3.1. Synthesis and Characterization
These complexes were prepared by reflux-reaction using 2 mole of diamine, 2 mole of ketone and 1 mole of metal salt at 70°C. In this reaction, metal ion plays key role to direct the reactant components to make macrocyclic framework directly. A systematic synthesis scheme for both the complexes A and B is shown in Fig. 1. Further these synthesized complexes were characterized systematically using various analytical techniques.
For characterization of functionalities in the prepared macrocyclic complexes, FTIR spectral analysis were carried out. The FTIR spectra of these complexes (Fig. 2a) showed a strong band in the range of 1645–1650 cm− 1, which can be assigned due to C = N stretching frequency (v(C=N)).
Whereas, other characteristic bands in the region 2830–2860 cm− 1, 1030–1130 cm− 1, and 750–755 cm− 1 may be allocated to C-H bond stretching of CH3 group and vibrations of aromatic C-H, respectively [15, 16]. In addition, a band also appeared in the region 610–620 cm− 1 corresponding to ν(Fe-N) vibrations for these complexes.
Further, the magnetic moments of both the complexes A and B was found to be 5.87 B.M. at ambient temperature. This value corresponds to high spin configuration for Fe(II) metal ion, demonstrating the presence of an D4h-symmetry around Fe-metal ion (with t2g4eg2 electronic configuration). In order to assess the effect of addition of phenyl moieties on parent macrocyclic complex A, the UV-Vis spectra of complex A and B was recorded in ethanol using 10− 3 M concentration of each complex, separately (Fig. 2b). The complex A demonstrated two absorption bands at 30487 and 27624 cm− 1, which can be attributed to 5Eg(D) → 5B1g(F) and 5Eg(D) → 5A1g electronic transitions, respectively. While complex B also showed two absorption bands at 30120 and 25839 cm− 1 corresponding to 5Eg(D) → 5B1g(F) and 5Eg(D) → 5A1g electronic transitions, respectively. However, the band at 387 nm displayed remarkable bathochromic shift with simultaneous increment in macrocyclic framework conjugation (i.e. increase in number of phenyl moieties).
Table 1
Analytical data and physical properties of complex A and B
Macrocyclic complex | Color | M.P. (oC) | % Analysis (Calc. &Obsd.) | Molar Cond. (ohm− 1cm2 mol− 1) | M. Wt. |
C | H | N |
[FeN4C22H24] (A) | dark brown | 178 | 66.01 (66.17) | 6.04 (6.15) | 14.00 (14.04) | 46 | 400.3 |
[FeN4C30H28] (B) | brown | 175 | 72.00 (71.77) | 5.64 (5.48) | 11.22 (11.02) | 51 | 500.4 |
In addition, both the complexes displayed molar conductance in the range of 45–52 ohm− 1cm− 2 mol− 1 in DMSO solution (10− 3 mole dm− 3) at room temperature, indicating their electrolytic nature [17–19].
Furthermore, the molecular ion peak in positive mode of the complexes A and B was found to be at m/z 400, and 500 m/z, respectively, as shown in their corresponding mass spectra Fig. 2c. The results of the above analytic techniques are in well-agreement with the proposed structure of the complexes with the molecular formula [ML]X2, where M = Fe(II), L = macrocyclic ligand, and X = Cl [19].
3.2. Theoretical Calculations
Density functional theory (DFT) was exploited in order to elaborate and establish the structure of complex A and B. Geometry optimization in the gaseous state was performed using default convergence circumstances using the hybrid functional B3LYP and the basis sets 6-31G* for C, H, N, and SDD for the Fe-atom [20]. The suggested structure of the complexes was theoretically simulated to determine its ground state conformation for every possible spin state. In the beginning, we worked on optimizing the geometry of these complexes, and found that they had a saddle shape geometry (D4h). The optimized structures of complex A and B are illustrated in Fig. 3(a-b). The steric repulsion between the benzene rings and methyl units of acetyl acetone backbone might have the significant role for the "saddle shape" structure of the complexes. To alleviate the steric repulsion, the macrocyclic framework's most easily deformed C-N bonds got twisted, thus a nonplanar structure was generated due to modification of ring shape. In addition, the highest occupied molecular orbital (HOMO) of the complex A and B has an energy of -6.313 eV and − 6.621 eV, respectively. The optimized HOMO structures of the complexes are shown in Fig. 3(a-b).
