Journal of Colloid and Interface Science 251, 26–32 (2002)
doi:10.1006/jcis.2002.8319
Studies on Mg/Fe Hydrotalcite-Like-Compound (HTlc)
I. Removal of Inorganic Selenite (SeO2−
3 ) from Aqueous Medium
J. Das, D. Das, G. P. Dash, and K. M. Parida1
Regional Research Laboratory (CSIR), Bhubaneswar-751 013, India
E-mail:
[email protected]
Received December 21, 2000; accepted February 21, 2002
valencies are not responsive to the same means. For example, effective removal of SeO2−
3 from waste water is possible by using
ferric chloride or alum in a coagulation technique; however the
same method does not significantly affect Se(VI). According to
Trussell et al., for the same operating conditions and water compositions, Se(VI) is removed at a one-tenth the rate as Se(IV)
(5). Selenite (Se(IV)) shows a strong affinity toward iron oxide
surfaces (6–9) while selenate (Se(VI)) shows a weaker affinity
for oxide surfaces (9, 10) and is easily transportable in ground
waters and available for uptake by plants. The reactions of selenium in soil greatly affect the bioaccumulation of Se in plants
and animals.
Selenium interactions with soils and soil constituents primarily depend on selenite retention. Due to the ubiquitous occurrence of Fe and Mg in soil and sediments and their strong
affinity in sequestering many elements, a great deal of literature
on the removal/adsorption of selenium on oxide/oxyhydroxides
of Fe and oxides of Mg is nowadays available (8, 11–16).
Hydrotalcite-like compounds (HTlc) are the layered metal doux+
ble hydroxides having the general formula [MII1−x MIII
x (OH)2 ]
n−
x−
[Ax/n · mH2 O] . These materials consist of positively charged
metal hydroxide sheets compensated by a large number of
exchangeable charge-balancing anions and water molecules
present in the interlayer spaces. Due to the presence of large
interlayer spaces and the huge number of exchangeable anions,
HTlcs act as a good ion exchanger and adsorbent. U.S. Patent
No. 4,935,146 shows the removal of selenium (IV or VI) from
wastewater with a substantial background of other anions such
as SO2−
4 . Sato et al. (17) have studied the adsorptive behavior of
thermally dehydrated synthetic Mg/Al HTlc relative to certain
2−
other anions such as PO3−
4 and SO4 . So far no report on the
adsorptive behavior of Mg/Fe HTlc toward selenium has been
published. Since both Fe and Mg are common in soil and there
is every possibility that a complex compound of Fe–Mg may be
present in soil, the present study of adsorption of selenium on
Mg/Fe HTlc has its significance. This study aims at investigating
the sorption of selenite on Mg/Fe HTlc in aqueous medium and
the factors affecting it such as pH, SeO2−
3 concentration, HTlc
A Mg/Fe hydrotalcite-like-compound (HTlc) was prepared and
its affinity toward the removal of SeO2−
3 from an aqueous medium
was studied as a function of pH, time, temperature, particle dose,
2−
and SeO2−
3 concentration. The fraction of SeO3 removal increases
with decrease in both pH and temperature. The adsorption data
are fitted to the Langmuir adsorption isotherm in the temperature
range 303–333 K, and the thermodynamic parameters viz. standard Gibbs’ free energy change (G◦ ), enthalpy change (H◦ ), and
entropy change (S◦ ) are calculated. The negative value of H◦
indicates that the adsorption process is exothermic. The apparent
equilibrium constants (Ka ) are also calculated and found to decrease
with increase in temperature. C 2002 Elsevier Science (USA)
Key Words: Mg/Fe HTlc; adsorption; aqueous selenite.
