Aluminium speciation in streams and lakes of the UK Acid Waters Monitoring Network, modelled with WHAM
Research Highlights
► WHAM accounts for Al speciation in UK Acid Waters Monitoring Network samples. ► Streamwater dissolved organic matter binds more Al than lakewater material. ► Al3+ activities vary between waters, by up to 100-fold at a given pH. ► Dissolved organic matter charge has risen due to changes in water chemistry.
Introduction
Aluminium is mobilised from catchment minerals by atmospherically-deposited sulphur and nitrogen (Johnson et al., 1981) and its concentration is a key variable in the monitoring and assessment of acidified surface waters. In particular, inorganic monomeric aluminium is widely regarded as a measure of potential toxicity, because organically-complexed metal is considered not to be bioavailable, or at least less bioavailable (Gensemer and Playle, 1999). Furthermore, Al3+ and its cationic hydrolysis products are important as competitors with trace metals for binding to natural organic matter and mineral surfaces (Tipping et al., 2002, Tipping, 2005). Thus information about Al speciation in surface waters, and quantitative modelling of the reactions involved, are desirable. An important aspect of research efforts in this area is the testing of models with field data, which is the subject of the present paper.
The sampling programme of UK Acid Waters Monitoring Network (AWMN) was started in 1988, and involves the regular collection and analysis of lake and stream samples at sites throughout Great Britain and Northern Ireland (Table 1, Fig. 1). The monitoring sites were chosen because of their perceived susceptibility to acidification and therefore the waters are generally acidic and soft. Monthly measurements are made of chemical and biological variables for the streams, and quarterly measurements are made for the lakes. Information and data summaries are given in a special journal issue (see Monteith and Evans, 2005, and following papers), and in reports available from the network's website (http://www.ukawmn.ucl.ac.uk). The routine analyses include the fractionation of monomeric aluminium by the cation exchange column method of Driscoll (1984), which distinguishes labile and non-labile fractions, the former being a measure of Al3+ together with its inorganic complexes with OH−, SO42− and F−. For the period to 2007, the monitoring and analyses generated measured Al speciation data, suitable for comparison with modelled speciation, for 3087 surface water samples (Table 1).
The main purpose of the present work was to compare the AWMN Al speciation results with calculated values from the Windermere Humic Aqueous Model (WHAM; Tipping, 1994, Tipping, 1998, Tipping, 2002), which computes the full chemical speciation of a water sample, including Al species, using as inputs pH and the total dissolved concentrations of base cations, strong acid anions and dissolved organic matter. First, the exercise can be considered a test of the model. Second, it allows us to assess whether modelled values might (a) substitute for future routine measurements within the AWMN, in order to save effort and cost, and (b) extend the application of speciation information to other samples for which only total aluminium concentrations are measured. A third application of the results is to estimate Al3+ activity and its dependence on pH, in order to compare the results with those from an earlier study by Tipping (2005) using published Al speciation data from a number of other surface waters. As well as using the reported concentrations of labile and non-labile Al, we explored the use of the correction procedure given by Backes and Tipping (1987) that takes account of the tendency for the cation-exchange speciation method to underestimate [Almon,NL] because of partial dissociation of Al-DOM complexes during passage through the fractionation column.
Of related interest is the net charge of dissolved organic matter (DOM), which is considered an indicator of its mobility in soil–water systems (de Wit et al., 2007). To date, charge on DOM in natural waters has been estimated from ionic balance (Kopáček et al., 2000, de Wit et al., 2007), or by simple modelling that takes into account the binding of protons, but not metals, to DOM (Oliver et al., 1983, Lawrence et al., 2007). By estimating the binding of all cationic species, including the hydrolysis products of Al3+, WHAM provides more complete estimates of the DOM charge, and this is done as part of the main speciation calculation.
In this paper, we refer to total, labile and non-labile monomeric aluminium as Almon,T, Almon,L and Almon,NL respectively. Square brackets – [] – indicate concentrations, which are either in μg l−1, as reported analytically, or μmol l−1 which is more relevant to speciation calculations. The activity of Al3+ is denoted by aAl3+ Activities or concentrations of Al3+ are given in mol l−1. The abbreviations DOC and DOM refer to dissolved organic carbon and dissolved organic matter. In comparing measured and modelled concentrations, we explicitly equate Almon,NL with Al complexed to DOM, and Almon,L with inorganic forms.
Section snippets
Analytical procedures
Chemical analytical methods used by the AWMN are summarised by Patrick et al., 1995, Monteith and Evans, 2000; see also Harriman et al. (1987). Current methods are summarised at: http://awmn.defra.gov.uk/methods/chemistrymethods.php. Briefly, pH is measured with a glass electrode, DOC by oxidative combustion-infrared analysis to 2003, thereafter by continuous flow analysis, and cations and anions by ion chromatography. Most important for the present study are the analytical methods for Al.
Speciation calculations
The calculations were performed using WHAM/Model VI, based on WHAM (Tipping, 1994), with Humic Ion Binding Model V replaced by Model VI (Tipping, 1998). Model VI uses a structured formulation of discrete, chemically-plausible, binding sites for protons, in order to allow the creation of regular arrays of bidentate and tridentate binding sites for metals. Metal aquo ions (Al3+, Fe3+, Cu2+ etc.) and their first hydrolysis products (AlOH2+, FeOH2+, CuOH+ etc.) compete with each other, and with
Aluminium speciation
The data for streams and lakes were first treated all together, but omitting data points with low [DOC] and [Almon,T], as explained above. This meant that 1990 (64%) of the total number of points (3087) were used for fitting. Model optimisation was performed for the reported Al speciation data, and also after correction with Eq. (1). The correction procedure increased [Almon,NL] by 14% on average (range 0–88%). The optimised value was that giving the lowest root-mean-squared-deviation (RMSD) in
Model performance and calibration factors
The AWMN data cover a substantial range of chemical conditions, with ranges of 3.8 to 7.6 in pH, 0.1 to 45 mg l−1 in [DOC] and 2 to 715 μg l−1 in [Almon,T]. Thus they provide an excellent test of the ability of WHAM to describe aluminium speciation. The results in Fig. 2, Fig. 3, Fig. 4 show very reasonable agreement between observation and prediction, bearing in mind that only a single adjustment of FFADOC is made for streams, and a separate adjustment for lakes. The fact that the model accounts
Conclusions
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After simple calibration, WHAM/Model VI accounts reasonably well for measured aluminium speciation, i.e. fractionation of labile and non-labile (inorganic and organic) forms, in AWMN samples.
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Aluminium speciation depends mainly upon pH, [DOC] and the total concentration of monomeric aluminium.
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If the measured data are corrected for the partial dissociation of Al-DOM complexes during analysis, agreement between measured and modelled speciation results is worsened. However, when the corrected data
Acknowledgements
We are grateful to C.D. Evans and D.T. Monteith (both CEH) for facilitating access to the AWMN data, and to S. Lofts (CEH), A. McCartney (Freshwater Laboratory, Pitlochry), D.T. Monteith and an anonymous referee for constructive comments on the manuscript. This work was funded by the NERC CEH Biogeochemistry Programme.
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