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A. Loaiza-Gil et al. / Journal of Molecular Catalysis A: Chemical 281 (2008) 207–213
strategy requires the characterization of the precursor along the
entire preparation route. Temperature-programmed reduction
and scanning electron microscopy were employed to achieve
information on the morphology and the number of metallic
phases and thermogravimetry, differential scanning calorime-
try and differential thermal analysis (TGA–DSC–DTA) were
used to study the chemistry involved in the catalyst preparation.
The last techniques demonstrated to be powerful tools to char-
acterize the conformational changes induced by temperature in
the sample under study, since they allow calculating the amount
of decomposed sample, energy changes and the amount of heat
involved in the decomposition reactions, besides the thermal
properties of the sample.
Among the differential methods [8] for the study and deter-
mination of thermal decomposition kinetic parameters, the
Kissinger’s method has been the most used [9]. This method
allows calculating the activation energy from calorimetric pro-
files obtained at different heating rates. The Kissinger equation
can be expressed as
cipitate keeping the pH around 11–12. After 1 h stirring, 5 g
of silica (aerosil 200 m2/g specific surface area, Degussa) was
added to the solution. The mixture was dried in an oven at 353 K
for 48 h after 24 h stirring. The silica-supported nickel cata-
lyst was obtained by reduction “in situ” under hydrogen flow
(10 mL/min) at 1073 K. The reduction time lasted 24 h. In order
to avoid unnecessary metal particles growing, the heating rate
was set at 1 K/min.
2.2. Experimental methods
Thermogravimetry, differential scanning calorimetry and dif-
ferential thermal analysis were carried out simultaneously on a
Thermal Analyzer TA Instruments, model SDT Q600 (1773 K)
under nitrogen flow (100 mL/min) using an average weight of
7.3 mg of sample and 5, 10, 15 and 20 K/min heating rate.
XRD measurements were performed in a powder diffractome-
˚
ter Phillips PW1050/25 equipped with a Cu K␣ (λ = 1.5406 A)
radiation source. The XRD data were taking at 2θ angular range,
step size of 0.002◦ and 10 s count time.
ꢀ
ꢁ
β
Tm2
Ea
Temperature-programmed reduction profiles (TPR) were
performed on a Micromeritics TPR/TPD 2900 from room tem-
perature to 1073 K at 10 K/min heating rate under 50 mL of 10%
hydrogen in argon. Samples of 150 mg were pretreated in air
a scanning electron microscope Hitachi, S-2500.
ln
= −
+ C
(1)
RTm
where R is the universal constant of gases (J mol−1 K−1), β is
the heating rate (K s−1), Ea is the activation energy (J mol−1),
Tm is the peak temperature (K) and C is a constant. The activa-
tion energy is obtained from the slope (−Ea/R), of the straight
line obtained by plotting ln(β/Tm2 ) against 1/Tm. On the other
hand, the peak shape of the resulting thermal analysis can be
symmetrical or not. The peak symmetry is directly related with
the reaction order of the chemical process. It was found [9]
that when the reaction order n = 1, the peak has a symmetrical
shape with similar areas on the right and on the left of the max-
imum inflection point (Tm). When the reaction order falls, the
peak asymmetry increases. The left area of Tm is bigger than
that on the right. Therefore, it is possible to use the peak shape
as a variable to determine the reaction order from a differen-
tial thermal analysis (DTA). The shape index, S, is defined as
the ratio between the slopes of the peak tangents at the inflec-
tion point. Furthermore, it was found that plotting S versus n2,
both parameters S and n are related according to the following
equation:
Catalytic performance of silica-supported nickel catalyst for
methane steam reforming was tested in a continuous, fixed-bed
tubular reactor described previously [13]. A controlled heater
ensuredauniformbedtemperaturemonitoredbyathermocouple
placed in the reactor center. Carbon monoxide, carbon dioxide
and light hydrocarbons were analyzed by online gas chromatog-
raphy (Hewlett Packard 6890 Plus) equipped with a thermal
conductivity detector and a Porapak Q column (10 ft. × 1/8 in.,
80/100 mesh). 0.4 g of the catalyst was reduced “in situ” under
10 mL/min of hydrogen flow from room temperature to 1073 K,
at 1 K/min heating rate for 24 h. The reaction was performed at
973 K, atmospheric pressure and 500 h−1 gas hour space veloc-
ity (G.S.H.V.) using wet methane (CH4 + H2O). After run the
gas feed was closed and the reaction temperature was sharply
decreased to room temperature.
S = 0.63n2.
(2)
3. Results and discussion
2. Materials and methods
Simultaneous thermal analyses TGA–DSC and DTA on hex-
ahydrate nickel nitrate carried out between room temperature
and 670 K and 15 K/min heating rate, are shown in Figs. 1 and 2
respectively. Fresh nickel salt precursor show five endothermic
peaks and 73.2% total mass lost due to water dehydration and
thermaldecompositionofnitratesgivingrisenickeloxideforma-
tion (II). The residual weight of 26.8% suggests that molecular
weight of nickel salt precursor was quite similar to that reported.
The molecular weight of thermal decomposed sample was cal-
culated by the following equation:
The silica-supported nickel catalyst was prepared according
to a method similar to that described by Martin and co-workers
[1]. The preparation of silica-supported 10% nickel catalysts
was as follows: 2.81 g of Ni(NO3)2·6H2O (98% purity, IQE)
was added to 56 mL of distilled water at room temperature and
vigorously stirred up to nickel salt dissolution. Nickel hydroxide
was precipitated by addition of 2–3 drops of ammonia solu-
tion (28% NH3, Fischer Scientific Company). A large excess
of ammonia solution (56 mL) was added to dissolve the pre-
M.W.NiO
residue(%) =
× 100
(3)
M.W.initial compound