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a Departamento de Ciencias Agroforestales, Universidad de Sevilla, Ctra. Utrera km 1, 41013 Sevilla, Spain
b Departamento de Ciencias y Recursos Agrícolas y Forestales, Universidad de Córdoba, Apdo. 3048, 14080 Córdoba, Spain
cr1tocaj{at}uco.es
| ABSTRACT |
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Abbreviations: ACER, mixed anion and cation exchange resin AER, anion exchange resin CB, citrate-bicarbonate CC, citric acidNa citrate CBD, citrate-bicarbonate-dithionite HA, hydroxyapatite d (subscript), extracted by citrate-bicarbonate-dithionite IEP, isotopically exchangeable P o, (subscript), extracted by oxalate
| INTRODUCTION |
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Hydroxyapatite is the most stable Ca phosphate formed in soils, which should occur in calcareous soils (Freeman and Rowell, 1981). However, the precipitation rate to this stable phase is slow. It is generally preceded by the precipitation of more soluble, metastable phases, which slowly evolve to the stable phase and control the solution P concentration for long periods. Such phases include dicalcium phosphate dihydrate, octacalcium phosphate, and tricalcium phosphate in order of decreasing solubility (Lindsay, 1979; Fixen et al., 1983). Small concentrations of these products in the soil matrix preclude their identification by direct methods (e.g., x-ray diffraction). Phase diagrams derived from pure minerals and other indirect methods are hence used for this purpose (Olsen and Khasawneh, 1980; Fixen and Grove, 1990). These phase diagrams suggest that a fraction of these Ca phosphates may be available to plants (Fixen et al., 1983; Havlin and Westfall, 1984).
Estimating the content and solubility of the different Ca and other metal phosphate species that precipitate in calcareous and limed acid soils is far from simple. Soil P fractionation, though often used, is considered a poorly selective method for different forms of P in soil (Olsen and Khasawneh, 1980), and no more precise information can be expected from simple extraction techniques (Fixen and Grove, 1990).
The first objective of this study was to characterize the inorganic P forms in different heavily fertilized calcareous and limed acid soils. To this purpose, we combined data obtained from P fractionation, simple chemical extraction and isotopic exchange. The second objective was to characterize the P desorption patterns to P sinks (resins and goethite) and their relationship with the P forms. Finally, the possible agricultural and environmental implications of the different forms in which P occurs in calcareous and limed acid soils were considered. In the following, the term desorption is used to encompass all processes that result in release of P from the soil solid phase.
| Materials and methods |
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Plant-available P was estimated as described in detail by Delgado and Torrent (1997). Briefly, 2.8 kg of each soil was P-depleted by growing eight successive crops for a total period of 18 mo to reach either a solution P concentration of 0.01 mg L-1 or an Olsen P (Olsen et al., 1954) value of 6 mg kg-1. Then, plant-available P was estimated by interpolating or extrapolating cumulative P uptake to these exhaustion levels. Phosphorus released in 0.002 M CaCl2 was measured by preparing eight solution/soil suspensions ranging from 10:1 to 10000:1 (Delgado and Torrent, 1999), which were stirred occasionally during 340 d. Molybdate-reactive P in solution was measured and the P released in CaCl2 was defined as the amount of P calculated by interpolation or extrapolation to a solution P concentration of 0.01 mg L-1. The rationale for using this concentration was that it represents the threshold for significant algal growth in fresh waters (Golterman and de Oude, 1991).
The Olsen and Sommers (OS) (1982) sequential fractionation scheme was applied to 0.8 g of soil in 40 mL of extracting solution to obtain the NaOH-, citrate-bicarbonate- (CB-), citrate-bicarbonate-dithionite- (CBD-), and HCl-extractable P fractions. Detrital (lithogenic) apatite was considered to be HCl-extractable P in a procedure similar to the OS fractionation scheme. However, before HCl extraction, the soils were treated with 0.2 M citric acidNa citrate buffer at pH 6 and then with acetic acidNa acetate buffer at pH 4 to remove the more soluble and pedogenic hydroxyapatite (Ruttenberg, 1992). Direct extractions with 0.25 M Na citrate0.1 M NaHCO3 (CB) and 0.2 M citric acidNa citrate buffer at pH 6 (twice) (CC) were performed by shaking a suspension of 1 g of soil in 50 mL of extracting solution for 16 h on a reciprocating shaker oscillating at a frequency of 3 Hz. All extractions were carried out in triplicate.
