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Modeling Hydrogen Sulfide
Adsorption on the Chromium-Based
MIL-101 Metal Organic Framework
Antonio Pelusoa, Nicola Gargiuloa, Paolo Apreaa, Francesco
Pepeb, Domenico Caputoa,*
a Dipartimento di Ingegneria Chimica, dei Materiali e della
Produzione Industriale, Università Federico II, P.le
Tecchio 80, 80125 Napoli, Italy
b Dipartimento di Ingegneria, Università del Sannio, P.zza
Roma 21, 82100 Benevento, Italy
*Corresponding author (e-mail: [email protected] ;
address: Dipartimento di Ingegneria Chimica, dei Materiali
e della Produzione Industriale, Università Federico II,
P.le Tecchio 80, 80125 Napoli, Italy; telephone:
+390817682396; fax: +390817682394)
Abstract
In this work, hydrogen sulfide (H2S) adsorption on a
laboratory-synthesized polymeric chromium terephthalate
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(MIL-101) metal-organic framework was modeled by means of
the semiempirical Sips equation in order to obtain
parameters of engineering interest. MIL-101 (Cr) samples,
synthesized by a simple solvothermal process, were
characterized by means of X-ray diffraction, field emission
scanning electron microscopy, microporosimetric analysis
and Fourier transform infrared spectroscopy; high
crystallinity and very high specific surface area and pore
volume were found. H2S adsorption isotherms on MIL-101 (Cr)
were evaluated at four different temperatures (specifically
273, 298, 323 and 348 K) at pressures of up to
approximately 0.1 kPa by means of a gravimetric technique
using a McBain-type balance. The modeling and experimental
results showed that MIL-101 (Cr) showed a high H2S
adsorption capacity at near-ambient temperature and low
heat release during adsorption, suggesting a potential use
of the selected metal-organic framework for fixed-bed
adsorption operations.
Keywords: Metal organic frameworks; MIL-101; Hydrogen
sulfide; Adsorption; Modeling
1. Introduction
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The search for new sources of energy as an alternative to
oil is one of the main challenges faced today and involves
a great many scientists from all over the world. Hydrogen,
in particular, because of its high energy content, has been
identified as one of the most efficient environmental-
friendly fuels to be used in fuel cells to power electric
motors or to be burnt in internal combustion engines.
Biogas, produced by the anaerobic digestion of
biodegradable materials such as biomass, is one of the
potential alternative media to provide hydrogen for fuel
cells operations;1 it may, however, contain significant
amounts of sulfur, mainly as H2S. Hydrogen sulfide (H2S) is
a colorless, extremely toxic, flammable gas; furthermore,
it also corrodes the very expensive, noble-metal-based
equipment required for catalytic conversion operations.2
For these reasons, the removal of H2S (with concentration
in biogas streams usually in the order of a magnitude of
103 ppm) is very important in the hydrogen production
process. H2S removal from gaseous streams has been
historically carried out by physical or chemical
absorption, using aqueous solvents such as moderately
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concentrated amine solutions, or potassium carbonate
solutions. Adsorption is an important alternative
technology, usually carried out as pressure swing
adsorption (PSA) or sometimes as vacuum swing adsorption
(VSA). The materials most often considered for PSA/VSA
processes have been mesoporous or microporous adsorbents.
In particular, pioneering work carried out by Bandermann et
al.3 during the early 1980s had already considered the use
of PSA on zeolite or carbon molecular sieves to separate
hydrogen sulfide from hydrogen or gas mixtures such as
natural gas. More recently, Tomadakis et al.4 reported the
PSA separation of H2S from CO2 with 4A, 5A, and 13X
zeolitic molecular sieves, showing high selectivity of H2S
over CO2 for all the substrates considered. As regards H2S
adsorption on mesoporous substrates, literature gives
interesting insights related to polyethylenimine-
functionalized mesoporous silicas,5 that are also
particularly suitable in terms of achieving CO2 selective
adsorption at very low partial pressures.6, 7
Recently, considerable interest has also been shown for
metal organic framework-based adsorbents (MOFs). MOFs are
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crystalline hybrid porous solids consisting of metal
clusters connected by organic linkers to form
tridimensional structures.8 When an appropriate choice is
made of metal groups and/or organic linkers, many different
chemical structures can be obtained,9 sometimes with very
large pores and surface areas,10 thereby improving their
adsorption affinity towards acidic compounds such as H2S.
