JOURNAL OF CHEMICAL RESEARCH 2009 663
complex (24) is shown in Fig. 4†. The ESR parameters for the
[(HL)2Co(NO3)2].2.5H2O
[(HL)2Co(NO3)2].2H2O
[(HL)2Co(NO3)2].2H2O + 1/2 H2O
63 °C
95 °C
complexes are shown in Table 5†.
[(HL)2Co(NO3)2] + 2H2O
[(L)2Co]+ 2HNO3
Electronic spectra
The electronic spectral data for the ligand and its metal complexes
are summarised in Table 3†. The ligand in DMF solution shows three
bands at 275 nm (e = 0.46 × 103 mol-1cm-1), 345 nm (e = 1.40 ×
103 mol-1cm-1) and 355 nm (e = 1.36 × 1 03 mol-1cm-1). The first
band may be assigned to an intraligand π→π* transition which is
nearly unchanged on complexation, whereas the second and third
bands may be assigned to the n→π* and charge transfer transitions
of the azomethine and carbonyl groups respectively.34 These bands
are shifted on complexation, suggesting the coordination of the
azomethine nitrogen atom and carbonyl group to the metal ion.
Nickel(ІІ) complexes (8) and (10) show three bands in the 475–
482, 620–625 and 845–870 nm ranges, which are attributable to
3A2g(F)→3T1g(P)(n3), 3A2g(F)→3T1g(F)(n2) and 3A2g(F)→ 3T2g(F)(n1)
transitions respectively, of octahedral nickel(ІІ) complexes.9,35,36
The n2/n1 ratio for the complexes (8) and (10) are 1.40 and 1.35
(Table 3†), which are less than the usual range of 1.50–1.75,
indicating distorted octahedral nickel(ІІ) complexes.37 Complexes
(4), (12) and (17) show the first band in the 540–550 nm range,
227 °C
461 °C
[(HL)2Co(NO3)2]
[(L)2Co]
CoO + Volatile organic residue
Antimicrobial studies
The antimicrobial screening data show that the compounds exhibit
antimicrobial properties, the metal chelates exhibiting a greater
inhibitory effect than the parent ligand, in comparison to tetracycline
(as antibacterial agent) and amphotriciine (as antifungal agent).
From the data obtained (Table 7†), it is observed that the inhibition
zone area is much larger for metal complexes against the gram-
positive bacteria (Staphylococcus aureus), gram-negative bacteria
(Escherichia coli) and fungi (Aspergillus flavus and Candida
albicans). The increased activity of the metal chelates can be
explained on the basis of chelation theory.48 It is know that chelation
tends to make ligands act as more powerful and potent bactericidal
agents and antifungal agents, thus killing more of the bacteria than
the ligand. It is observed that, in a complex, the positive charge of
the metal is partially shared with the donor atoms present in the
ligand, and there may be π-electron delocalisation over the whole
chelate.48 This increases the lipophilic character of the metal chelate
and favours its permeation through the lipoid layer of the bacterial
membranes. Also, there are other factors which also increase the
activity, such as solubility, conductivity and bond length between
the metal and the ligand. The mode of action may involve the
formation of a hydrogen bond through the azomethane nitrogen and
oxygen atom with the active centres of the cell constituents, resulting
in interference with the normal cell process. The variation in the
effectiveness of different compounds against different organisms
depend either on the impermeability of the cells of the microbes or
the difference in ribosomes of microbial cells.21 There is a marked
increase in the bacterial activities of the ligand and complexes
for gram positive bacteria, (Staphylococcus aureus): the order of
activities are (8) = (12)>(10) = (23)>tetracycline = (19)>(4) = (14)
= (24)>(3) = (5) = (20)>(9)>(6)>(2)>(7) = (11)>(1). For gram-
negative bacteria, (Escherichia coli), the order of activities are (20)
= (24) > tetracycline>(10) = (23)>(19)>(4) = (12)>(8)>(5) = (6) =
(14)>(3) = (11)>(2) = (7)>(9)> (1). For Asergillus flavus we have
(24)>(9) = (23)>(8) = (14) = (20>(7) = (12) = (19)>(10)>(5)>(6) =
(11) = amphotricine >(2) = (3) = (4)>(1). and for Candida albicans