Kinetics of Phosphorus Desorption
Soil P was desorbed by ion exchange resins saturated with HCO3, Cl, and NH4 and Cl (mixed), and goethite. To study the kinetics of P desorption to an AER saturated with HCO3, nylon bags holding 2.2 g of 0.3 to 0.8 mm Dowex 1 x 4 resin were used (Sigma Chemical, St. Louis, MO). A 2-g soil sample and a resin bag were suspended in 100 mL of deionized water in 120-mL polyethylene flasks placed on a reciprocating shaker oscillating at 1.3 to 1.6 Hz. At 1, 4, 8, 12, 16, and 25 d, the resin bags were recovered and replaced with a bag containing fresh HCO3AER.
In the experiments with Cl-AER, a soil sample containing 0.25 mg of desorbable P (estimated by 25-d extraction with HCO3AER) was placed in a 60-mL polyethylene bottle. The bottle contained the resin bag and 30 mL of a solution that matched the concentrations of Ca, Mg, K, and Na in the soil saturation extract with Cl as counterion; cation concentrations were previously determined by atomic absorption spectrophotometry (Ca and Mg) or flame photometry (K and Na). The bottle was then placed on a reciprocating shaker at 1.3 to 1.6 Hz. The resin bags were replaced with other bags containing fresh Cl-AER at 15 times ranging from 0.17 to 1920 h. In both sets of experiments, the resin bags were eluted with 0.5 M HCl to remove the adsorbed P.
The kinetics of phosphate desorption to ACERs was studied in polyethylene bottles containing the same amount of soil as in the experiment with Cl-AER, 100 mL of deionized water, and cation exchange resin (2.8 mL of Duolite 255, NH4 form; Sigma Chemical) and anion exchange resin (4.0 mL of IRA 402, Cl form; Sigma Chemical) in separate nylon bags. The bottles were shaken as for Cl-AER, and the resin bags were replaced with bags containing fresh resin at 12 times ranging from 1 to 1440 h. The adsorbed P and cations were eluted with 1 M NH4Cl at pH 2.
Goethite with a surface area of
40 m2 g-1, prepared according to Guzmán et al. (1994), was the other sink used for P desorption. A dialysis bag containing 2 g of soil in 50 mL of water was immersed into a Nalgene bottle with 450 mL of water containing 0.46 g of goethite. Before use, the dialysis bag (Visking tube 36/32, pore size between 12000 and 15000 Da) was washed with 0.5 M NaOH, rinsed with water, and allowed to stand overnight in deionized water. Bottles were shaken in an orbital shaker rotating at 1.3 Hz. Subsamples (4 mL) of the goethite suspension were taken at 16 times ranging from 48 to 672 h. The goethite subsamples were dissolved with 4 mL of 11.5 M HCl and analyzed for P and Fe using inductively coupled plasma-optical emission spectroscopy. All desorption experiments were carried out in duplicate at a temperature of 25 ± 1°C. In all solutions, molybdate reactive phosphate was analyzed according to Murphy and Riley (1962).
Curve Fitting and Statistical Analyses
The JohnsonMehl or Avrami equation (Goss, 1987) given below was used to describe P desorption to various sinks as a function of time.
![]() | (1) |
In Eq. [1], q is the amount of P desorbed at time t, qmax is the maximum amount of P that can be desorbed, and k and n are constants. This equation yields a sigmoidal curve when q/qmax is plotted against lnt. At
, q/qmax increases with increasing kn, and the slope of the curve increases with increasing n. Fitting of Eq. [1] to the P desorption data was done by the Simplex procedure (CoHort Software, Minneapolis, MN).
Comparison of extraction data means among soils were made with the Student's t test. In the tables, figures followed by the same letter are not significantly different at the P = 0.05 level. Unless otherwise stated, the term significant, when used in the text, also refers to the 0.05 level.
