Soil Science Society of America Journal 63:1106-1115 (1999)
© 1999 Soil Science Society of America
DIVISION S-2-SOIL CHEMISTRY
Aluminum Solubility Control in Different Horizons of a Podzol
M. Zysseta,
P. Blaserb,
J. Lusterb and
A.U. Gehringc
a Dep. of Soil Sci., Swedish Univ. of Agric. Sci. (SLU), 750 07 Uppsala, Sweden [present address: Jägerweg 6, 3014 Bern, Switzerland]
b Swiss Federal Institute for Forest, Snow and Landscape Research (WSL), 8903 Birmensdorf, Switzerland
c Institute of Terrestrial Ecology, ETH Zurich, Grabenstrasse 3, 8952 Schlieren, Switzerland
bmzysset{at}dplanet.ch
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ABSTRACT
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Aluminum extractability and solubility were investigated in detail in six horizons of a Typic Haplohumod (FAO: Haplic Podzol) from southern Switzerland. Pyrophosphate and oxalate extractions as well as successive acid leaching indicated that in the Ah, (AE), and Bh horizons reactive Al is mainly bound to soil organic matter, whereas in the Bs, BC1, and BC2 horizons it is of inorganic nature. In the latter three horizons, infrared (IR) spectroscopy and transmission electron microscopy (TEM) revealed the presence of imogolite. Batch equilibrium experiments at 20°C in the pH range of approximately 3.5 to 5.5 showed that the podzol profile can be divided into two parts of different Al solubility control. In the Ah and (AE) horizons, Al solubility was found to be controlled by complexation reactions to soil organic matter. Kinetic studies with samples of the Bh, Bs, BC1, and BC2 horizons showed that ion activity products with respect to both Al(OH)3 and imogolite, (HO)3Al2O3SiOH, reached a constant value after reaction times of 16 d. For pH >4.1, the compilation of all data revealed
and
. These data could be shown to be consistent with either Al solubility control by imogolite-type material (ITM) with a log
, which dissolves incongruently, or a simultaneous equilibrium with ITM and hydroxy-Al interlayers of clay minerals. For pH <4.1, data indicated solubility control by a 1:1 aluminosilicate, e.g., poorly crystalline kaolinite.
Abbreviations: AAS, atomic absorption spectroscopy BS, base saturation CEC, cation-exchange capacity FIA, flow injection analysis IAP, ion-activity products ICP-AES, inductively coupled plasma atomic emission spectroscopy ICP-MS, inductively coupled plasma mass spectroscopy IR, infared ITM, imogolite-type material TEM, transmission electron microscopy
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INTRODUCTION
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IN THE LAST TWO DECADES, the anthropogenically induced acceleration of forest soil acidification has been a topic of environmental concern. In many industrialized areas, the atmospheric deposition of sulfur and nitrogen compounds is a major source of proton input to soils (see Matzner, 1992; Paces, 1985; van Breemen et al., 1984). In acidic soils at pH values
4.5, a major part of the acid input is buffered by dissolution of reactive Al phases. The released Al in soil solution can be phytotoxic and, thus, can pose a major ecological risk (see Sumner et al., 1991; Ulrich, 1989; Foy, 1984). Despite this toxicity, Al solubility control in soils is not understood completely. In acidification models such as SAFE (Sverdrup et al., 1995), it is assumed that Al activity in the soil solution is regulated by equilibrium with an Al(OH)3 phase.
On the basis of both field measurements and laboratory experiments several different solid phases have been proposed to control Al solubility in soils. Walker et al. (1990) attributed Al solubility control in organic soil horizons to exchange reactions between H and Al at soil organic matter. They found that equilibrium solubility was attained within hours and increased with decreasing pH and increasing degree of saturation of soil organic matter with Al. Their results agreed with earlier studies by Cronan et al. (1986) and Bloom et al (1979). Mulder et al. (1989) concluded from results of a leaching experiment that even in acid mineral soil horizons Al solubility can be controlled by complexation with soil organic matter. This finding was confirmed by soil solution data obtained from acid brown forest soils in the Netherlands (Mulder and Stein, 1994). Berggren and Mulder (1995) concluded in their study that, depending on pH range, different phases can control Al solubility. They attributed Al solubility in acid mineral soil horizons from southern Sweden at pH <4.1 to complexation reactions with soil organic matter, and, at higher pH values, to an Al(OH)3 phase with a higher solubility than gibbsite. David and Driscoll (1984) found that soil solutions from two Spodosol B horizons were often close to equilibrium with synthetic gibbsite. In a laboratory study, Dahlgren et al. (1989) observed fast equilibrium of Spodosol Bs horizons with respect to Al(OH)3 from both conditions of undersaturation and oversaturation. They attributed control of Al solubility to hydroxy-Al interlayers of expansible 2:1 layer silicates, since (i) no or only trace quantities of gibbsite could be detected in the soil samples, and (ii) Al activities were oversaturated with respect to gibbsite. Similar results were reported by Dahlgren and Walker (1993). Hydroxy-Al interlayers are less stable than gibbsite as was shown for smectites (Turner and Brydon, 1965; 1967).