By way of example, Aprea et al. compared the CO2 adsorption
of a copper-bearing MOF (Cu-BTC) with that of a commercial
13X zeolite;11 the results revealed that the selected MOF
performed better in terms of adsorption capacity at ambient
temperature, in addition to releasing less heat during
adsorption.
However, when related to sulfur compounds and corrosive
gases like H2S, few studies have been conducted on the
adsorption capacity of MOFs, due to their poor chemical
stability towards this compound.12
In 2009, Hamon et al.12 carried out comparative studies on the
hydrogen sulfide adsorption of two types of MOFs, with
small or large pores. The first series included rigid and
flexible solids formulated as M(X){O2C-C6H4-CO2} with M = VIV
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(MIL-47) or M = AlIII, CrIII, FeIII (MIL-53) (X= O for M = VIV,
OH for M = AlIII, CrIII, FeIII), while the second class
considered the rigid chromium-based solids
Cr3F(H2O)2O{C6H3(CO2)3}2 (MIL-100) and Cr3F(H2O)2O{O2C-C6H4-CO2}3
(MIL-101). The best results were achieved by MIL-101,
although adsorption appeared to be partially irreversible.
MIL-101 metal organic framework was first synthesized in
its chromium terephthalate based form by Férey et al.13 in
2005 at Institut Lavoisier (MIL is the acronym of Materiaux
Institut Lavoisier). Its zeotype cubic structure has a
“giant” cell volume (702 nm3) and large pores (3.0 to 3.4
nm). Furthermore, MIL-101 is acknowledged as being stable
under air atmosphere and does not alter when treated with
various organic solvents at ambient temperature or in
solvothermal conditions.13 These properties make MIL-101
one of the most attractive MOFs for studies on the
adsorption of various gas species.
The gas adsorption properties of MIL-100 and MIL-101 were
also studied by Llewellyn et al.14 , who observed that MIL-101
in particular was able to adsorb a huge quantity of various
gases such as CO2 and CH4 and proved to be stable at
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relatively high pressure values (< 5 MPa). Furthermore, the
regeneration of these solids was shown to be possible in
mild conditions (<423 K or secondary vacuum).
This is why the main aim of this work is the modeling of
H2S adsorption isotherms on chromium-based MIL-101 metal
organic framework. The isotherms were obtained at four
different temperatures ranging between 273 and 348 K at
pressures of up to approximately 0.1 kPa, taking into
account the fact that the H2S concentration in gas streams
of engineering interest rarely leads to a partial pressure
significantly higher than this value. The experimental data
were processed by means of the Sips model to find the
values of the isosteric heat of adsorption (i.e., the ratio
of the infinitesimal change in the adsorbate enthalpy to
the infinitesimal change in the amount adsorbed) and of
other significant parameters such as H2S affinity towards
the selected adsorbent and the heterogeneity of the
adsorption process.
2. Experimental
MIL-101 (Cr) samples were obtained as powders using a
procedure derived from that described by Férey et al.:13 4.00
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g of Cr(NO3)3∙9H2O (J.T. Baker) was dissolved in 43.20 g of
ultra-purified water, that was produced by means of a TKA
Smart2Pure device; 1.64 g of terephthalic acid (Aldrich)
and 5.0 ml of a 4 wt% hydrofluoric acid solution, obtained
by diluting a 37 wt% pristine solution (Carlo Erba), were
then added and kept stirring for about 5 min. The resulting
suspension was then put in a Teflon-lined autoclave bomb
and kept in an oven at 493 K for 8 h. After equilibration
at ambient temperature, the significant quantity of large
terephthalic acid crystals present in the batch was
eliminated by filtration using a large pore fritted glass
filter (n. 2); the water suspension of MIL-101 powders that
passed through the filter was then filtered again on
Whatman ashless grade 42 filtration paper. The retained
green product was finally dried at 333 K overnight.