INTRODUCTION
Selenium is an essential and at the same time toxic element
from the human and animal health point of view (1, 2). In fact,
there is a very narrow range between the deficient and toxic levels of selenium in animals, which necessitates a clear knowledge
of the processes and factors responsible for the distribution of
selenium in environment (3). Selenium as a contaminant may be
found from the combustion of fossil fuels, roasting and refining
of sulfide ores, and the wastewater from power plants, particularly those using lignite as a fuel source. While selenium is
usually present in small amounts averaging from 0.1 to 20 ppm,
such levels are too high to permit safe environmental discharge as
the current drinking water regulation requires selenium levels to
be less than 0.01 ppm. Selenium contaminants are also available
in some types of soils, on which exposure to water substantially
enhances the toxic level in environment and can be deleterious
to animal life. For most aqueous medium, selenium exists in two
primary oxidation states: Se(IV) usually as HSeO−
3 (biselenite)
or SeO2−
(selenite)
and
Se(VI)
usually
present
as
SeO2−
4 (sele3
nate) (4). The removal of selenium is highly selective and both
1
To whom correspondence should be addressed. Fax: (0674) 581637.
0021-9797/02 $35.00
C 2002 Elsevier Science (USA)
All rights reserved.
26
STUDIES ON Mg/Fe HYDROTALCITE-LIKE-COMPOUNDS (HTlcs)
dose, and temperature with an objective to provide means for the
substantial removal of SeO2−
3 from wastewater streams. Furthermore, the thermodynamic parameters for the adsorption process
were calculated to determine the viability and effectiveness of
the process.
EXPERIMENTAL
Materials and Method
Mg/Fe HTlc with MgII : FeIII molar ratio of 2 : 1 was prepared
by co-precipitation (at constant pH) method (18). In this method
two solutions, solution 1 containing mixed metal nitrates of MgII
and FeIII of desired concentrations and solution 2 prepared by
taking NaOH (0.35 mol) and Na2 CO3 (0.15 mol), of 200 ml each
were added simultaneously to a 1-L beaker containing 100 ml
of deionized water at 50 ml/h at 35◦ C under constant stirring
conditions. The pH of the solution was around 9.6. The precipitate was aged in a thermostatic bath at 65◦ C for 18 h. It was then
filtered, washed thoroughly with deionized water till neutral pH,
and dried at 100◦ C overnight.
27
Yorco thermostatic water bath cum shaker. During pH measurement, the solutions were constantly bubbled with nitrogen and
the flasks were kept closed for the whole period of adsorption in
order to avoid the possible interference of atmospheric carbon
dioxide. The pH of the solutions was adjusted by using 0.01 M
HNO3 and/or NaOH (Merck, GR), and the pH measurements
were carried out in an Elico digital pH meter (Model LI-120)
using a combined glass electrode (Model CL 51). Buffer was
not used to avoid any possible interference of foreign anions in
the adsorption process. Preliminary investigations revealed that
2 h is sufficient for the system to reach equilibrium. The mixture
was then filtered through a G-4 crucible (Borosil make). Residual SeO2−
3 content in the filtrate was determined spectrophotometrically (21) with the help of a Varian Cary 1E UV-VIS
spectrophotometer (Model EL96043181) fitted with Cary 100
software using 10-mm matched quartz cells at 380 nm. For spectrophotometric analysis, 2-Mercapto ethanol (Aldrich) was used
as both the complexing agent and reductant.
All the experiments were carried out in duplicate, and the
results were reproducible within ±5%. So the average was taken
for calculation and data analysis.
Chemical Analysis
The chemical analysis of Mg and Fe in Mg/Fe HTlc was carried out by dissolving 0.5 g of material in 1 : 1 HCl followed
by their estimation with standard EDTA and dichromate methods, respectively (19). Before the analysis of Mg, Fe(III) was
removed from the solution by using NH4 Cl and HN4 OH as hydroxide, and the filtrate thus obtained was taken for Mg analysis.
From the analysis the Mg/Fe ratio was found to be 1.97 as compared to 2.0 (taken).