Another phase that was proposed to control Al solubility in acid soils, is imogolite, a short range ordered aluminosilicate with an Al:Si ratio of 2:1. A less ordered material with the same chemical composition is often referred to as proto-imogolite allophane (Farmer et al., 1980), and the sum of imogolite and proto-imogolite allophane as ITM (imogolite type material; Gustafsson et al., 1995). Imogolite was detected in podzols from different countries (see Tait et al., 1978; Farmer et al., 1980; Ross and Kodama, 1979; Childs et al., 1983; Gustafsson et al., 1995). However, not all podzols contain imogolite (see Wang et al., 1986). According to Farmer (1987) the formation of imogolite and allophane requires a pH value >4.6 to 4.9. Farmer (1987) suggested that Al solubility in soils containing imogolite may be controlled by a simultaneous equilibrium between an Al(OH)3 phase and imogolite. Dahlgren and Ugolini (1989) found evidence for this mechanism in soil solutions obtained from Bs and C horizons in a Tephritic Spodosol. Data from batch equilibrium experiments using spodic B horizons also suggested this mechanism (Su et al., 1995).
Most previous studies on Al solubility in soils investigated specific horizons, mainly A or spodic B horizons. Many dealt only with a narrow pH range, and this can lead to difficulties in assessing the solubility controlling phase. The aim of this research was to investigate the Al-solubility behavior in a complete sequence of horizons of an acidic soil profile in the approximate pH range between 3.5 and 5.5, which is characteristic for many podzolized soils.
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Samples and methods
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Soil Profile
Samples were collected from a soil profile at Copera in southern Switzerland (46°8' N, 8°59' E). The pedon was classified as a Typic Haplohumod (Soil Survey Staff, 1996), Haplic Podzol (FAO, 1988), or as cryptopodzolic soil (Blaser et al., 1997). The soil developed on mica-rich gneissic bedrock under chestnut forest and is characterized by uniform incorporation of organic matter deep into the profile leading to only a weakly developed, barely visible eluvial horizon.
Soil Analysis
Field moist soil samples from each of the six horizons were passed through a 2-mm sieve and stored at -20°C. Preliminary tests showed that freezing and melting did not affect the results of the experiments. All chemical analyses were performed in three replicates. The mass of added soil samples to extraction solutions were corrected for soil moisture content to obtain equal soil:solution ratios (mass:mass) for all horizons. The pH value was measured potentiometrically in deionized water (soil:solution ratio = 1:2; 30 minutes equilibration time). Exchangeable cations were determined in 1 M NH4Cl extracts (soil:solution ratio = 1:10; 1-h extraction time) by inductively coupled plasma atomic emission spectrometry (ICP-AES; Optima 3000, Perkin Elmer Corp., Norwalk, CT). Exchangeable protons were calculated by the difference of total and Al-induced acidity, which were determined according to Yuan (1959). Charge equivalents of exchangeable H, Al, Na, K, Ca, Mg, Mn, and Fe were used to estimate effective cation-exchange capacity (CECeff) and base saturation (BS). Reactive forms of Al and Si were estimated by pyrophosphate (Alp) and oxalate extractions (Alox and Siox) using the methods of Bascomb (1968) and Schwertmann (1964), respectively. The concentrations of these elements in the extracts were determined by flame atomic absorption spectrometry (AAS, Pye Unicam PU 9200, Unicam Ltd., Cambridge, UK).
A portion of the <2-mm fraction was dried at 60°C for 48 h and used for the following analyses. After removing organic matter by H2O2, particle size distribution was determined by the pipet method described by Gee and Bauder (1986). Total Al concentrations (Altot) in the samples were determined by analyzing Na-tetraborate digests dissolved in dilute nitric acid with inductively coupled plasma mass spectrometry (ICP-MS, VG PlasmaQuad PQ 2 Plus, VG Elemental, Winsford, UK). The carbon content was measured with a CN analyzer (Carlo Erba Instruments NA 1500 Series 2, Milan, Italy).
Leaching Experiment
To test whether added hydrogen ions are mainly buffered by the release of organically or inorganically bound Al, samples were successively leached with a solution of the chemical composition of 0.01 M HNO3 and 0.03 M NaNO3 and subsequently extracted with oxalate or pyrophosphate as described above. Since it was intended to leach 4050% of reactive Al, the number of leachings were varied for the different horizons depending on their contents of Alox: Ah: 5 leachings; (AE): 6; Bh: 8; Bs: 6; BC1: 5; BC2: 4. The leachings were performed in duplicates in batch reactors with a soil: solution ratio of 1:10. After a 15-h extraction on an end-over-end shaker at a constant temperature of 20 ± 1°C, the suspension was centrifuged for 15 min at 7000 g and the supernatant filtered (cellulose nitrate 0.45 µm; Sartorius Corp., Edgewood, NY). The removed solution was replaced by fresh reaction solution and the extraction procedure repeated. In all filtrates concentrations of Al were determined by AAS (Pye Unicam PU 9200). After the last leaching step, pyrophosphate or oxalate extractable Al was determined in the solid residue as described above and referred to as AlRp or AlRox. For all horizons total leached Al (AlL) differed less than 3% within two replicates.