Powder X-ray diffraction (XRD) patterns of MIL-101 samples
were collected using a Philips PW1710 apparatus with Cu Kα1
radiation. The scanning range was 2-15° in 2θ, the scanning
step size was 0.02°, and the time for each step was 4 s.
The GSAS II software peak indexing module15 was then used
to calculate the framework symmetry and cell parameters.
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Field emission scanning electron microscopy (FE-SEM)
micrographs were collected with a Zeiss Ultra Plus
instrument, while microporosimetric characterization was
carried out by N2 adsorption at 77 K, and the specific
surface area was evaluated by means of the Brunauer-Emmett-
Teller (BET) method. A Micromeritics ASAP 2020 volumetric
instrument was used for this purpose, and synthesized
samples were degassed at 373 K overnight prior to
characterization. Moreover, Fourier transform infrared
(FTIR) spectroscopy was performed using a Thermo Nicolet
Nexus spectrometer on KBr pressed disks containing 1 wt% of
MIL-101 samples: this analysis was carried out on pristine
powders in addition to on samples previously used for H2S
adsorption measurements.
The H2S adsorption isotherms on MIL-101 samples at four
different temperatures (namely 273, 298, 323 and 348 K)
were obtained using a gravimetric technique based on a
McBain-type balance, (see Caputo et al.16 for a detailed
description of the experimental apparatus). This device is
equipped with a quartz spring (Ruska Instrument Co.,
Houston, Texas), with a sensitivity of 5 mm/mg, and a small
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quartz pan, containing between 10 and 15 mg of the
adsorbent material, hooked to the spring. The amount of
adsorbate was evaluated by measuring the spring elongation
with the help of a cathetometer, which enabled the reading
of the spring deflection down to 0.05 mm. Gas pressure in
the adsorption chamber was electronically measured by means
of a capacitive pressure transducer (Edwards Datametrics
1500). A Heto thermostating unit allowed temperature
control of the gas in the adsorption chamber within a range
of ±0.1 K. Before measurement, the samples were degassed in
situ at 423 K under high vacuum (p < 10−3 Pa) by means of an
Edwards turbomolecular pump for 12 h using a thoroidal
furnace. After cooling to the working temperature, aliquots
of the selected gas were allowed to enter the balance
chamber and sufficient time was awaited to attain
equilibrium. Adsorption isotherms were outlined by plotting
the amounts of adsorbate on dry basis versus gas partial
pressures at equilibrium.
3. Results and discussion
3.1. Characterization of synthesized MIL-101
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The XRD pattern of synthesized MIL-101 is shown in Fig. 1
and is consistent with that reported by previous
investigators.13 The pattern refinement confirmed the cubic
symmetry of the framework (a = 8.88 nm, in excellent
agreement with the value of ~ 8.9 nm reported elsewhere)13
and the space group assignment (Fd-3m).
Fig. 2 shows FE-SEM micrographs of synthesized MIL-101:
sub-micron-sized crystallites are clearly visible. In
particular, inspection of Fig. 2 reveals well-defined
octahedral crystals, that are consistent with other SEM
investigations performed on MIL-101.17 It is interesting to
observe that it has been reported elsewhere18 that, as a
general rule, one possible way of increasing the size of
MOF crystals is to increase synthesis times; however, as
regards MIL-101, this approach would appear to be rather
unfeasible. Indeed, it is known that both reaction
temperature and time strongly influence the outcome of the
synthesis process for this MOF. More specifically, the
coordination of the metallic species, the nuclearity, and
the dimensionality of the inorganic subnetwork are known to
depend greatly on reaction temperature, which also
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influences the crystallization and condensation rates of
inorganic chromium clusters. As a matter of fact, the MIL-
101 phase is favorably formed in the narrow temperature
range between 473 and 493 K.17 As regards synthesis time,
it is noted that when other process variables (temperature,
pH, reagent activities, etc.) are kept fixed at optimized
values, increasing reaction time up to 16 h would appear to
have a positive effect on product yield of MIL-101, whilst
prolonging the synthesis over 16 h results in the
occurrence of another phase (i.e., MIL-53).17
Fig. 3 shows the N2 adsorption isotherm on synthesized MIL-