Textural Characterization
The pHpzc (point of zero charge) of the sample was determined
by measurement of the surface charge of the particles using a
particle charge detector (PCD-03-pH) from Mutek, Germany,
by the polyelectrolyte titration method (20). The powder XRD
pattern was recorded in a Philips (Model 1710) semiautomatic
X-ray diffractometer with an autodivergent slit fitted with a
graphite monochromator using CuK α radiation at a scanning
speed of 2◦ /min, operated at 40 kV and 20 mA. The XRD data
were matched with standard JCPDS data files. The FTIR spectrum was recorded in the range 4000–400 cm−1 in KBr phase
with a Specord 75 IR (Carl Zeiss, Germany) spectrophotometer. The specific surface area of the sample was determined by
the N2 adsorption/desorption method at liquid N2 temperature
(77 K) using Quantasorb (Quantachrome, USA). Prior to surface
area measurement, the sample was degassed at 90◦ C in vacuum
(1 × 10−4 Torr).
RESULTS AND DISCUSSION
Surface Properties, XRD, and FTIR Analysis
The pHpzc of HTlc is determined to be 8.94. The XRD pattern
of a 100◦ C dried sample is shown in Fig. 1. From this it is observed that at lower 2θ values, the peaks are sharp and symmetric
as compared to those at higher 2θ values, which is characteristic of clay minerals (hydrotalcites) having a layered structure
(18). In addition, the 100◦ C dried sample is well crystalized and
consists of one phase only, i.e., Mg/Fe HTlc phase.
The FTIR pattern (Fig. 2) of the sample shows that the spectrum is broadly divided into three noticiable absorption regions:
(1) 4000–2300, (2) 1800–1200, and (3) 1100–400 cm−1 . A
strong absorption band at 3435.95 cm−1 is due to the vibration of
structural OH groups hydrogen bonded with interlamellar water
Adsorption of Selenite (SeO2−
3 ) on HTlc
Adsorption of SeO2−
3 on Mg/Fe HTlc was carried out with
50 ml of solution (prepared from Na2 SeO3 , Merck, AR) in
100-ml stoppered conical flasks under constant shaking in a
FIG. 1.
XRD pattern of Mg/Fe HTlc with Mg : Fe molar ratio 2 : 1.
28
DAS ET AL.
FIG. 2.
FTIR pattern of Mg/Fe HTlc with Mg : Fe molar ratio 2 : 1.
molecules or OH groups in adjacent layers (22). The shoulder at
around 3100–3200 cm−1 may be due to the hydrogen bonding
between water and the anions in the interlayer region. In the
second region, the peaks at 1628.31 and 1359.37 cm−1 may be
due to the bending mode of water molecules and interlamellar
carbonate ions, respectively (carbonate ions are expected to be
present as hydrolysis of the metal salts was done in NaOH and
Na2 CO3 ). In the third region, a band at 1016 cm−1 could be due to
monodentate nitrate (23) and a strong absorption at 584.87 cm−1
may be related to Mg–O–Mg or Mg–O–Fe vibration.
The specific surface area of the 100◦ C dried Mg/Fe HTlc was
determined by the single-point BET method and found to be
59 m2 /g.
pH adjustments, 0.01 M HNO3 and 0.01 M NaOH are used (use
of NaOH is minimized and much care has been taken to restrict
its use). The buffer is not used in order to avoid the addition of a
foreign anion because it is well established that the presence of
a secondary anion extensively affects SeO2−
3 adsorption (5, 25).