Infrared Spectroscopy and Transmission Electron Microscopy
Infrared spectroscopy was performed on acid dispersible clay fractions of Bs, BC1, and BC2 material. For the preparation of the <0.5-µm fraction, the method described by Farmer et al. (1980) was used. The IR spectra were obtained in transmission mode on pellets containing 1.5 mg of freeze-dried clay in 150 mg of a matrix of KBr. The pellets were dried at 150°C in an oven for 12 h. Infrared spectra were recorded between 4000 and 400 cm-1 (Perkin Elmer 1760 X) and between 500 and 200 cm-1 (Perkin Elmer 1700 X). In a second run, the same pellets were heated at 400°C for 12 h and then another set of IR spectra was measured. The heating step was performed to distinguish between mineral phases in terms of their thermal stability. For TEM, one drop of diluted suspension containing the acid dispersable <0.5-µm fraction was dried on a carbon-coated Cu grid. Analyses were performed with a JEM-2000 EX TEM (JEOL Ltd., Akishima, Japan).
Batch Experiments
Al solubility behavior was investigated by batch experiments on an end-over-end shaker at 20 ± 1°C. All reaction solutions contained a constant ionic background of 0.03 M NaNO3 to reduce variation in ionic strength. To determine the time required to reach equilibrium with inorganic Al phases, kinetic series were performed at selected HNO3 concentrations [(AE): 18.0 mM; Bh: 5.5 and 27.5 mM; Bs: 5.7 and 16.7 mM; BC1: 2.9 and 9.7 mM; BC2: 2.9 and 9.8 mM) at soil:solution ratios of 1:10 and reaction times varying between 3 h and 35 d. At the end of the reaction time the suspensions were centrifuged for 15 min at 7000 g. To avoid any impact of filters on H+-activity, pH values were measured in a small portion of supernatant with a combination glass electrode. The remaining supernatant was filtered (Sartorius cellulose nitrate 0.45 µm) and used for the following analyses. Labile aluminum (Allabile), was operationally defined as Al quickly reacting with 8-hydroxyquinoline, and was determined by the manual method described by Luster et al. (1993). Concentrations of monomeric Si (Sim), were measured colorimetrically (Koch and Koch, 1964). Total concentrations of Al, Si, and S were determined by ICP-AES (Perkin Elmer Optima 3000).
On the basis of the results of the kinetic series, a reaction time of 30 d was chosen for the equilibration experiments. The reaction solutions contained HNO3 (055 mM) or NaOH (08.8 mM). In most experiments, a soil:solution ratio of 1:10 was used. To evaluate a possible effect of this ratio, a few additional experiments were performed with a soil:solution ratio of 1:2.5. For all equilibrium experiments, concentrations of Allabile were determined by the flow injection analysis (FIA) method of Clarke et al. (1992) as modified by Berggren and Sparén (1996) and concentrations of Sim by the FIA method of Thomsen et al. (1983) as modified by Gustafsson et al. (1998). Results obtained with the corresponding manual and FIA methods differed less than 10% for Allabile and less than 15% for Sim.
Chemical Speciation and Evaluation of Aluminum Solubility Controlling Phases
To evaluate Al-solubility, free Al3+ concentrations were calculated from measured Allabile by the computer program ALCHEMI 4.0 (Schecher and Driscoll, 1987). It was assumed that Allabile includes monomeric Al-hydroxo-complexes as well as AlSO+4 and AlH3SiO2+4 (Berggren and Mulder, 1995). Al-organic and polynuclear Al-complexes are not included to any significant degree (Clarke et al., 1992). The influence of considering AlSO+4 on calculated Al3+-concentrations was tested in cases in which total S-concentrations were measured, assuming that all S was bound to SO2-4. Free Al3+-concentrations differed <1.3% when calculated with or without the consideration of SO2-4. Therefore, AlSO+4 was neglected in the speciation calculations.
Stability constants log ß0n, and log *K0s, as well as heats of reaction
H0r used in chemical equilibrium calculations are listed in Table 1
. Concentrations of Al3+ were converted to activities by the Davies equation. Since dissolved Sim occurs as uncharged H4SiO4 in the investigated pH-range, its activity coefficient was assumed to be 1. Logarithms of ion-activity products (log IAP) were calculated for Al(OH)3 and imogolite, (HO)3Al2O3SiOH, according to Eq. [1a] and [1b], where pH, pAl, and pSi stand for the negative logarithms of H+-, Al3+- and H4SiO4-activities:
 | (1a) |
 | (1b) |
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Table 1 Stability constants and heats of reaction at 298 K and 1 atm of species and solid phases used in equilibrium calculations
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Diagrams of pAl vs. pH and (pAl + 0.5 pSi) vs. pH were used to evaluate possible phases which control Al solubility in the profile. If Al activities are in equilibrium with Al(OH)3 or ITM, the corresponding diagram reveals a linear relationship with the slope of 3 corresponding to the number of H+-ions consumed in the dissolution reaction, and the intercept to the negative value of the stability constant, -log *Ks. Furthermore, at equilibrium log
. In pH ranges in which experimental data suggested a linear relationship, the slope and the intercept on the ordinate were estimated by structural analysis (see Webster, 1997), and 95% confidence intervals were estimated according to Kendall and Stuart (1967). By contrast to the widely used linear regression, structural analysis takes uncertainties in both x and y values into account. From preliminary experiments, these were estimated to be ±0.02 for pH, pAl, and pSi. To compare our results with literature data, experimentally determined values of log IAP and log *Ks were converted to standard conditions by the van't Hoff equation and referred to as log IAP0 and log *K0s.