101 measured using the ASAP 2020 apparatus at 77 K. The
curve reported in Fig. 3 shows both features of Type I and
Type IV isotherms:19 in actual fact, on the one hand, the N2
adsorbed amount is already high at low relative pressures
(i.e., almost 400 cm3 STP per gram of adsorbent at a relative
pressure of about 0.01), suggesting the micropore filling
mechanism to which Type I isotherms are usually related. On
the other hand, the steep increase of the N2 adsorbed
amount at relative pressures between 0.20 and 0.25 suggests
a capillary condensation phenomenon that is characteristic
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of Type IV isotherms: in particular, the quite low relative
pressure values at which capillary condensation occurs can
be related to the well-known small sizes of the mesoporous
cages inside the MIL-101 framework.13 As is established
practice for mesoporous materials, total pore volume was
estimated from N2 adsorbed amounts at p/po = 0.99 and found
to be 1.49 cm3/g, while the specific surface area, as
estimated by applying the BET method, was 3028 m2/g. As
reported by Hong et al., MIL-101 powders can undergo
different purification processes in order to enhance their
textural properties.17 In this work, a purification attempt
by hydrothermal treatment in ethanol was performed but, as
already observed by Henschel et al.,20 no increase of the
surface area and/or the pore volume was detected.
Finally, FTIR studies were performed to preliminarily check
the structure preservation of MIL-101 after H2S adsorption
runs. MIL-101 samples, submitted to the H2S adsorption
procedure described in Section 2, were subsequently re-
degassed, backfilled with inert gas, taken away from the
adsorption chamber and finally transferred to the FTIR
spectrometer. FTIR spectra of MIL-101 before and after H2S
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adsorption runs are presented in Fig. 4. The two spectra
look very similar, as well as closely resembling other MIL-
101 spectra found in literature.21 Indeed, strong bands at
1546, 1508 and 1402 cm-1 can be related to the stretching
(both asymmetric and symmetric) of COO groups and to that
of C-C bonds, clearly showing the presence of the
dicarboxylate linker inside the crystal. Moreover, the
quite significant and narrow bands at 1019 and 748 cm−1 can
be attributed to in-plane and out-of-plane bending modes,
respectively, of the C-H bonds belonging to the aromatic
rings of the terephthalate moieties from which the
framework is built up.21 The comparison of the two spectra
reported in Fig. 4 hints at the chemical stability of MIL-
101 towards H2S, making it a potentially good adsorbent for
such a chemically aggressive gas.
3.2. H2S adsorption isotherms on MIL-101
Fig. 5 reports the H2S adsorption isotherms on MIL-101 MOF
at 273, 298, 323 and 348 K for H2S pressure ranging between
0 and 0.1 kPa, together with fits to the Sips equation.
Fig. 5 shows that, in the pressure range considered,
isotherms are a significant way off asymptotizing to their
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maximum level, with a strong dependence of the adsorbed
amount of H2S on pressure. As regards the dependence on
temperature, it clearly appears that the H2S adsorbed
amount decreases as temperature increases, indicating an
exothermic behavior for the adsorption process. In
particular, at p=0.1 kPa, the adsorbed amount q was
revealed to be about 5.3 mol/kg at T=273 K and about 1.7
mol/kg at T=348 K, with a ratio slightly higher than 3.
Following the information obtained on the chemical
stability of MIL-101 from the FTIR characterization, a
single MOF sample was used to perform different H2S
adsorption isotherms at different temperatures: after a
single run, the used adsorbent sample was re-activated
under vacuum at 423 K and its mass was re-evaluated,
finding no significant differences with the pristine
measure. This leads to the consideration that H2S
adsorption on MIL-101 is fully reversible: a result that is
apparently in contrast with that stated by Hamon et al.,12 ,
but which can be explained by the fact that, in the latter
work, the H2S activity reaches levels far higher than those
reported in Fig. 5. Bearing in mind that the H2S
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concentration in gas streams of engineering interest rarely
leads to a partial pressure significantly higher than 0.1
kPa, MIL-101 can thus be considered an H2S adsorbent with
complete regeneration capabilities.