| Results and discussion |
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Metal Phosphates
Pedogenesis and fertilization with P result in different secondary metal phosphates precipitating in soil. In the three calcareous soils, calcium phosphates predominate over other P forms. This idea is supported by (i) the large HCl-P values, usually assigned to these minerals (Chang and Jackson, 1957), and (ii) the dramatic increase in the amount of P extracted directly by citrate when pH is changed from 8.5 (CB extractant) to 6 (CC extractant) (Table 3), consistent with the pH-dependent solubility of Ca phosphates (Lindsay, 1979). In these soils, HCl-P (Ca phosphates) was
80% of the sum of fractions in the OS fractionation scheme. According to the assumptions indicated in Table 2, one can estimate the amount of pedogenic Ca phosphates (i.e., excluding lithogenic apatite) in the calcareous soils by subtracting IEP from the amount of P extracted by citrate at pH 6 (CC). The resulting estimates of pedogenic Ca phosphates are 847 mg kg-1 for E1, 238 mg kg-1 for E2, and 315 mg kg-1 for I3. The estimates for E2 and I3 are smaller than the corresponding HCl-extractable P values less lithogenic apatite, probably because HCl dissolves pedogenic Ca phosphates that are only poorly soluble at pH 6, as is the case with HA (Lindsay, 1979).
In the two limed acid soils, HCl-P is <25% of the sum of fractions in the OS scheme, so Ca or Ca-rich phosphates are secondary to other P forms. The amount of P extracted increased significantly when the pH of the extracting solution decreased from 8.5 (CB) to 6 (CC). This increase, which was 205 mg kg-1 for D1 and 54 mg kg-1 for D2, is likely to be due to dissolution of Ca phosphates, which are much more soluble at pH 6 than at pH 8.5 (Lindsay, 1979). However, in contrast to the Ca phosphates that precipitate in calcareous soils, these Ca phosphates are likely to include substantial amounts of Al, Fe, Si, and other elements, as noted in some acid soils by Pierzynski et al. (1990).
Phosphorus specifically extracted by NaOH, which is assigned to Fe and Al phosphates (Table 2) were >100 mg kg-1 for D1, D2, and I3, but <60 mg kg-1 for E1 and E2 (Table 3). This is consistent with the higher likelihood of Fe and Al phosphates precipitating in soils free of or containing little carbonate and containing significant amounts of Fe and Al oxides. Indeed, the ratio between P extracted by NaOH and the sum of fractions in the OS scheme is positively and significantly correlated with the Fe and Al oxides contents (data not shown).
Desorption of Phosphorus to Different Sinks
Equation [1] provided a good description of P desorption to different sinks. Its constants are given in Table 4
(HCO3- and Cl-saturated AER, and ACER) and Table 5
(goethite). The values of qmax differed widely among soils and P sinks. Generally, the ACER was the most, and goethite was the least, efficient P sink. Because qmax > IEP, sinks probably promoted dissolution of metal phosphates. This idea is consistent with the more relative effectiveness of the ACER, because the cation exchange resin reduces cation activity in solution, thus decreasing the ionic product and favoring metal phosphate dissolution. Moreover, the qmax values for ACER differed by <30% from CC-P, which includes a substantial portion of the metal phosphates (Table 2). The contribution of metal phosphates to the ACER-qmax is also supported by the lower effectiveness of goethite relative to resins. In the goethite experiments, cations were not removed from solution, so metal phosphate dissolution was hindered by the progressive increase in solution cation concentration.
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Aharoni and Sparks (1991) showed that the plot of q/qmax against lnt in a chemical reaction gives a sigmoid curve, which is increasingly linear and decreases in slope (i.e., the n constant of Eq. [1] decreases) with increasing reaction heterogeneity. In P desorption to ACER (the most effective P sink), both the shape of the curve (Fig. 1) and its maximum slope (calculated from Eq. [1], not shown) indicate that E1 is the least and E2 is the most heterogeneous soil. The homogeneity in the desorbable P forms in E1 probably indicates the presence of pedogenic Ca phosphates of similar solubility. This soil has been continuously and heavily fertilized, so it is likely to remain oversaturated with respect to the same Ca phosphate phase, which would be the one to precipitate. Heterogeneity in E2 may be due to the presence of Ca phosphates of widely different solubility because this soil has received less, and irregular P fertilizer than either E1 or I3. So, its solution may have been oversaturated with respect to different Ca phosphates at different times.
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The ratio of the P desorbed after the first day of reaction (qslow) to qmax (qslow/qmax, Tables 4 and 5), which measures the relative importance of the slow desorption, is significantly lower (higher ordinates at
, Fig. 1) for the limed acid than for the calcareous soils. So, the limed acid soils (particularly D1) showed a greater proportion of quickly desorbed P than did the calcareous soils. Firstly, this can be attributed to the greater proportion of surface P in the limed acid soils. Secondly, the concentration of P in solution (Table 3) was higher for the limed acid than for the calcareous soils, which indicates that the former contained more phosphate adsorbed on sites of lower affinity, and thus more easily desorbed than the latter.
