1905
N. B. MALLUR et al.
Apart from these, two other non-ligand bands are also observed, one weak band
observed in the range of 504-482 cm-1 which may be attributed to υ(M-O) and the other
weak around 440-419 cm-1 which may be assigned to υ(M-N) vibrations. The band υ(M-O)
usually occurs at higher frequency than υ(M-N) and υ(M-O) band usually broad and
stronger than the υ(M-N) band. This may be due to large dipole moment change in the
vibration of M-O band in comparison to that in the M-N band11,12
.
1H NMR spectra
The spectrum of 1H NMR in DMSO-d6 solvent used. In the ligand, the eight aromatic protons
have resonated in region δ7.26-7.93 ppm (m, 8H, Ar-H) as multiplet, in La(III) nitrate complex
these protons have been observed in the region δ7.18-7.79 ppm (m, 8H, Ar-H) as multiplet.
The peaks appear at δ12.08 ppm (s, 1H, phenolic-OH), δ11.05 ppm (s, 1H, -NH of hydrazine),
δ12.72 ppm (s, 1H, -NH of imidazole moiety), δ3.64 ppm (s, 2H, -CH2) and δ8.82 ppm (s, 1H,
-CH=N) as singlets in the ligand, but in the case of La(III) nitrate complex the peak of phenolic
–OH has been disappeared indicating the involvement of phenolic oxygen in the coordination
via deprotonation. The peaks of both the –NH group are unaffected in the spectrum of the
complex. The –CH2 peak is appeared at δ4.25 ppm in the complex, this downfield shift
suggest its deshielding because of the coordination of carbonyl group and the peak of the
azomethine proton is situated through a lower field with δ=0.22 ppm, this deshielding results
the coordination through the nitrogen of the azomethine group to the metal ion. The 1H NMR
data gave information that the ligand is in keto form and it coordinated to the metal atom
through the carbonyl oxygen, azomethine nitrogen and phenolic oxygen via deprotonation.
Thermal analysis
The thermal behaviour including the stability ranges, peak temperatures, percentage of weight
loss and percentage of residue obtained after decomposition process of the representative
complexes have been reported in Table 3. The thermoanalytical studies of the complexes reveal
that, the decomposition proceeds into three stages. The complexes undergo the first stage of
decomposition in the range 328-408 K, the weight loss corresponds to the loss of one
uncoordinated water molecule in the lattice while the second stage decomposition occurs in the
range 378-718 K, the weight loss indicates the loss of one nitrate and one ligand molecule. The
third stage decomposition occurs in the range 678-998 K, indicating the loss of another ligand
molecule. A plateau is obtained, which indicates the formation of stable metal oxides (Ln2O3).
The weight of the residue obtained agrees well with the calculated value. The kinetic parameters
(Table 4) were calculated using the coats-redfern and MKN equations14 by graphical as well as
least square method (Figure 2 and 3). On the basis of energy of activation values, we found that
the complexes show similar type of the decomposition reactions15. The energy of activation (Ea)
for the decomposition of lattice water was found to be much lower than that for coordinated
water and values are closer to the activation energy values for the dehydration reactions16. The
energy of activation values for the second stage of decomposition of the complexes was found to
be lower than those for the third stage decomposition, which indicates an increased rate at this
state and might be due to the catalytic effect of the metal complex in the oxidation for the ligands
and other decomposition products17. The rate of third stage decomposition of the complexes was
found to be much higher than the previous two stages due to the higher in energy of activation.
The negative entropy of activation values for all degradation stages show that the complexes are
more ordered in the activated state through the chemisorption of oxygen and other decomposition
products15. The negative entropy of activation values are compensated by the values of the
energies of activation. The entropy of activation value increases from first step to third step
indicates that the rate of decomposition decreases in stepwise reactions18.