In order to have a clearer understanding of the adsorption
phenomena examined, a modeling effort was undertaken using
the semiempirical three parameter Sips isotherm.22 The Sips
isotherm (sometimes called the “Langmuir–Freundlich
isotherm”) is a semiempirical model which contains
mathematical aspects of both the Langmuir and Freundlich
isotherms: even if its thermodynamical consistency shows
limits in the very low pressure region (it does not reduce
to Henry’s law), it has already proven to be useful in
describing the adsorption of different small molecules,
such as CO211 and water vapor18 on metal organic frameworks.
According to this equation, the pressure dependence of the
adsorbed amount takes the following form:
(1)
where qmax, n and b are model parameters: qmax represents the
maximum adsorption capacity, which (under subcritical
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conditions) depends on both the pore volume of the
adsorbent and the liquid molar density of the adsorbate; b
is the affinity constant, and n is the heterogeneity
coefficient (in particular, for n=1, the Sips isotherm
reduces to the Langmuir isotherm, which applies to
homogeneous adsorbent-adsorbate systems). Sips parameters
are in general dependent on temperature, as reported by
Do.23 In this case, n is assumed to be independent on
temperature, while the maximum adsorption capacity qmax
(whose temperature dependence form, as reported by Do,23
can be considered arbitrary) was estimated using the
“Gurvitch rule”,24 which assumes that qmax can be evaluated
as the product between the total pore volume of the
adsorbent, Vpore, and the adsorbate liquid molar volume, ρmol:
(2)
In Eq. (2), Vpore assumes the experimental value reported in
Section 3.1; using the correlation proposed by Perry and
Green,25 it can be verified that the values of ρmol at the
temperatures relative to the reported isotherms can be very
satisfactorily fitted by a linear function:
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(3)
In Eq. (3), ρ0 is the value of ρmol at a reference
temperature T0 and χ is a parameter: this equation was used
to fit the values of ρmol estimated, accordingly to the
literature,25 at different temperatures between 273 and 348
K. Using T0=273 K as the reference temperature, a value of
χ=0.874 was obtained, with a value of the regression
coefficient R2=0.988. As a consequence, the following
temperature dependence form of qmax can be obtained:
(4)
As regards the expression for the dependence of the
affinity coefficient b on temperature, it was chosen
accordingly to Do: 23
(5)
in which bo is the value of b at To and Q is a parameter
related to the adsorption heat.23
An attempt to describe H2S adsorption on MIL-101 (Cr) was
thus performed by coupling Eq. (1) with Eqs (4, 5). In
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particular, the experimental data of H2S adsorption on MIL-
101 (Cr) were submitted to non-linear regression using the
MATLAB Surface Fitting Toolbox to simultaneously calculate
the optimal values of the parameters that appear in Eqs.
(1, 5), i.e., bo, Q and n. The calculated values of the
parameters, obtained using To=273 K as the reference
temperature, are reported in Table 1, and the comparison
between model and experimental results is reported in Fig.
5, in which the symbols refer to experimental data and the
continuous curves refer to the best fitting Sips
theoretical isotherms. Inspection of Fig. 5 clearly
indicates a good correlation between model curves and
experimental points: this is also confirmed by value of the
regression coefficient R2 reported in Table 1.