By subtracting IEP from ACER-P at 1 d, one can estimate the amount of metal phosphates that are readily dissolved in a system with effective ion sinks. This yields 326 mg kg-1 for D1, 106 mg kg-1 for D2, 359 mg kg-1 for E1, 47 mg kg-1 for E2, and 69 mg kg-1 for I3. If we then subtract from these values the corresponding amounts of pedogenic Ca phosphates estimated above, we obtain 121 mg kg-1 for D1, 52 mg kg-1 for D2, -488 mg kg-1 for E1, -191 mg kg-1 for E2, and -246 mg kg-1 for I3. These contrasting, significantly different figures suggest that the metal phosphates of limed acid soils (Fe and Al phosphates and/or Ca phosphates) dissolve faster than the Ca phosphates of calcareous soils.
Available Phosphorus in Relation to Phosphorus Forms
The limed acid soils contained more plant-available P than the calcareous soils. Plant-available P constituted >50 and <20% of the ACER-qmax in the former and latter soils, respectively. This can be attributed to (i) the greater content in surface P (as estimated by IEP) of the former relative to the latter soils and (ii) the aforementioned idea that the metal phosphates in the limed acid soils are more soluble, and thus can supply more P to plants, than the Ca phosphates in the calcareous soils. This is further supported by the fact that the excess of plant-available P over IEP is significant only for the limed acid soils (150 mg kg-1 for D1 and 61 mg kg-1 for D2) and E1 (28 mg kg-1); albeit in the latter soil this excess is only 3% of the ACER-qmax. The differences in Ca phosphate homogeneity and rate of dissolution between E1 and I3, on one side, and E2 on the other do not seem, therefore, to be reflected in major differences in plant availability.
The high correlation between plant-available and Olsen P
is consistent with the good performance of Olsen's test in neutral and alkaline soils as an indicator of plant-available P. However, the ratio Olsen P/plant-available P is significantly higher in the calcareous than in the limed acid soils (means of 0.30 and 0.66, respectively). This suggests that bicarbonate tends to somewhat overestimate plant-available P in the former, probably by dissolving a portion of some plant-unavailable Ca phosphates.
The amount of P released to 0.002 M CaCl2 (Table 3) was significantly greater than plant-available P for all soils except D2. This is probably due to the lower phosphate and Ca concentrations in the 0.002 M CaCl2 relative to the soil solution, which results in more desorption of adsorbed phosphate and dissolution of metal phosphates in 0.002 M CaCl2. Finally, P released to 0.002 M CaCl2 constituted a greater proportion of the ACER-qmax in the limed acid than in the calcareous soils (1.22 for D1, 0.62 for D2, 0.22 for E1, 0.35 for E2, and 0.37 for I3; all values are significantly different except those of E2 and I3). This is likely to be caused by the lower solubility of the Ca phosphates in the calcareous soils relative to the metal phosphates in the limed acid soils and by the presence of Ca in the equilibrium solution.
| Summary and conclusions |
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The ACER was a more effective sink than AER and goethite to desorb P. Phosphate desorption kinetics were described by the JohnsonMehl equation, which indicated that the degree of homogeneity of P forms differed among soils. Seemingly, pedogenic Ca phosphates of similar solubility predominate in E1, whereas E2 contains balanced amounts of Ca phosphates of different solubility. The limed acid soils and I3 are intermediate in degree of homogeneity of the P forms.
Plant-available P was >50 and <20% of the ACER-extractable P in the limed acid and the calcareous soils, respectively. This difference can be partly attributed to the higher solubility of some metal (Fe and Al and/or Ca) phosphates in the limed acid soils relative to the Ca phosphates in the calcareous soils. Plant-available P was highly correlated with Olsen P, but Olsen's extractant tended to overestimate plant-available P in the calcareous relative to the limed acid soils. The amount of P released to 0.002 M CaCl2 was greater than plant-available P and represented >60 and only <40% of the ACER-extractable P in the limed acid and calcareous soils, respectively.
In summary, the metal (Fe, Al, and Ca) phosphates present in the limed acid soils are more soluble than the Ca phosphates of the calcareous soils. This makes the calcareous soils inferior to the limed acid soils in terms of plant availability of soil P.
| ACKNOWLEDGMENTS |
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Received for publication July 21, 1999.
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