2
606
F.M. Aquino et al. / Materials Research Bulletin 47 (2012) 2605–2609
and stirred for 40 min. Next, the temperature was increased to
0 8C for 1 h, resulting in a resin. After being heat-treated at 350 8C
for 2 h, the primary composite oxides were calcined at 700 8C and
00 8C for 4 h.
9
9
2.2. Materials characterization
The obtained ceramic powders were characterized by various
techniques. Infrared absorption spectroscopy (IR) was carried out
using KBr pellets. A Shimadzu IR Prestige-21 instrument was used
ꢀ
1
to scan the range of 4500–400 cm . X-ray diffraction was
˚
performed using Cu Ka radiation (l = 0.15418 A) in a Shimadzu
XRD-6000, the diffraction angles (2u) were scanned in a range
varying between 108 and 908 with a step 0.028 and identification of
the compounds were performed by comparison with data from
JCPDS – International Center of Diffraction Data. Temperature
programed reduction (TPR) was performed in Micromeritics
AUTOCHEM II equipment. The powder with an average weight
Fig. 1. Curve Arrhenius.
3. Results and discussion
3 3
The thermogravimetric curves (TG) of the PrCoO and PrNiO
ꢀ1
of 20 mg was heated at a rate of 50 mL min , temperature 308 to
000 8C, under a gas flow of 10% H /Ar. The scanning electron
1
2
microscopy images were obtained using Philips XL – 30 ESEM
equipment, with a power supply of 20 kV. The thermal analysis (TG
and DTA) used for the experiments were carried out simulta-
neously using Shimadzu 60H equipment. Because the Flynn and
Wall and ‘‘Model-free Kinetics’’ models require at least three
dynamic curves with different heating rates, the following were
powders, are represented in Fig. 2. Also in Fig. 2c was observed that
the decomposition of the gelatin and the precursor powders occurs
in three distinct steps. The first step, which corresponds to a
reduction of 12.2%, is associated to humidity (hydration water).
The second, around 44.4%, can be attributed to the elimination of
amino acid fragments, usually proline, which is thermodynami-
cally susceptible to thermal degradation in oxidant atmosphere.
The last step, with mass loss of around 41.4%, may be associated to
glycine degradation [10]. Decomposition occurs at higher tem-
peratures for precursor powders, owing to the glycine interaction
by means of the carboxylate groups and amine with the metal ions
forming the coordination groups, thereby providing more stability
to the structure and avoiding the oxidation of a large amount of
glycine.
ꢀ
1
used: 10, 20 and 30 8C min
00 8C. The mass of the powder was approximately 1 mg, the
powder support was alumina, and the carrier gas was synthetic air
between room temperature and
7
ꢀ1
with a flow of 50 mL min
.3. Kinetic methods
The ASTM E1641 standard determination of kinetic parameters
.
2
via thermogravimetry is based on methods proposed by Flynn and
Wall [6] and ‘‘Model-free Kinetics’’ [7–9] that are models based on
the isoconversion principle, which states that a constant conver-
sion (a) of the reaction rate is only a function of temperature, and
allow determination of the kinetic parameters of a reaction, as
activation energy, by thermal analysis. In the typical experiments
The differential thermal analysis curves of the precursor
powders (Fig. 3) show a sharp exothermal peak in the 300–
450 8C range. This peak can be attributed to the decomposition
processes of the organic groups and the rupture of bonds between
the metal ions and carboxyl groups of the organic template [10].
The crystallization of the PrCoO
complete at 700 8C, with the formation of species with PrCoO
perovskite-type structure at a higher proportion and a number of
Co spinel phase peaks. The results illustrated in Fig. 5 show the
diffractograms of the PrNiO powder, with complete crystallization
of PrNiO structure at 700 8C and isolated oxides such as Pr 11 and
NiO. According to the Escote et al. [11], PrNiO
3
powder, revealed in Fig. 4, is
is necessary to obtain least at three different heating rates (
b
) and
3
plotting ln (
a
) against 1/T giving straights lines with slopes ꢀE /R.
a
The Flynn and Wall kinetic model is an iterative method that uses
linear regression to determine the slope and ‘‘Model-free Kinetics’’
is an integral method which allows to evaluate both simple and
complex reactions. These methods were used to evaluate which
one best fits to determine the apparent activation energy for
decomposition gelatin bound to metal ions of the system as a
parameter for characterizing and optimizing the conditions of
synthesis and applicability of these materials. These models were
used to determine the apparent activation energy (Eq. (1)) and
3 4
O
3
3
6
O
3
monophasic
conversion (
a) as a function of temperature.
ꢀ
ꢁ
b
RA
gð
E
R
a
1
ln
¼ ln
ꢀ
(1)
2
T
E
a
a
Þ
a
T
a
a
Fig. 1 illustrates obtaining the activation energy and pre-
exponential factor from the Arrhenius curve (linear regression). As
the equation of the line y = a + a x we have, by linear regression
fits the best straight line y = a + a x. Thus it have:
0
1
0
1
ꢀ
ꢁ
RA
gð
ꢀE
a
a
o
¼ ln
ea
1
¼
(2)
E
a
a
Þ
R
From Eq. (2) it possible obtain E = ꢀRꢁa
1
.
a
Fig. 2. Thermogravimetric curves of powders (a) PrCoO
3
, (b) PrNiO
3
and (c) gelatin.