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G.P. López et al. / Catalysis Today 220–222 (2014) 61–65
that the addition of Al+3 into TiO2 not only improves several prop-
supported metal [19].
The effect of Al and Si content in acidic properties were analyzed
by ammonia uptake measurements, according to the procedure in
a flow analyzer set-up: a sample of 100 mg of catalyst was dried in
situ in 50 cc/min of helium flow at 400 ◦C for 1 h. Then, it was cooled
at 100 ◦C and saturated with a calibrated ammonia-helium gas mix
(5% mol NH3 95% mol He, PraxAir) using a gas flow of 20 cc/min
for 1 h, followed by gas flushing with helium at the same temper-
ature and flow. The ammonia desorption was carried out heating
the sample at 10 ◦C/min from 100 ◦C to 500 ◦C with a helium flow
of 100 cc/min. The ammonia uptake was measured by thermal con-
ductivity detector (Gow-Mac).
Several researches related to the application of TiO2 and
TiO2–SiO2 and TiO2–Al2O3 mixed oxides as catalytic supports of
number of researches related to M/TiO2 catalytic system com-
pared to the number of researches related to both M/TiO2–SiO2
and M/TiO2–Al2O3, emphasizing the study of the phenomenon
of metal-support interaction (SMSI) in M/TiO2 catalytic system
[25–27]. In researches related to M/TiO2–SiO2 or M/TiO2–Al2O3,
it has been reported that the catalytic performance of supported
metal responds to the type and content of added cation and it has
been attributed to changes the interaction between the support
and the active phase supported [10,24,28–30], resulting a catalyst
with enhanced activity in respect to catalysts supported over sin-
gle oxides. For TiO2 supported catalysts, the addition of a cation
into the TiO2 lattice may cause changes in the electronic properties
of the support, whereas the electronic charge balance between the
metal and the support is sensitive to the semiconducting properties
of TiO2 [31]. Thus, electronic interaction of transition metals sup-
that interferes with the original semi conduction properties of pure
TiO2. But in addition to the effects on the interaction between the
metal and the support, it also must consider the effects of the addi-
tion of Al+3 or Si+4 in the structural properties, porosity, specific
area and surface acidity of TiO2 [32].
The effects of Al and Si addition in both acidic and catalytic
properties of Pt supported on TiO2 and TiO2–Al2O3 and TiO2–SiO2
mixed oxides are studied in this paper. The dehydrocyclization of
n-heptane is used as a model test reaction, taking advantage of
its reaction scheme that requires the alternating involvement of
both catalytic metal activity and the acidic activity to carry out the
transformation of the linear alkane. Also, the distribution of the
dehydrocyclization reaction products may determine the predom-
inant mechanism, cyclization or isomerization, and point out the
influence between metal and acidic functions in catalytic perfor-
mance.
The catalytic properties of these materials were tested by
the dehydrocyclization of n-heptane. The reaction was con-
ducted in an experimental set-up consisting of continuous gas
flow microreactor mounted in a tubular furnace with control
of temperature (Omega).
A Pyrex tubular fixed bed reactor
with 7 mm internal diameter was used. Reaction experimen-
tal runs were developed as follows: first step consist in the
charge of 50 mg of 1% Pt catalyst (100–120 mesh) and reduc-
tion at 500 ◦C for 12 h in a flow of 30 cc/min of H2 (PraxAir).
Second step consist in the feed of a gas current of hydrogen
saturated with n-heptane (Aldrich) to the reactor. Operating con-
dition during the reaction experiments were as follows: gas
flow = 50 cc/min, temperature = 500 ◦C, pressure = 585 Torr, hydro-
carbon partial pressure = 10.7 Torr, hydrogen–hydrocarbon molar
ratio H2/HC = 53.5, WHSV = 345 h−1. The analysis of reaction prod-
ucts stream was made by on-line sampling, which was injected to
a gas chromatograph GC (HP5790) with a SE30 Carbowax column
(10% weight) and equipped with a thermal conductivity detector
(TCD). Differential reactor operation was observed at these condi-
tions, with 10% of conversion or lower, and the reaction rate was
calculated according to Eq. (1):
FA · X
r =
(1)
W
where r is the reaction rate (mol g−1 s−1), W is the weight
of catalyst (g), FA is the n-heptane molar flow (mol s−1), and X is
the conversion. All reaction experimental runs were conducted on
stream for 3 h of continuous time, detecting the deactivation of cat-
alyst. Basic kinetics parameters were calculated according to Eq. (2)
for a flow differential reactor with pseudo first order reaction rate
and first order deactivation:
2. Materials and methods
W
X
k
Pure TiO2 and TiO2–Al2O3 and TiO2–SiO2 mixed oxides were
synthesized by sol–gel method, with 1%, 3% and 10% of Al2O3 and
1%, 3% and 10% of SiO2. The synthesis consisted in the simultaneous
hydrolysis and condensation of titanium isopropoxide (Aldrich),
tri-sec-butoxide (Aldrich) or tetraethyl ortho silicate (Aldrich) in
isopropyl alcohol (Baker) as solvent. The hydrolyzing agent was a
0.14 M aqueous solution of HNO3 (Baker). Excess of solvent was
removed by evaporation at room temperature. The xerogel was
dried at 110 ◦C for 12 h, followed by calcination at 500 ◦C for 4 h in
air flow. These oxides were used as a support to prepare 1% weight
of Pt catalysts by incipient wetness method, using an aqueous solu-
tion of hexachloroplatinic acid (Aldrich).
The BET specific surface area and pore volume of catalyst were
characterized by N2 physisorption at 77 K (Quantachrome), crystal
structure was analyzed by X-ray diffraction (D-500, Siemens). The
measurement of H2 uptake was carry out by volumetric method
(Micromeritics) for 50 mg samples reduced at 500 ◦C in 50 cc/min
H2 flow, flushing degasification by high vacuum at 500 ◦C for 12 h.
Samples were cooled and analyzed at 25 ◦C. The H2 uptake is
reported in moles of H2 per gram of catalyst, and metal sup-
ported dispersion (%D) is calculated according to the relation of
atoms of platinum exposed in the metal crystallite surface (double
of H2 uptake) respect to the total platinum loaded. Samples were
reduced at the same temperature of reaction (500 ◦C)
=
exp[−kDt](1 − X)
(2)
v0
where v0 is the volumetric flow (L s−1), t is the time on stream (s), k is
the first order kinetic constant (L g−1 s−1), and kD is the deactivation
constant (s−1). This equation can be written like:
ꢀ
ꢁ
ꢀ
ꢁ
X
Wk
− ln
= kDt − ln
(3)
1 − X
v0
Eq. (3) corresponds to the linear correlation y = mx + b. Then, the
kinetic constant and deactivation constant can be estimated for
each catalyst:
v0 exp(−b)
kD = m, k =
(4)
W
Turnover frequency is calculated according to the relation of ini-
tial reaction rate and the number of metallic active sites, estimated
Table 1 shows the results in the characterization of 1% Pt cata-
lysts calcined at 500 ◦C by X-ray diffraction, N2-physisorption and
NH3 uptake. Table 2 lists the results of characterization by H2
uptake, overall initial reaction rate and turnover frequency.