Neal et al. (1987) showed that, due to autocorrelation, diagrams as used here can produce apparent order in data, even when the data consists of random numbers, and this can lead to false interpretation of experimental results. Xu and Harsh (1995), however, concluded in their study that autocorrelation does not interfere with the interpretation of solid phase control for natural gibbsite at pH <5.5.
In addition to Al solubility control by Al(OH)3 or ITM, two special cases were tested: (i) simultaneous equilibrium with ITM and an Al-hydroxide, and, (ii) congruent dissolution of ITM. The dissolution of an Al-hydroxide can be described by Eq. [2a] and, in equilibrium, pAl vs. pH is given by Eq. [2b], where log *KA is the stability constant.
 | (2a) |
 | (2b) |
The dissolution of an aluminosilicate can generally be described by Eq. [3a], and pAl vs. pH in equilibrium by Eq. [3b], with log *KI being the stability constant.
 | (3a) |
 | (3b) |
If Al is in equilibrium with both phases, the right hand sides of Eq. [2b] and [3b] become equal, and, therefore, pSi can be calculated according to Eq. [4].
 | (4) |
For the derivation of the pAl vs. pH relationship assuming congruent dissolution of ITM, stoichiometric stability constants c*K0s (solubility of ITM, see discussion section), cK1 (formation of AlH3SiO2+4; Table 1), and cßn (mononuclear 1:1, 1:2, and 1:4 Al-hydroxo-complexes; Table 1) were used. Equations [5a] and [5b] must be fullfilled, where [] denote concentrations and [Al]total and [Si]total stand for total concentrations of dissolved Al and Si, respectively.
 | (5a) |
 | (5b) |
It is assumed that [Al]total consists of the species [Al3+], monomeric 1:1, 1:2, and 1:4 Al-hydroxo-complexes and
, and [Si]total is the sum of [H4SiO4] and
. Thus, [Al]total and [Si]total can be calculated according to Eq. [6a] and [6b].
 | (6a) |
 | (6b) |
Equations [6a] and [6b] are put into Eq. [5b], which is solved for [H4SiO4] to replace this species in Eq. [5a]. After rearranging, Eq. [7] is obtained.
 | (7) |
For a certain H+-concentration, Eq. [7] can be solved for Al3+ by using, e.g., the Newton-Raphson method. This was done for several pH values between 3.5 and 5.0, assuming an ionic strength of
, which is similar to the mean I determined in the equilibrium experiments, and a temperature of 20°C. The corresponding plot pAl vs. pH revealed a slope of 2.0.
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Results
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Physical and Chemical Properties of the Soil Samples
The particle size distribution was dominated by the sand fraction with relative contents between 51 and 62% in the different horizons. The contribution of the silt fraction was in the range 28 to 37%. The clay content showed a decrease with depth from 17 to 6% (data not shown). The pH determined in H2O increased with depth from 4.27 to 5.49 (Table 2)
. Organic C exhibited a decrease within the profile by almost two orders of magnitude. The effective cation exchange capacity decreased from 145 mmolc/kg soil in the Ah horizon to 4.4 mmolc/kg in the BC2 horizon. The base saturation varied between 3.7 and 19.2% with a minimum in the Bh horizon. Selective extractions showed for both Alp and Alox a maximum in the Bh horizon (Table 3)
. In the horizons in which organic matter represented a major component, Alp was similar to Alox. In the lower horizons, the Alp decrease was more pronounced than the one of Alox. The ratio Alox/Altot varied between 0.06 and 0.16. The (Alox - Alp)/Siox ratio as a measure to estimate the Al/Si ratio in amorphous Al silicates (see Parfitt and Kimble, 1989) varied between 0.68 and 3.32 within the four lower horizons. The low value observed for the Bh horizon is uncertain as indicated by a high standard deviation. The contribution of exchangeable Al, (Alexc), to Altot was
1% in the Ah and even smaller in the other horizons.
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Table 2 Chemical parameters of the fraction <2 mm in the six horizons of the profile; pH value measured in H2O; content of organic C (Corg); exchangeable cations; effective cation exchange capacity (CECeff); base saturation (BS); standard deviation (SD) of three replicates
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Table 3 Contents and ratios of different Al and Si fractions in the soil profile; p: pyrophosphate extractable; ox: oxalate extractable; exc: exchangeable; tot: total; SD: standard deviation of three replicates; nd: not determined
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Leaching Experiment
The relative amounts of AlL varied for the different horizons between 39 and 58% of Alox (Fig. 1a)
. Oxalate extractable Al and
showed the same distribution pattern within the profile. However, the latter was slightly higher in all horizons. A different behavior was observed for Alp. In the three uppermost horizons,
and Alp revealed the same distribution pattern with similar values (Fig. 1b). In the three lowermost horizons, however, AlRp and Alp were similar and
were significantly higher than Alp.