It may be useful to compare the calculated values of
parameters b and n with those obtained in the case of the
adsorption of other acid-behaving molecules (e.g., CO2) on
other MOFs (e.g., Cu-BTC)11, 26 that, similar to MIL-101,17
are known to adsorb by the interaction of their
coordinatively unsaturated sites with the target gas
species. Table 2 shows the values of b (calculated at T =
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293 K), n and Q for the two systems now mentioned. The
difference with respect to b is quite striking, since the
value for H2S adsorption on MIL–101 (4.4∙10-1 kPa-1) is about
two orders of magnitude higher than the value calculated at
the same temperature for CO2 adsorption on Cu-BTC.11 In
regard to the heterogeneity parameter n, its value for H2S
adsorption on MIL-101 is slightly higher than 1.5, against
a value of about 1 relative to CO2 adsorption on Cu-BTC.11
Bearing in mind that these comparisons are made referring
to substrates whose adsorption features rely on active
sites sharing the same chemical nature, it may seem odd to
find such differences. One possible explanation to this
issue may be found in the different geometries of the
adsorptive molecules considered in the aforementioned
comparisons: indeed, while in this paper the interaction
between MIL-101 and a molecule, such as H2S, with a
permanent dipole, was studied, the adsorption experiments
mentioned above related to the interaction of Cu-BTC and
another acidic molecule, such as CO2, which, however is
strictly symmetrical and can thus explicate its interaction
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with coordinatively unsaturated sites just by means of its
quadrupole moment.11
Using the Sips isotherm, it was possible to develop an
expression for the isosteric heat of adsorption, i.e. the
ratio of the infinitesimal change in the adsorbate enthalpy
to the infinitesimal change in the amount adsorbed, as a
function of the fractional coverage of the adsorbent
θ=q/qmax. According to Do,23 the isosteric heat of adsorption
can be calculated from the van’t Hoff equation:
(6)
After rewriting Eq. (1) in terms of p versus q,
substituting Eqs. (4, 5) and then taking the derivative of
its natural logarithm with respect to T, the following
expression for the isosteric heat of adsorption is
obtained:
(7)
Writing Eq. (6) in terms of the fractional coverage θ=q/qmax
leads to
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(8)
Eq. (8) shows that (-H) is a function of both and T, as
already pointed out by Do.23 In particular, Fig. 6 reports,
for the four different temperatures considered (273, 298,
323 and 348 K), a plot of (–H) vs. . Inspection of Fig. 6
indicates that the isosteric heat of adsorption increases
as the fractional coverage of the adsorbent increases,
approaching an asymptote per θ→1: this trend is similar to
that of other expressions of the isosteric heat obtained
for the adsorption of polar molecules.27 The value of the
isosteric heat at zero coverage that can be extrapolated
from Fig. 6 is 16.7 kJ/mol at 298 K: this is about three
times lower than the values of (-ΔH) reported, for example
for H2S adsorption on nitrogen-containing activated
carbons28 Since fixed-bed adsorption is an essentially
adiabatic operation, the isosteric heat of adsorption is
responsible for the temperature rise during the process
and, since adsorption is an exothermic process, an increase
in temperature leads to a decrease in adsorption capacity.
For this reason, a lower isosteric heat of adsorption is
Page 23
preferable when selecting adsorbents and MIL-101 could
represent a more efficient alternative adsorbent in fixed-
bed H2S adsorption processes.
4. Conclusions
The results reported in this work gave novel insight about
the use of metal organic frameworks for adsorption. More
specifically, H2S adsorption on MIL-101 (Cr) MOF was
modeled with the aim of both evaluating the performance of
the selected adsorbent and achieving a better understanding
of the mechanisms to which its interaction with the target
gas is subjected.
Laboratory-synthesized MIL-101 samples were characterized
by means of X-ray diffraction, field emission scanning
electron microscopy, microporosimetric analysis and Fourier
transform infrared spectroscopy. The characterization
indicated that the samples possess high crystallinity and
high specific surface area and pore volume.
The H2S adsorption isotherms on MIL-101 samples at four
different temperatures (namely 273, 298, 323 and 348 K)
were obtained using a gravimetric technique based on a
McBain-type balance. The experimental data showed that, in
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the pressure range considered, MIL-101 had high adsorption
capacity and a high affinity towards H2S; moreover, the
adsorption process was found to be fully reversible and not
damaging for the selected substrate. The semiempirical Sips
model was used to describe the obtained H2S adsorption
data, and substantial agreement between the model and the
experimental results was obtained. The model and the
experimental results indicated that the isosteric heat of
H2S adsorption on MIL-101 (Cr) was noticeably lower than
other adsorbents reported in the literature, suggesting
that this MOF may be particularly suitable for fixed-bed
H2S adsorption applications.