The pH of the 50-ml water suspension of 0.05 g material is ∼9.2,
which indicates the presence of a large number of exchangeable
−
ions such as CO2−
3 and/or OH , and these ions play a vital role
in the adsorption process. At pH 6.0 the fraction of adsorption
is marginally above 50% (Fig. 3) at 30◦ C, with SeO2−
3 concentration and HTlc dose at 50 mg/L and 1 g/L, respectively. From
Fig. 3 it is clear that there exists a considerable percentage of
adsorption above the value of pHpzc , i.e., the pH at which the
adsorbent surface is negatively charged. This indicates that the
adsorption is not only due to the electrostatic force of attraction
between the adsorbent surface and SeO2−
3 ion but also due to
a combined effect of both chemical, i.e., ligand exchange type
(26), and electrostatic interaction. Further, in order to prove an
ion exchange mechanism, the XRD of one selenite exchanged
sample was taken, and a shift in the peak position (003 line)
toward lower 2θ values compared to the parent hydrotalcite was
observed. This could be due to the exchange of CO2−
3 in the interlayer space by selenite. Similar observations have been made by
Legrouri et al. (27). Again it shows a steady and continuous increase in the fraction of adsorption when pH is decreased below
the pHpzc value. So it can be predicted that the adsorption below
pHpzc is a combined effect of both chemical and electrostatic
interaction between the HTlc surface and SeO2−
3 ion. However,
that above the pHpzc value is due to some sort of chemical interaction that comes into force even when both the surface and
pH-Dependent Adsorption
One of the most important processes for regulating the concentration and mobility of selenium in environment is adsorption
on solid surfaces. Much effort has been devoted to determine the
factors, that influence the interaction between the adsorption site
and the anion, such as the rate of reaction, the equilibrium, and
the nature of the anion. However, in general adsorption depends
upon pH, solid composition, surface site concentration, nature
of the adsorbate and its concentration and formation of solution
complexes along with ionic strength, competing adsorbate ions,
etc. (7). The studies investigating the pH dependence of selenite
adsorption on Mg/Fe HTlc (Fig. 3) show that selenite adsorption
is a function of pH (6, 9, 24). The fraction of SeO2−
3 removal
increases with decrease in pH in the pH range 3 to 10. However,
at lower pH, i.e., pH below 6, there is a possibility of disordering
the HTlc structure and this has been confirmed by the analysis
of Mg present in the resulting solution after adsorption with the
help of AAS. Keeping this in mind, the ideal pH for experiments
is considered to be 6.0. This is also important from an environmental point of view, as the pH of most water streams remains
neutral to slight alkaline range unless it is an acid drainage. For
on Mg/Fe HTlc as a function of pH.
FIG. 3. Adsorption of SeO2−
3
[SeO2−
3 ] = 50 mg/L and particle dose = 1 g/L.
STUDIES ON Mg/Fe HYDROTALCITE-LIKE-COMPOUNDS (HTlcs)
29
TABLE 1
Desorption of SeO23− (%) from Adsorbed HTlc
Concentration of
adsorbed solid
(g/L)
2
2
2
2
2
pH of water
Temperature
(K)
Time of
exposure
(h)
% desorbed
5.0
6.5
6.5
6.5
8.5
303
303
318
333
303
48
48
48
48
48
1.72
2.06
14.62
15.15
37.32
adsorbing ion are negatively charged. This type of observations
has also been reported earlier (8, 28) over ferric oxyhydroxide
surfaces.
When desorption experiments were carried out taking the
◦
SeO2−
3 ion-saturated HTlc (Table 1) at pH ≤ pHpzc (at 30 C),
2−
there is practically no release of SeO3 ions. However, at temperatures 45 and 60◦ C, the release is quite appreciable. When
pH ≥ 8.2 the release of SeO2−
3 ion is more. The irreversibility
of the release process of SeO2−
3 ions at pH < pHpzc can be explained as follows: The HTlc surface strongly holds SeO2−
3 ions
either through electrostatic or chemical interaction. The chemical interaction may proceed through a monodentate or multidentate ligand formation mechanism with the hydroxyl surface
as explained by Zhang and Spark in the case of selenite adsorption on goethite (29). However, for pH ≥ pHpzc , the release of
SeO2−
3 especially at higher temperatures may be due to the ionexchange process of loosely held SeO2−
3 ions which comes out
either from the surface or from interlayer spaces. There exists a
reversible mechanism in between the weakly held exchangeable
anions present in the interlayer spaces and the anions present in
the bulk of the solution. However, a detailed study on this aspect
is required and will be communicated separately.
FIG. 4. Adsorption of SeO2−
3 on Mg/Fe HTlc as a function of adsorbent
dose. [SeO2−
3 ] = 50 mg/L and pH 6.0.
SeO2−
3 concentrations for a fixed particle dose (Fig. 5), all types
of surface sites are fully exposed. With increase in concentration there is an increase in adsorption density upto a certain
value, which may be due to a high intramolecular competitiveness to occupy the lower energetic surface sites left behind. After the saturation point, this process becomes purely a reversible
one and there is no further adsorption, which is evident from
Fig. 5.