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Fig. 1 Results of acid leaching experiment for samples from different depths in the profile (Table 2); a) oxalate extraction; b) pyrophosphate extraction; Alox and Alp:oxalate and pyrophosphate extractable Al in untreated samples; AlRox and AlRp:oxalate and pyrophosphate extractable Al in solid residues after successive acid leaching; AlL:total Al removed by acid leaching; AlL + AlRox and AlL + AlRp:sum of total leached Al and extractable Al in solid residues
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Spectroscopic and Microscopic Analyses
In the range 3500 to 3800 cm-1 the IR spectra of the acid dispersable clay fraction of the Bs, BC1, and BC2 horizons dried at 150°C exhibited bands at 3698 and 3627 cm-1 (data not shown). These bands were attributed to stretching vibrations of structural OH groups in kaolinite (Farmer, 1974). Between 600 and 300 cm-1 four bands at 536, 471, 428, and 343 cm-1 were found for samples dried at 150°C (Fig. 2)
. Considering the bands at 3698 and 3627 cm-1, which were typical for kaolinite, the bands at 536 and 471 cm-1 could be assigned unambiguously to Si-O deformations and octahedral sheet vibrations of this mineral. Upon heating the samples to 400°C, the bands in the near and mid infrared range did not change significantly. The bands at 428 and 343 cm-1 were characteristic for kaolinite as well as for imogolite or proto-imogolite allophane (see Farmer et al., 1979; Russel and Fraser, 1994; Gustafsson et al., 1995). After heating at 400°C, the band at 428 cm-1 changed to a less pronounced shoulder and the one at 343 cm-1 decreased in intensity.

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Fig. 2 IR-spectra in the range 600 to 300 cm-1 of the acid dispersible clay fraction <0.5 µm from the horizons Bs, BC1, and BC2 heated at 150°C and at 400°C, respectively
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In the samples from the Bs, BC1, and BC2 horizons, TEM revealed fibers with lengths of several 100 nm and diameters of approximately 10 nm (Fig. 3)
. This morphology was attributed to imogolite (see Farmer et al., 1980; Dahlgren, 1994).

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Fig. 3 Transmission Electron Microscopy of the <0.5-µm acid dispersible clay fraction of the BC1 horizon
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Batch Experiments
In all kinetic series, strong initial increases in Allabile, pH, and Sim were observed, which lasted up to 2 d (Allabile), 5 d (pH), and 10 d (Sim) (data not shown). Subsequently, only little changes occurred. After 16 d of reaction time, log IAP with respect to both Al(OH)3 (Eq. [1a]) and imogolite (Eq. [1b]) remained practically constant in all series with the exception of the (AE) horizon. Selected examples are shown in Fig. 4a and 4b . The same qualitative behavior was found for all other kinetic series.

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Fig. 4 Values of log IAP vs. time for selected kinetic series. a) log IAP for Al(OH)3 (Eq. [1a]); b) log IAP for imogolite (Eq. [1b]). Initial H+-concentrations were 18.0 mM for (AE), 27.5 mM for Bh, 5.7 mM for Bs, 9.7 mM for BC1, and 9.8 mM for BC2
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With respect to the solubility behavior of Al determined in batch equilibrium experiments, the profile could be subdivided into two parts. In the Ah and (AE) horizon, pAl vs. pH exhibited a behavior which differed strongly from the one equilibrated with an Al(OH)3 phase (Fig. 5a)
. In the Ah horizon filtrates were undersaturated with respect to gibbsite at low pH values, whereas an oversaturation was observed for filtrates with pH >4.9. A qualitatively similar behavior was observed for the (AE) horizon, where filtrates were undersaturated with respect to gibbsite at pH
4.3 and oversaturated at higher pH values. For 3.59
pH
4.85, a linear relationship of pAl vs. pH with a slope of 2.16 was observed.

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Fig. 5 Results of batch equilibrium experiment. a) pAl vs. pH; the imogolite line assuming congruent dissolution obeys Eq. [7]; b) pSi vs. pH; c) (pAl + 0.5 pSi) vs. pH. Closed symbols, soil:solution = 1:10; open symbols, soil:solution = 1:2.5. The linear fittings in a) and c) were performed by structural analyses (see Webster, 1997) including all data at pH >4.1 of the Bh, Bs, BC1, and BC2 horizons. Structural analyses in b) was performed separately for both pH <4.1 and pH >4.1 for each of the four lower horizons. Solubilities of gibbsite (Palmer and Wesolowski, 1992), imogolite (Farmer and Fraser, 1982), proto-imogolite sol (Lumsdon and Farmer, 1995), quartz, and amorphous SiO2 (Stumm and Morgan, 1981) were calculated for 20°C by the van't Hoff equation
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The four lower horizons differed distinctly in Al-solubility behavior from the two uppermost horizons (Fig. 5a). The diagram of pAl vs. pH suggested a linear relationship for pH >4.0, where all filtrates were oversaturated with respect to gibbsite. At lower pH values, pAl vs. pH curves leveled off and at pH <3.7 filtrates were undersaturated with respect to gibbsite. Within the Bs and BC1 horizons, pAl vs. pH behaved equally for both soil:solution ratios of 1:10 and 1:2.5 at pH >4, whereas pAl was slightly higher in the 1:10 suspensions at lower pH values. To allow a direct comparison with the other ion activity vs. pH plots presented later [pSi vs. pH; (pAl + 0.5 pSi) vs. pH], structural analysis was performed for pH >4.1, where all three plots exhibited a linear relationship. Slopes of pAl vs. pH varied between 2.72 and 2.99 (r2
0.99) for the different horizons (Table 4)
, and the compilation of all data yielded Eq. [8].
 | (8) |
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Table 4 Results of batch equilibration experiments for the horizons Bh, Bs, BC1, and BC2 as well as the compilation of all data: pH-range; number of data points n; slope of pAl vs. pH (Al-hydroxide) or (pAl + 0.5 pSi) vs. pH (ITM), respectively, obtained from structural analysis; correlation coefficient r2; values of log IAP0 were calculated by Eq. [1a] or [1b] and subsequently converted to standard conditions by the van't Hoff equation; standard deviation, SD
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Lower and upper confidence limits of the slope at the 95% level were 2.75 and 2.99, respectively. Mean values of log IAP0 Al(OH)3 (Eq. [1a]) varied between 8.25 and 8.37 for the different horizons and the compilation of all data yielded log
(Table 4).