(23)>(20>(19) = (24)>(6) = (8) = (11)> amphotricine = (14)>(5) = (7)
= (9) = (10)>(3) = (12)>(2)>(4)>(1)
1
which is assigned to the A2g←1A1g transition (b2g→b1g) and the
1
second band in the 430–465 nm range is due to the B1g←1A1g
transition (a1g→b1g), of square planar nickel(ІІ) ions.11,38,39 Cobalt(ІІ)
complexes (13) and (19) show three bands in the 435–450, 515–520
and 770–830 nm ranges, which are assigned to4T1g(F)→4T1g(P)
(n3), 4T1g(F)→4A2g(n2) and 4T1g(F)→4T2g(F)(n1) transitions
respectively, of high-spin octahedral cobalt(ІІ) complexes.25,40 The
n2/n1 ratio for the complexes are in the 1.49–1.59 range (Table 3†),
which are less than the usual range, indicating distorted
octahedral cobalt(ІІ) complexes. However, complex (3) shows
4
bands at 490 and 550 nm (Table 3†) assigned to T1g→4T1g(P)
4
and T1g→4T2g transitions, characteristic of a high-spin square
planar cobalt(ІІ) ion.41 Manganese(ІІ) complexes (7), (9) and (24)
show bands in the 465–480, 540–560 and 635–650 nm ranges,
6
6
6
assigned to A1g→4Eg, A1g→4T2g and A1g→4T1g, transitions, of
octahedral geometry around the manganese(ІІ) ion.42 Chromium(ІІІ)
complex (21) shows bands at 395, 445, 540 and 600 nm, the first
band is assigned to a charge transfer transition and the last bands to
4A2g(F)→4T1g(P), 4A2g(F)→4T1g(F) and 4A2g→4T2g(F) transitions, of
an octahedral chromium(ІІІ) complex.28,29 Copper(ІІ) complexes (2),
(11), and (16) show bands in the 450–460, 480–495 and 525–535 nm
ranges (Table 3†), assigned to 2B1g→ 2B2g, 2B1g→2Eg and 2B1g→2A1
transitions respectively, of a square planar geometry43, and complex
2
(23) shows bands at 445, 575 and 635 nm, assigned to B1g→2Eg,
†Electronic Supplementary Information
2
2B1g→2A1g and B1g→2B1g transitions, of an octahedral copper(ІІ)
Tables, Figures and Schemes denoted† have been deposited
com/content/stl/jcr
complex.43 The iron(ІІІ) complex (20) shows bands at 430, 460
and 660 nm. The first and second bands are assigned to charge
transfer transitions while the last band is considered to arise from
6
the A1→4T1 transition, from distorted octahedral geometry around
Received 7 July 2009; accepted 28 September 2009
the iron(ІІІ) ion.44,45 Zinc(ІІ) complexes (5), (14), (18), cadmium(ІІ)
complexes (6) and (15) and copper(І) complex (22) show bands
(Table 3†), indicating intraligand transitions.
References
1
Thermal analyses
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Thermal analysis (TGA and DTA) was carried out on complexes
(2), (11), (12), (13), (14), (17), (18), (19) and (22) in the temperature
range 25–800°C. The results, detailed in Table 6† show a good
agreement in the weight loss between the calculated and the found
formulae. The thermal analysis showed that the complexes generally
decomposed in several steps, the first step in the 50–130°C range
for all complexes corresponding to the dehydration process. The
second step at 147 and 217°C for complex (19) was assigned to
elimination of coordinated water and another peak at 347°C was
due to elimination of coordinated (2OH). A second step in the
175–359°C range for the complexes (17), (18), (19) and (22) was
assigned to the elimination of chloride atom in the form of HCl.
The peak in the 172–250°C range for the complexes (11), (12), (13)
and (14) corresponds to the elimination of coordinated nitrate in the
form of HNO3.46,47 The third step in the 422–490°C range was due
to the complete decomposition with metal oxide formation.46,47 The
thermal decomposition of complex (13) can be represented as follows
2
3
4
5
6
7
8
9
10 A.S. El-Tabl, Transition Met. Chem., 1997, 22, 400.
11 A.B.P. Lever Inorganic Electronic spectroscopy Elsevier publishing
Company, New York, 1968, pp. 343-344.
12 H.M. El-Boraey and A.S. El-Tabl, Polish J. Chem., 2003, 77, 1759.
13 L. Mishra, A. Jha and A.K. Yadaw, Transition Met. Chem., 1997, 22, 406.