Page 25
References
[1] Y. Weixin, T. J. Bandosz, Fuel 86, 2736 (2007)
[2] J. M. Thomas, W. J. Thomas, Principles and practice of
heterogeneous catalysis, Wiley, New York (1996)
[3] F. Bandermann, K.-B. Harder, Int. J. Hydrogen Energy 7,
471 (1982)
[4] M. M. Tomadakis, H. H. Heck, M. E. Jubran, K. Al-
Harthi, Sep. Sci. Technol. 46, 428 (2011)
[5] X. Ma, X. Wang, C. Song, J. Am. Chem. Soc. 131, 5777
(2009)
[6] N. Gargiulo, F. Pepe, D. Caputo, J. Colloid Interf.
Sci. 367, 348 (2012)
[7] N. Gargiulo, D. Caputo, C. Colella, Stud. Surf. Sci.
Catal. 170, 1938 (2007)
[8] P. Chowdhury, C. Bikkina, S. Gumma, J. Phys. Chem. C
113, 6616 (2009)
[9] H. Li, M. Eddaoudi, M. O’Keeffe, O. M. Yaghi, Nature
402, 276 (1999)
[10] H. K. Chae, D. Y. Siberio-Perez, J. Kim, Y. B. Go, M.
Eddaoudi, A. J. Matzger, M. O’Keeffe, O. M. Yaghi, Nature
427, 523 (2004)
Page 26
[11] P. Aprea, D. Caputo, N. Gargiulo, F. Iucolano, F.
Pepe, J. Chem. Eng. Data 55, 3655 (2010)
[12] L. Hamon, C. Serre, T. Devic, T. Loiseau, F. Millange,
G. Férey, G. De Weireld, J. Am. Chem. Soc. 131, 8775 (2009)
[13] G. Férey, C. Mellot-Draznieks, C. Serre, F. Millange,
J. Dutour, S. Surble, I. Margiolaki, Science 309, 2040
(2005)
[14] P. L. Llewellyn, S. Bourrelly, C. Serre, A. Vimont, M.
Daturi, L. Hamon, G. De Weireld, J. S. Chang, D. Y. Hong,
Y. K. Hwang, S. H. Jhung, G. Férey, Langmuir 24, 7245
(2008)
[15] A. C. Larson, R. B. Von Dreele. General Structure Analysis
System (GSAS). Los Alamos National Laboratory; (2000) Report:
LAUR 86-748.
[16] D. Caputo, B. de’ Gennaro, M. Pansini, C. Colella, in
NATO Science Series, Series E: Applied Sciences, Edited P.
Misaelides, F. Macasek, T. Pinnavaia, C. Colella, Kluwer
Academic Publishers, Dordrecht (1999), Vol. 362, pp. 225-
236.
[17] D.-Y. Hong, Y. K. Hwang, C. Serre, G. Férey, J.-S.
Chang, Adv. Funct. Mater. 19, 1537 (2009)
Page 27
[18] N. Gargiulo, M. Imperatore, P. Aprea, D. Caputo,
Microporous Mesoporous Mater. 145, 74 (2011)
[19] S. Lowell, J. E. Shields, M. A. Thomas, M. Thommes,
Characterization of Porous Solids and Powders: Surface Area, Pore Size and
Density, Kluwer Academic Publishers, Dordrecht (2004)
[20] A. Henschel, K. Gedrich, R. Kraehnert, S. Kaskel,
Chem. Commun., 4192 (2008)
[21] N. V. Maksimchuk, M. N. Timofeeva, M. S. Melgunov, A.