In many filtrates dissolved Sim was oversaturated with respect to quartz, and in two filtrates at low pH values a slight oversaturation with respect to amorphous SiO2 was observed (Fig. 5b; thermodynamic data from Stumm and Morgan, 1981). In the Ah and (AE) horizons, a slight increase of pSi vs. pH was found over the investigated pH range. In the four lower horizons, pSi increased strongly up to pH = 4.1 with slopes varying between 1.23 and 1.76. At higher pH markedly lower slopes between 0.25 and 0.40 were observed. In contrast to this qualitative similarity, the pSi vs. pH curves exhibited quantitative differences with respect to pSi decreasing in the order Bh > Bs > BC1 > BC2. The soil: solution ratio had only little effect on pSi.
The (pAl + 0.5 pSi) vs. pH data for the Ah and (AE) horizons differed markedly from the behavior of ITM (Fig. 5c). By contrast, (pAl + 0.5 pSi) for the four lower horizons increased with pH exhibiting slopes between 2.87 and 3.17 at pH >4.1 (r2
0.99) (Table 4). The compilation of all data yielded Eq. [9].
 | (9) |
Lower and upper confidence limits of the slope at the 95% level were 2.91 and 3.20, respectively. Mean values of log IAP0 (imogolite) (Eq. [1b]) varied between 6.43 and 6.66 for the different horizons and the compilation of all data yielded log
(Table 4).
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Discussion
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First the extractability of Al in the different horizons of the Typic Haplohumod is discussed. Since Alexc is much lower than Alox or Alp, the reactive part of total Al is mainly associated with amorphous and/or poorly crystalline inorganic phases or bound to organic matter. Pyrophosphate is known to extract preferentially Al that is coordinated with soil organic matter (see Parfitt and Childs, 1988), whereas oxalate dissolves in addition Al in amorphous and poorly crystalline inorganic phases as well as Al from chloritized vermiculite (Fordham and Norrish, 1983). On the basis of this, the podzol profile can be subdivided into two parts of different extraction behavior. In the three upper horizons with high contents of Corg, Alp
Alox indicates that most of the reactive Al is associated with organic matter. In the three lower horizons which have low contents of Corg, the Alp/Alox ratios in the range 0.18 to 0.34 provide evidence that the major part of reactive Al is bound to amorphous or poorly crystalline inorganic compounds.
In the four lower horizons, Siox is indicative of the occurrence of allophane or ITM (see Farmer et al., 1983; Dahlgren, 1994; Gustafsson et al. 1995). Furthermore, ratios of (Alox - Alp)/Siox between 2.6 and 3.3 in the Bs, BC1, and BC2 horizons indicate that these phases are rich in Al.
A comparison of
with Alox in the leaching experiment shows that added acid mainly dissolves oxalate extractable Al. The slightly higher values of
compared with Alox suggest that minor amounts of crystalline Al bound to primary or secondary minerals are also dissolved. These findings are in good agreement with a study by Dahlgren and Walker (1993), who showed in kinetic experiments using spodic Bs horizons that acid mainly dissolves oxalate extractable Al. In the Ah, (AE), and Bh horizons similar values of
compared with Alp as well as with Alox provide evidence that added acid mainly dissolves Al bound to organic matter. In the three lowermost horizons, AlRp is similar to Alp indicating that Al associated with inorganic amorphous or poorly crystalline compounds is the major source of acid leachable Al. These findings are consistent with an investigation by LaZerte and Findeis (1995) who stated that Alox is most affected by acidic leaching when the ratio (Alox - Alp)/Alp is above 0.3 to 0.7 and Alp becomes most important at lower ratios.
The IR spectra reveal kaolinite in Bs, BC1, and BC2 horizons. The occurrence of this mineral is proven by the absorption bands at 3698, 3627, 536, and 471 cm-1. Imogolite or proto-imogolite allophane have characteristic bands at 428 and 348 cm-1 where they overlap with bands of kaolinite. The absorption bands which can unambiguously be assigned to kaolinite show no significant change in intensity after heating to 400°C. By contrast to kaolinite, imogolite as well as proto-imogolite allophane are unstable at this temperature. Thus, the decrease in intensity of the two bands at 428 and 348 cm-1 is indicative of these phases. The detection of a thread-like morphology by TEM analysis provides further evidence for the occurrence of imogolite in the Bs, BC1, and BC2 horizons.
