Thermal decomposition
651
Table 2 Temperature of decomposition and activation parameters of AllPmTu metal complexes
Complex
Step
T/K
r
A/s-1
E#/kJmol-1
DH#/kJmol-1
DS#/kJmol-1
DG#/kJmol-1
[Ni(AllPmTu)Cl2(H2O]
1st
2nd
3rd
1st
516
700
802
570
725
848
516
678
516
693
542
765
0.997371
0.996741
0.995710
0.998951
0.997929
0.988911
0.981165
0.953508
0.990819
0.980238
0.998395
0.903803
4.21 9 1011
7.88 9 109
2.58 9 1012
8.83 9 109
1.46 9 1011
2.69 9 1012
3.08 9 1012
3.50 9 107
5.42 9 109
7.51 9 108
1.00 9 1011
6.56 9 108
63.55
61.69
210.86
46.58
76.40
206.07
71.44
42.68
46.31
48.11
84.55
92.38
59.26
55.87
204.18
41.84
70.37
199.02
67.15
37.04
42.02
42.35
80.04
86.02
-0.027
-0.063
-0.016
-0.091
-0.063
-0.016
-0.017
-0.107
-0.064
-0.082
-0.039
-0.084
73.16
99.66
217.02
93.14
[Ni(AllPmTu)2Cl2(H2O)2]
2nd
3rd
1st
116.05
212.28
75.92
[Pd(AllPmTu)Cl2]
[Pt(AllPmTu)Cl2]
[Pt(AllPmTu)2]
2nd
1st
109.81
74.59
2nd
1st
99.18
101.18
150.24
2nd
side of the Eqs. 1 and 2 versus 1,000/T. The n value which
gave the best fit (r % 1) was chosen as the order parameter
for the decomposition stage of interest. From the intercept
and linear slope of such stage, the A and E# values were
determined. The other kinetic parameters, DH#, DS# and
DG# were computed using the relationships: DH# = E# –
RT, DS# = R[ln(Ah/kT) – 1] and DG# = DH# – TDS#,
where k is the Boltzmann’s constant and h is the Planck’s
constant. The kinetic parameters are collected in Table 2.
The following remarks can be pointed out:
complex, [Ni(AllPmTu)Cl2(H2O)], is lower than that
the octahedral one, [Ni(AllPmTu)2Cl2(H2O)2]. This
may be attributed to the larger values of CFSE of
octahedral than that of the tetrahedral and square-
planar nickel(II) complexes. The difference in DG#
values of the subsequent steps becomes smaller,
since the structure of the intermediate complexes
becomes similar.
(v) The DG# values of [Pt(AllPmTu)2] are higher than
that of [M(AllPmTu)Cl2], reflecting a higher thermal
stability of ML2 in terms of chelate effect.
(i) The negative values of the DS# indicate a more
ordered activated state than the reactants [9].
(vi) The reaction orders for all decomposition stages of all
complexes are found to be nearly equal unity. It was
emphasized that the order of a solid-state decompo-
sition reaction has no intrinsic meaning, but is rather a
mathematical smoothing parameter [12].
(ii) The values of the DG# increases markedly for the
subsequent decomposition stages of a given complex,
though there is no obvious trends in the values of
either E# or DH#. This is due to increasing the values
of TDS# from one step to another which override the
values of DH#. Increasing the values of DG# for
the subsequent steps of a given complex reflects that
the rate of removal of the subsequent species will be
lower than that of the precedent species [10, 11]. This
may be attributed to the structural rigidity of the
remaining complex after the expulsion of one or more
species, as compared with the precedent complex.
(iii) The values of DG# of the first step of decomposition
of the two structurally analogous, square-planar d8
complexes, [M(AllPmTu)Cl2], M = PdII or PtII, are
nearly equal, since this step is metal independent, but
DG# values of the second step of the two complexes
are different (DGP#d [ DGP#t), reflecting that the rate
of decomposition of this step involves the coordina-
tion core and reveals a relatively higher thermal
stability of Pt(II) complex as compared to Pd(II) one.
(iv) The DG# value for the first step, which involves the
coordination core, of the four-coordinate nickel(II)
References
´
´
1. del Campo R, Criado JJ, Garcıa E, Hermosa MR, Sanchez AJ,
Manzano JL, Monte E, Fernandez ER, Sanz F. Thiourea deriva-
´
tives and their nickel(II) and platinum(II) complexes: antifungal
activity. J Inorg Biochem 2002;89:74–82.
2. Padhye SB, Kaulffman GBT. Transition metal complexes of
semicarbazones and thiosemicarbazones. Coord Chem Rev.
1985;63:127–60.
3. Colebunder RL, Ryder GF, Nzilambi N. HIV infection in patients
with tuberculosis in Kinshasa, Zaire. Am Rev Respir Dis. 1989;
139:1082–5.
4. Kandil SS, Katib SMA, Yarkandi NHM. Nickel(II), palladium(II)
and platinum(II) complexes. Transition Met Chem. 2007;32:
791–8.
5. Lizarraga E, Zabaleta C, Palop JA. Mechanism of thermal
decomposition of thiourea derivatives. J Therm Anal Calorim.
2008;93:887–98.
¨
¨
¨
6. Ozpozan N, Arslan H, Ozpozan T, Ozdes N, Ku¨lcu¨ N. Thermal
studies of Ni(II), Pt(II) and Ru(III) complexes of N, N-dihexyl-
N0-benzoylthiourea. Thermochim Acta. 2000;343:127–33.
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