Concentration-Dependent Adsorption
The fraction of SeO2−
3 removal tends to increase with increase
in HTlc dose at a fixed SeO2−
3 concentration (50 mg/L), but
the increase is not proportional (Fig. 4). This is consistent with
the argument that the surface sites of HTlc are heterogeneous
(30, 31). According to the surface site heterogeneity model, the
surface is composed of sites with a spectrum of binding energies. At low HTlc doses, all types of sites are entirely exposed
for adsorption and the surface gets saturated faster. However, at
higher particle concentration, the availability of higher energy
sites decreases and a larger fraction of lower energy sites becomes occupied. This results in an overall decrease in binding
energy of the surface, and there may exist a reversible type of
process between the SeO2−
3 ions attached to low energetic sites
and those present in bulk solution. This may be the reason for the
higher uptake of selenite with increase in the HTLc dose upto
4 g/L (Fig. 4) and thereafter remains nearly constant. However,
it was found that the loading capacity (mg/g) decreases with
increase in HTLc dose (data not shown). However, at different
FIG. 5. Selenite adsorption density as a function of initial SeO2−
3 concentration. Particle dose = 1 g/L and pH 6.0.
30
DAS ET AL.
Temperature Dependence and Calculation
of Thermodynamic Parameters
Figure 6 depicts the fraction of SeO2−
3 removal as a function
of temperature (from 303 to 333 K) and the fraction of removal
decreases with rise in temperature. This further supports the
surface heterogeneity model of the HTlc surface as discussed
earlier. This observation leads to the argument that the process
is exothermic, which can be concluded from the calculation of
H ◦ (standard enthalpy changes) and will be discussed later
on. In addition to this, with a rise in temperature the thermal
energy of the adsorption sites may increase with the equilibrium,
shifting more toward the left (desorption favored). This type of
observation was also made by Pradhan et al. for adsorption of
Cr(IV) on red mud (32). When the fraction of SeO2−
3 removal is
investigated as a function of contact time (Fig. 7), the equilibrium
is reached in about 2 h. Even the change in temperature does not
influence the equilibrium time, and the removal curve is smooth
and continuous. So there is a possibility of the formation of
monolayer coverage.
The temperature dependence of the adsorption process is associated with several thermodynamic parameters. The data obtained from the adsorption process is fitted into the linearly transformed Langmuir adsorption isotherm
Ce /(X/m) = 1/bQ + Ce /Q,
[1]
where Ce is the equilibrium adsorbate concentration in solution
(mol/L), Q denotes the amount adsorbed per unit mass of adsorbent (mol/g) for formation of the monolayer, (X/m) denotes
the amount adsorbed per unit mass of the adsorbent, and b is
FIG. 6. Adsorption of SeO2−
3 on Mg/Fe HTlc as a function of temperature.
[SeO2−
3 ] = 50 mg/L, particle dose = 1 g/L, and pH 6.0.
FIG. 7. Adsorption of SeO2−
3 on Mg/Fe HTlc as a function of time at
]
=
50 mg/L, particle dose = 1 g/L, and pH 6.0.
different temperatures. [SeO2−
3
the Langmuir constant or binding constant. Plots of Ce /(X/m)
vs Ce at various temperatures (Fig. 8) result in straight line,
which favors the applicability of the Langmuir Eq. [1] at pH
6.0. The values of b and Q are determined from the slopes and
intercepts of the isotherms by regression method and have been
tabulated in Table 2. Both values decrease with increase in temperature, indicating the adsorption process to be exothermic. The
FIG. 8.
Langmuir isotherm for the adsorption of SeO2−
3 on Mg/Fe HTlc.