With respect to Al solubility as determined in batch experiments, the profile can be subdivided into two parts consisting of the (i) Ah and (AE) and (ii) Bh, Bs, BC1, and BC2 horizons. In neither the Ah nor the (AE) horizons, was equilibrium attained with respect to Al(OH)3 or ITM within 30 d. The observed behavior rather suggests that Al solubility is controlled by complexation reactions to soil organic matter. In such a case, Al solubility is dependent on the amount of reactive Al in the system (see Walker et al., 1990; Berggren and Mulder, 1995). Cronan et al. (1986) and Walker et al. (1990) found in batch experiments with organic horizons that solutions were undersaturated with respect to gibbsite at pH values lower than 4.4 to 4.8, the exact value depending on the amount of reactive Al, whereas an oversaturation was observed at higher pH. Our results from the Ah and (AE) horizons are consistent with these findings, and, therefore, it is concluded that Al solubility is controlled by complexation to soil organic matter. This mechanism is consistent with the results of the selective extractions and acid leaching experiments with Ah and (AE) material.
In the Bh, Bs, BC1, and BC2 horizons dissolved Al attained equilibrium after 16 d in all kinetic series based on stable values of log IAP for Al(OH)3 and imogolite, suggesting that Al solubility is controlled by an inorganic phase. The simultaneous rapid initial increases in pH, Allabile, and Sim in all kinetic series provide evidence that added acid is mainly buffered by release of Al and that a reactive aluminosilicate is involved in proton buffering processes.
As shown in Fig. 5a, the Bh, Bs, BC1, and BC2 horizons exhibit very similar pAl-pH reationships which suggest Al solubility control by the same solid phase. Considering pAl vs. pH, the mean log IAP0 of 8.35 for Al(OH)3 (Eq. [1a]) at pH >4.1 is similar to values reported in the literature. Gustafsson et al. (1998) found log
for spodic B horizons containing imogolite from central Sweden and Finland. Dahlgren et al. (1989) reported a lower value of 8.1 for Spodosol Bs horizons in the northeastern USA containing no or only small amounts of imogolite. Su et al. (1995) determined log
for Bs and BC horizons of a Tephritic Spodosol which contained imogolite as a major component in the clay fraction. In this study, statistical analysis revealed a slope of pAl vs. pH <3 at the 95% confidence level, suggesting that Al solubility may not be adequately described by assuming equilibrium with Al(OH)3. Dahlgren and Walker (1993) found in batch experiments with Spodosol Bs horizons a slope of 2.7 between pH 3.1 and 5.2. On the basis of a study by Bloom et al. (1977), these authors attributed Al-solubility control to hydroxy-Al interlayered 2:1 layer silicates arguing that if the hydroxy-Al interlayer phase exhibits a positive charge to compensate the permanent negative charge of the clay mineral, a slope of less than 3 is obtained. In our study, Al-solubility control by chlorite or hydroxy-interlayered vermiculite, which are major mineral compounds in the investigated soil profile (Eggenberger, 1995), could lead to a slope of less than 3 in the pAl vs. pH diagram.
Structural analysis of (pAl + 0.5 pSi) vs. pH for the four lower horizons at pH >4.1 yields a slope of 3.05 which, at the 95% level, does not significantly differ from the theoretical value of 3.00 for ITM. Therefore, the mean log IAP0 of 6.53 ± 0.09 can be considered to represent log *K0s of ITM in the four lower horizons. This value is within the range of reported stability constants for synthetic imogolite (log
, Farmer and Fraser, 1982; log
, Su and Harsh, 1994) and for proto-imogolite sol (log
, Lumsdon and Farmer, 1995). Thus, the consideration of (pAl + 0.5 pSi) vs. pH suggests Al-solubility control by ITM. The uniform increase of pSi from pH = 4.1 up to pH values significantly higher than 5 may indicate that Al-solubility control by ITM is also valid in the pH range 5 to 6, where Allabile was below detection limit. There are few studies on selected podzol horizons in which indications for Al-solubility control by ITM were found. For a spodic Bs horizon, Gustafsson et al. (1998) reported log
, and for Bs and BC horizons of a Tephritic Spodosol log
was found (Su et al., 1995). For the Bs, BC1, and BC2 horizons in this study, Al-solubility control by ITM is consistent with the results of selective extractions, leaching experiments, IR spectroscopy, and TEM. While Siox provides evidence for the presence of low amounts of ITM also in the Bh horizon, selective extraction and acid leaching data indicate that reactive Al in this horizon is mainly bound to Al-organic phases. Thus, at pH <4.16, where undersaturation with respect to ITM occurs, Al solubility may be controlled by complexation to soil organic matter.
As shown above, the independent considerations of (pAl + 0.5 pSi) vs. pH and pAl vs. pH lead to different implications on the Al solubility control in the four lower horizons. However, there are two possibilities for a combined interpretation. As a first possibility, both relationships can be explained by solubility control by ITM, which dissolves incongruently. Solubility control by congruent dissolution of ITM is very unlikely, since this would lead to a pAl vs. pH relationship with a slope of 2.0 as shown in Fig. 5a. Additional Al release by Al-organic phases might increase this slope. Considering the contribution of Alp to AlL in the acid leaching experiments, a significant effect of such a mechanism cannot be excluded for the Bh horizon. In the Bs, BC1, and BC2 horizons, however, reactive Al bound to organic matter very likely has only a minor effect on pAl vs. pH. The assumption of solubility control by incongruently dissolving ITM is supported by data from the following studies. Su and Harsh (1994) reported that solutions in equilibrium with a synthetic imogolite were oversaturated with respect to gibbsite. Lumsdon and Farmer (1995) investigated the solubility characteristics of a synthetic proto-imogolite sol. Stuctural analysis of their data (runs D1D4 and F1F5) reveals slopes of 2.92, 2.36, and 1.14 for (pAl + 0.5 pSi) vs. pH, pAl vs. pH, and pSi vs. pH, respectively. The findings of these studies suggest that in presence of a short-range ordered aluminosilicate (i) Al activities can be oversaturated with respect to gibbsite and (ii) a slope of pAl vs. pH between 2 and 3 can occur.