3.3. Electrochemical Investigations
The prepared complexes A and B were then subjected to electrochemical evaluation in ethanol containing 0.1 M TEAP (as supporting electrolyte) and 10− 3 M of complex A and B, separately, using cyclic voltammetry [21, 22]. Both the complexes exhibited nearly similar voltammetric responses as shown in Fig. 4. The cyclic voltammogram (CV) of complex A displayed one redox response corresponding to the Fe+ 3/Fe+ 2 redox transition with formal potential of -0.51 V vs Ag/AgCl (Fig. 4a). The peak current ratio (ipa/ipc) of 0.96 for this redox couple indicated that it was a quasi-reversible redox process. On the other hand, the CV of complex B displayed Fe+ 3/Fe+ 2 redox couple at a formal potential of -0.48 V vs Ag/AgCl, having the ipa/ipc value of 0.98, followed by quasi-reversible redox process (Fig. 4b). However, complex B displayed the anodic shift of 30 mV for the Fe+ 3/Fe+ 2 redox potential as compared to complex A.
To justify the anodic shift in the formal potential of Fe+ 3/Fe+ 2 redox transition for complex B, we investigated the charge density profile of both complexes (A and B) via DFT calculations. The results indicated that the electron density on Fe-atom was higher in complex B compared to complex A, as illustrated in Fig. 4(c-d). This fact can be explained by the concept of delocalization of pi electrons in the macrocyclic frameworks. The complex A was simple one and was having [14]-membered macrocyclic core, but in the complex B, two phenyl moieties got introduced, leading to extended conjugation. The aromatic moieties in complex A resulted higher electron density on metal ion through N-atoms via conjugation of pi electrons in comparison to complex B [23]. However, complex B possessing two additional benzene ring in its macrocyclic framework should have higher electron density on metal than complex A, but benzene ring being more aromatic than naphthalene, the metal atom of complex B would have less electron density [24]. On the other hand, it is known fact that Fe+ 3/Fe+ 2 redox couple represent ‘eg energy level’ of Fe metal ion, therefore less electron density on Fe-central metal ion of macrocyclic complex B would result to down-shift in ‘eg orbital energy’ (as supported by DFT calculations), displaying anodic shift in Fe+ 3/Fe+ 2 formal potential [11].
3.4. Biological activity:
All the prepared complexes were evaluated for their antimicrobial potential using agar well diffusion (AWD) method. These complexes along with microbial culture were accustomed to 0.5 McFarland standard equivalent to 1.5 × 108 cfu/mL microbial pathogen suspension (approx.). Each petri plate received 25 mL of Agar media and was swabbed with 100 µL inoculums of the test microorganisms. After 20 min, a 6 mm well got cut at the center of agar plates and each well were filled with prepared samples of synthesized complexes, keeping solvent media having Gentamycin as + ive control and solvent media alone as –ive control. Each plate was analyzed for measuring the zone of inhibition after 20 hr of incubation at 37 ᵒC and for fungus, zone of inhibition was measured after incubation for 48 hr at 28ᵒC [25–27].
Antimicrobial activity of synthesized complexes was calculated by measuring the zone of inhibition against the test organisms with zone reader (Hi Antibiotic Zone Scale). The complex A (with 1000 ppm concentration %) showed maximum zone of inhibition against B. subtilis (22 mm) followed by S. aureus (14 mm), E. coli (15 mm) and P. aeruginosa (16 mm). Similarly, complex B (with 1000 ppm concentration %) also exhibited maximum zone of inhibition against B. subtilis (21 mm) followed by E. coli (16 mm) and S. aureus (16 mm), P. aeruginosa (15 mm). Against fungal pathogen C. albicans, complex A was found to be the most effective (20 mm) followed by complex B (18 mm). Figure 5a and 5b showed the concentration-dependent antimicrobial activity inhibition zone against the B. subtilis pathogen for complex A and complex B. Table 2 shows a comparison of the antibacterial activity of the complex A and B with previously reported potential macrocyclic complexes.
Table 2
A comparison of the antibacterial activity of the complex A and B with previously reported macrocyclic complexes.
Macrocyclic Complexes | Diameter of the zone of inhibition (mm) (conc. in µg.mL− 1) | Ref. |
E. coli | P. aeruginosa | B. subtilis | S. aureus | C. albicans |
Tetraaza-complex | 13 | 13 | 12 | 13 | 12 | [28] |
Tetraaza-complex | 19 | 24 | 18 | 28 | - | [29] |
Tetraaza-complex | 12 | 12 | 12 | 12 | 11 | [30] |
Tetraaza-complex | 14 | 12 | 14 | 10 | 18 | [31] |
Tetraaza-complex | 9 | 9 | 10 | 12 | 13 | [32] |
Tetraaza-complex | 18 | 12 | 18 | 15 | 12 | [33] |
Tetraaza-complex | - | 22 | - | 14 | 24 | [34] |
Tetraaza-complex-A | 15 | 16 | 22 | 14 | 20 | This Work |
Tetraaza-complex-B | 16 | 15 | 21 | 16 | 18 | This Work |