31
STUDIES ON Mg/Fe HYDROTALCITE-LIKE-COMPOUNDS (HTlcs)
TABLE 2
Langmuir Constants and Apparent Equilibrium Constant
Calculated from Langmuir Equation
TABLE 3
Gibbs Free Energy, Enthalpy, and Entropy Changes of SeO23−
Adsorbed HTlc
Sample
Temperature (K)
b
Q (×105 )
Ka
Sample
Temperature (K)
G ◦ (KJ/mol)
H ◦ (KJ/mol)
S ◦ (J/mol/K)
HTlc
HTlc
HTlc
303
323
333
21,891
16,627
14,734
3.704
2.812
2.145
0.811
0.468
0.316
HTlc
HTlc
HTlc
303
323
333
−25.173
−26.099
−26.572
−11.023
46.7
apparent equilibrium constant K a , which indicates the affinity
of the adsorbents toward the ions, were calculated (33, 34) from
the product of Langmuir parameters Q and b and tabulated in
Table 2. The continuous decrease in K a values with increase in
temperature expresses the lowering in affinity with temperature.
Thermodynamic parameters such as standard Gibbs’ free
energy change (G ◦ ), enthalpy change (H ◦ ), and entropy
change (S ◦ ) for the process were calculated from
G ◦ = −RT ln b
◦
[2]
◦
ln b = S /R − H /RT,
[3]
where R = universal gas constant, T = temperature (K), and
b = Langmuir constant. G ◦ values were directly calculated
from Eq. [2] and tabulated in Table 3. The negative values of
G ◦ reflect the feasibility and spontaneity of the process. The
standard enthalpy and entropy changes were calculated from the
slope and intercept of van’t Hoff plot ln b vs T −1 (Fig. 9), which
was found to be linear. The negative value of H ◦ confirms
that the process is exothermic as predicted earlier. The positive
value of S ◦ reflects the affinity of HTlc toward the SeO2−
3 ion
in aqueous medium and suggests some structural changes in the
adsorbate and adsorbent.
CONCLUSIONS
Mg/Fe HTlc can be used as a good adsorbent for the removal
of SeO2−
3 from an aqueous medium. The above studies show that
the adsorption increases with the decrease in pH, but at lower
pH dissolution of HTlc takes place. A significant fraction of the
adsorption occurs even at pH ≥ pHpzc , i.e., where the surface is
negatively charged, which indicates that the interaction between
the surface sites and SeO2−
3 ions is not necessarily of electrostatic type; rather it is a combined effect of both chemical and
electrostatic in nature. The chemical interaction may proceed
through the formation of monodentate or multidentate ligands
with the hydroxyl surface. With the increase in temperature the
surface sites become less active and the fraction of removal decreases. The negative value of H ◦ indicates that the process
is exothermic. The decrease in the value of apparent equilibrium constants also confirms that the activity of the surface sites
decreases with increase in temperature.
ACKNOWLEDGMENTS
The authors are thankful to Dr. R. S. Thakur, Head, E.M. & I.C. Department,
for his constant encouragement throughout the work and to Dr. V. N. Misra,
Director, R. R. L., Bhubaneswar for his permission to publish this paper.
REFERENCES
FIG. 9.
Plot of ln b vs T −1 for SeO2−
3 adsorption.
1. Lakin, H. W., Adv. Chem. Ser. 123, 96 (1973).
2. Mayland, H. F., James, L. F., Panter, K. E., and Sonderegger, J. L., in
“Selenium in Agriculture and Environment” (L. W. Jacobs, Ed.). SSSA
Spec. Publ. No. 23, p. 15, 1989.
3. Mc Neal, I. M., and Balistrieri, L. S., in “Selenium in Agriculture and
Environment” (L. W. Jacobs, Ed.). SSSA Spec. Publ. No. 23, p. 1, 1989.
4. Neal, R. H., Sposito, G., Holtzeland, K. M., and Traina, S. J., Soil Sci. Soc.
Am. J. 51, 1161 (1987a).
5. Trussell, R. R., Trussel, A., and Kreft, P., U.S. Environmental Protection Agency Official Research and Development [Rep.] EPA-600/2-80-153,
p. 159 (1980).
6. Hingston, F. J., Posner, A. M., and Quirk, J. P., Adv. Chem. Ser. 79, 82
(1968).