N. Shmakov, Yu. A. Chesalov, D. N. Dybtsev, V. P. Fedin, O.
A. Kholdeeva, J. Catal. 257, 315 (2008)
[22] R. Sips, J. Chem. Phys. 16, 490 (1948)
[23] D. D. Do, Adsorption Analysis: Equilibria and Kinetics, Imperial
College Press, London (1998)
[24] S. J. Gregg, K. S. W. Sing, Adsorption, surface area, and
porosity, Academic Press, London (1982)
[25] R. H. Perry, D. W. Green, J. O. Maloney, Editors,
Perry’s Chemical Engineers’ Handbook, McGraw-Hill, New York (1997)
[26] J. R. Karra, K. S. Walton, Langmuir 24, 8620 (2008)
[27] D Caputo, F. Iucolano, F. Pepe, C. Colella,
Microporous Mesoporous Mater.105, 260 (2007)
Page 28
[28] F. Adib, A. Bagreev, T. J. Bandosz, Langmuir 16, 1980
(2000)
Page 29
Tables
Table 1. Sips parameters for H2S adsorption on MIL-101
Parameter
95%
confidence
interval
lower limit
Best fitting
value
95%
confidence
interval
upper limit
b0 (kPa-1) 0.47 0.65 0.83
n 1.40 1.53 1.66
Q (kJ∙mol-1) 11.21 12.79 14.37
Regression coefficient R2=0.984
Table 2. Comparison of Sips parameters between MIL-101/H2S
and Cu-BTC/CO2 adsorbent/adsorbate systems. Values for Cu-
BTC/CO2 system are extracted from the literature11
Parameter MIL-101/H2S Cu-BTC/CO2
ba (kPa-1) 4.4∙10-1 5.2∙10-3
n 1.53 0.94
Q (kJ∙mol-1) 12.8 25.9
Page 30
a Values calculated at 293 K
Page 31
Figure captions
Figure 1. X-ray diffraction (XRD) pattern of synthesized
MIL-101 (Cr).
Figure 2. Field emission scanning electron microscopy (FE-
SEM) images of synthesized MIL-101 (Cr) crystals.
Figure 3. N2 adsorption isotherm at 77 K on synthesized
MIL-101 (Cr).
Figure 4. Fourier transform infrared (FTIR) spectra of MIL-
101 (a) before and (b) after H2S adsorption runs.
Figure 5. H2S adsorption isotherms on MIL-101 (Cr) at T =
273 K (circles),
298 K (squares), 323 K (diamonds), and 348 K (triangles).
Continuous lines: best
fitting Sips theoretical isotherms.
Figure 6. Isosteric heat of H2S adsorption on MIL-101 as a
function of the fractional coverage of the adsorbent.
Page 32
Antonio Peluso, Nicola Gargiulo, Paolo Aprea, Francesco
Pepe, Domenico Caputo, Modeling Hydrogen Sulfide Adsorption
on the Chromium-Based MIL-101 Metal Organic Framework,
Figure 1
Page 33
Antonio Peluso, Nicola Gargiulo, Paolo Aprea, Francesco
Pepe, Domenico Caputo, Modeling Hydrogen Sulfide Adsorption
on the Chromium-Based MIL-101 Metal Organic Framework,
Figure 2
Page 34
Antonio Peluso, Nicola Gargiulo, Paolo Aprea, Francesco
Pepe, Domenico Caputo, Modeling Hydrogen Sulfide Adsorption
on the Chromium-Based MIL-101 Metal Organic Framework,
Figure 3
Page 35
Antonio Peluso, Nicola Gargiulo, Paolo Aprea, Francesco
Pepe, Domenico Caputo, Modeling Hydrogen Sulfide Adsorption
on the Chromium-Based MIL-101 Metal Organic Framework,
Figure 4
Page 36
Antonio Peluso, Nicola Gargiulo, Paolo Aprea, Francesco
Pepe, Domenico Caputo, Modeling Hydrogen Sulfide Adsorption
on the Chromium-Based MIL-101 Metal Organic Framework,
Figure 5
Page 37
Antonio Peluso, Nicola Gargiulo, Paolo Aprea, Francesco
Pepe, Domenico Caputo, Modeling Hydrogen Sulfide Adsorption
on the Chromium-Based MIL-101 Metal Organic Framework,
Figure 6
Page 38
Graphical Table of Content Abstract
Hydrogen sulfide (H2S) adsorption on a laboratory-
synthesized polymeric chromium terephthalate (MIL-101)
metal-organic framework was modeled by means of the
semiempirical Sips equation. The experimental data showed
that, in the pressure range considered, MIL-101 had high
adsorption capacity and a high affinity towards H2S;
moreover, the adsorption process was found to be fully
reversible and not damaging for the selected substrate. The
model and the experimental results indicated that the
isosteric heat of H2S adsorption on MIL-101 (Cr) was
noticeably lower than other adsorbents reported in the
Page 39
literature, suggesting that this MOF may be particularly
suitable for fixed-bed H2S adsorption applications.