2 1.32 1.6 0.3 0.29 1.69 0.56 0.73 0.13 0.38 0.08 0.09 0.23 0.07 0.23
Population
density,
person km⁻2
50.0 48.4 57.3 32.0 29.0 22.8 27.3 59.8 9.5 30.7 3.2 0.64 4.2 11.4
1 Grassland category includes parks and orchards, 2 Referred to as fishponds in this study.
Table 2. Coefficient of determination for significant (p < 0.001) correlations between DOM fractions and explanatory factors. Data are from four sets of seasonal samples (n = 56) collected in 2021 and 2022.
Table 2. Coefficient of determination for significant (p < 0.001) correlations between DOM fractions and explanatory factors. Data are from four sets of seasonal samples (n = 56) collected in 2021 and 2022.
%DOM fractions
vs.
R2

HPI
Fishponds 0.712
BOD5 0.810
Rel. RR 0.691
VHA sUVa 0.669



CHA
Urban 0.689
CODMn 0.729
K+ 0.676
NO3- 0.729
BIX 0.757
FI 0.805
HIX 0.704
Disclaimer/Publisher’s Note: The statements, opinions and data contained in all publications are solely those of the individual author(s) and contributor(s) and not of MDPI and/or the editor(s). MDPI and/or the editor(s) disclaim responsibility for any injury to people or property resulting from any ideas, methods, instructions or products referred to in the content.
Copyright: This open access article is published under a Creative Commons CC BY 4.0 license, which permit the free download, distribution, and reuse, provided that the author and preprint are cited in any reuse.
Prerpints.org logo

Preprints.org is a free preprint server supported by MDPI in Basel, Switzerland.

Subscribe

© 2024 MDPI (Basel, Switzerland) unless otherwise stated