As a second possibility, Al3+ is assumed to be in a simultaneous equilibrium with ITM and hydroxy-Al interlayer. The latter phase has to be of the form Al
+n with n
0.13 as indicated by the slope of pAl vs. pH. According to Eq. [4], this would lead to a slope of pSi vs. pH of 0.26, which is within the observed range of 0.25 to 0.40. Thus, our data are consistent with respect to this mechanism which has been proposed earlier in the literature. Farmer (1987) proposed an equilibrium of this type for podzol Bs horizons. Dahlgren and Ugolini (1989) found evidence for such an equilibrium in soil solutions from a Tephritic Spodosol, and this finding was confirmed in a laboratory study conducted by Su et al. (1995).
Finally, the pH range below 4.1, where a break in pSi vs. pH occurs, is discussed for the three lower horizons. In all these horizons, the equilibrium solutions were distinctly undersaturated with respect to ITM at pH <3.8. This behavior can be explained by either kinetically impeded dissolution of Al, or control of Al activities by a solid phase which is more stable than ITM. In the kinetic series with Bs material and a final pH value of 3.70, log IAP with respect to both Al(OH)3 and imogolite did not significantly change after 16 d, indicating that Al activities were in equilibrium with an inorganic solid phase. Thus, it is likely that solutions attained equilibrium at pH <4.1. The significant higher slopes of pSi vs. pH in this pH range when compared with the pH range above 4.1 may indicate Al solubility control by another aluminosilicate than ITM. To evaluate this possibility it was assumed that filtrates in the pH range 3.58 to 4.07 (n = 14) were in equilibrium with an aluminosilicate of the general formula AlSiy(OH)wO((3+4y-w)/2), the solubility constant log *Ks of which can be calculated according to Eq. [10].
 | (10) |
The value of y was varied until the slope of log *Ks vs. pH was close to zero. A value of 1.05 was determined for y and log *Ks was calculated to be 5.04 ± 0.14. These results suggest that an aluminosilicate with an Al:Si ratio close to 1:1 controls Al solubility at pH values <4.1. A possible candidate is kaolinite, which was detected by IR spectroscopy. Kittrick (1970) pointed out, that the stability of kaolinite in soils might vary between the crystalline form and the one of halloysite. Thus, log
might vary between 3.1 and 5.4 at 20°C (thermodynamic data reported by Manley et al., 1987; Stumm and Morgan, 1981; Kittrick, 1969). The value estimated here is within this range, and, therefore, it is possible that Al solubility at pH <4.1 is controlled by poorly crystalline kaolinite. It must be stated, however, that no direct evidence for its presence could be found.
 |
Conclusions
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The first study on the Al solubility control for a complete set of horizons of a podzol over the entire ecologically significant pH range led to the following conclusions:- Specific extraction and acid leaching experiments suggest that reactive Al is mainly bound to organic phases in the Ah, (AE), and Bh horizons and to inorganic solid phases in the Bs, BC1, and BC2 horizons. In the latter three horizons, oxalate extraction, IR, and TEM data indicate ITM as reactive inorganic Al phase.
- Batch equilibrium experiments provide evidence that in the Ah and (AE) horizons Al solubility is controlled by complexation reactions to soil organic matter over the entire investigated pH range. This behavior is in agreement with specific extraction and leaching data. In the Bh, Bs, BC1, and BC2 horizons Al solubility at pH > 4.1 can be explained either by an equilibrium with incongruently dissolving ITM or by a simultaneous equilibrium with both ITM and hydroxy-Al interlayers of clay minerals. The data below pH 4.1 for the three lower horizons suggest solubility control by a 1:1 aluminosilicate, e.g., poorly crystalline kaolinite.
 |
ACKNOWLEDGMENTS
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The authors thank the following persons at WSL: A. Diarra, U. Beutler, R. Luescher, Dr. S. Zimmermann and K. Siegrist for technical support in the laboratory and at the field site, V. Michellod for performing selective extractions as well as leaching and kinetic experiments, and the staff of the central laboratory for performing ICP-AES analyses. Dr. M. Brechbühl (ETHZ) supplied total chemical analyses of the soil samples. The first author is grateful to Dr. D. Berggren, Dr. J.P. Gustafsson and M. Simonsson at SLU for many valuable discussions as well as for introduction to FIA-, IR-, and TEM-analyses. Dr. V.C. Farmer provided valuable comments on an earlier manuscript. Gratitude is also expressed to three anonymous reviewers for their constructive criticism. This study was supported by grants from the Swiss Federal Office of Environment, Forest and Landscape, the Swiss National Science Foundation (grant no. 8220-046488) and the Swedish University of Agricultural Sciences, Uppsala.
Received for publication February 23, 1998.
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