7. Benjamin, M. M., Hayes, K. F., and Leckie, J. O., J. Water Pollut. Control
Fed. 54, 1472 (1982).
32
DAS ET AL.
8. Parida, K. M., Gorai, B., Das, N. N., and Rao, S. B., J. Colloid Interface
Sci. 185, 355 (1997).
9. Balistrieri, L. S., and Chao, T. T., Soil Sci. Soc. Am. J. 51, 1145 (1987).
10. Fujii, R., and Deveral, S. J., in “Selenium in Agriculture and Environment”
(L. W. Jacobs, Ed.). SSSA Spec. Publ. No. 23, p. 195, 1989.
11. Ghosh, M. M., Cox, C. D., and Yuan-pan, J. R., Environ. Prog. 13, 79
(1994).
12. Wang, S., Mishra, M., Reddy, R. G., and Milbourne, J. C., in “Residues
and Effluents-Processing and Environmental Considerations” (R. G. Reddy,
W. P. Imrie, and P. B. Queneau, Eds.). Minerals, Metals and Material Soc.
(1991).
13. Balistrieri, L., and Chao, T. T., Geochim. Cosmochim. Acta 54, 739 (1990).
14. Zhang, P., and Sparks, D. L., Environ. Sci. Technol. 24, 1848 (1990).
15. Measures, C. I., and Burton, J. D., Earth Planet Sci. Lett. 46, 385 (1980).
16. Geering, H. R., Cary, E. E., Jones, L. H. P., and Allaway, W. H., Soil Sci.
Soc. Am. Proc. 32, 35 (1968).
17. Sato, T., Wakabayashi, T., and Shimada, M., Ind. Eng. Chem. Prod. Res.
Dev. 25, 89 (1986).
18. Cavani, F., Trifiro, F., and Vaccari, A., Catal. Today 11, 173 (1991).
19. Vogel, A. I., “A Text Book of Quantitative Inorganic Analysis,” pp. 309–
434. Longman, London, 1969.
20. Richter, H. J., Jobst, K., Friedrich, H., Heinze, W., Friedrich, E., and
Hermel, W., Aufbereit. Techn. 34, 257 (1993).
21. Afsar, H. A., Apak, R., and Tor, I., Analyst 114, 1319 (1989).
22. Lopez-Salinas, E., Garcia-Sanchez, M., Ramon-Garcia, M. A. L., and
Schifter, I., J. Porous Mater. 3, 169 (1996); Miyata, S., Clays Clay Miner.
23, 369 (1975).
23. Curtis, N. F., and Curtis, Y. M., Inorg. Chem. 5, 383 (1966).
24. Hingston, F. J., Atkinson, R. J., and Posner, A. M., Nature 215, 1459
(1971).
25. Brown, M. J., and Carter, D. L., Soil Sci. Soc. Am. Proc. 33, 563 (1969).
26. Neal, R. H., Sposito, G., Holtzclaw, K. M., and Traina, S. J., Soil Sci. Soc.
Am. J. 51, 1165 (1987b).
27. Legrouri, A., Badreddine, M., Barroug, A., De Roy, A., and Besse, J. P.,
J. Mater. Sci. Lett. 18, 1077 (1999).
28. Stumm, W., Huang, C. P., and Jenkins, S. R., Croat. Chem. Acta 42, 223
(1970).
29. Zhang, P., and Spark, D. L., Environ. Sci. Technol. 24, 1848 (1990).
30. Honeyman, B. D., and Santschi, P. H., Environ. Sci. Technol. 22, 862 (1988).
31. Catts, J. G., and Langmuir, D., Appl. Geochem. 1, 255 (1986).
32. Pradhan, J., Das, S. N., and Thakur, R. S., J. Colloid Interface Sci. 217, 137
(1999).
33. Lopez-Gonzalez, J. D., Velenzuela-Aluhorro, C., Jimenez-Lopez, T., and
Ramierez-Saenz, A., An. Quim. 74, 225 (1978).
34. Mishra, T., Parida, K. M., and Rao, S. B., Sep. Sci. Technol. 33, 1057
(1998).