Structure and Electronic Properties of Aminopyridino-1-4-η–2-methoxycyclohexa-1,3-diene Irontricarbonyl Complexes – A Semi Empirical PM3 Approach.
Adejoro I.A., Odiaka T.I. and Akinyele O.F.
Department of Chemistry, University of Ibadan, Ibadan Nigeria
*Corresponding Author E-mail: ofakins@yahoo.com
ABSTRACT:
Herein we report the theoretical studies of aminopyridino-1-4-η-2-methoxycyclohexa-1,3-diene irontricarbonyl complexes. The theoretical ground state geometries, electronic, thermodynamic properties and vibrational frequencies were obtained using Semi-empirical PM3 method. The geometries, electronic states, thermodynamic properties and vibrational frequencies are reported and discussed.
KEYWORDS: Geometry optimization, thermodynamic parameters, electronic properties, Semi empirical PM3, dipole moment.
INTRODUCTION:
Computation in Chemistry is relatively new and its advent and popularity have improved the studies of molecular systems.1 In this aspect of Computation in Chemistry, a particular molecular system can be modeled with the hope that it could be synthesized in the Laboratory. Although molecular modeling may not be perfect, it has been proved to be excellent at predicting the properties of compounds, including those that cannot be determined experimentally.2 It is an aspect of Chemistry that is spreading and enjoying the patronage of theoretical Chemists due to its predictive ability in studies involving molecular systems.3 Various theoretical models have been applied in studying the properties, electronic states and stabilities of compounds4,5. Semi empirical studies on irontricarbonyl complexes of cyclohexa-1,3-diene have been reported6-8. Thermodynamic parameters,
Electronic structures and vibrational frequencies of molecules have been predicted using theoretical models2-4,10. This paper reveals studies that were carried out on molecular systems involving a number of organometallic complexes shown in Figure 1. The complexes were modeled using Spartan’089 and theoretical investigations were carried out on optimized geometries using semi-empirical PM3 method. The results show that these complexes are thermodynamically stable with virtually no significant change in geometries of the pyridine ring and the vicinity of the amino substituent. The structures of these complexes are shown in Figure 1.
Figure 1: Structure of Novel aminopyridino-1-4-η-2-methoxycyclohexa-1,3-diene irontricarbonyl complexes.
Computational Methodology:
All the complexes were modeled using Spartan ’089. The geometric, thermodynamic, electronic dipole moment and vibrational properties were calculated. These properties were studied at 1atmospheric pressure and 273.15K. Molecular mechanics force field was used to obtain the stable conformer before subjecting the complexes to geometric calculation using Semi-empirical PM3 method. The optimized geometry of these complexes are shown in Figure 2.
Figure 2: Structure of optimized geometries of novel aminopyridino-1-4-η-2-methoxy-cyclohexa-1,3-diene irontricarbonyl complexes
3.0 RESULTS AND DISCUSSION:
3.1 Geometric parameters:
The geometrical parameters were obtained after total optimization of the equilibrium geometries by Semi-empirical PM3. Bond length, bond angles and dihedral angles which contribute to the internal energies were measured and recorded (See Table 1). The effect of the substituent amino group on the pyridine is clearly noticeable around the adjacent carbon atoms; for instance, the bond length of N-C7 in the 2-aminopyridino complex is 1.398Ǻ because the amino substituent is attached to C7. C7-C8 bond length is also 1.432Ǻ. These values are more than the values obtained for other pyridino substituents and this can be attributed to the electron donor property of the amino group. C7-N2 is also 1.366Ǻ.The C7- C8 bond length is 1.412Ǻ while the bond length of C8 – C9 is 1.413Ǻ. In all the complexes C8 – C9 and C9 – C10 which are low in both 2- and 3-aminosubstituents increased significantly in the 4-amino-, 4-N-methylamino and 4-N-dimethylamino substituents respectively. This is comparable with 1.377Ǻ ( 4-NH4), 1.381Ǻ {4-NH(CH3) and 4-N(CH3)2 for the C9-N2 bond length ( See Table 1). With the amino substituent on C8, the bond lengths C7-C8 and C8-C9 occur at 1.412Ǻ and 1.413Ǻ respectively while the adjacent C9-C10 bond length reduces to 1.383Ǻ. This is a clear manifestation of the substituent effect on the attached pyridine ring. All the C-C single and double bonds are within the range of 1.432-1.529Ǻ and 1.368-1.489Ǻ respectively. The metal-carbon bond falls within the range 1.731-1.820Ǻ while all the metal-ligand bond is 1.681Ǻ in all the complexes except for the 2-aminnopyridino complex whose metal-ligand bond is 1.692Ǻ. All the C-H bonds fall within 1.090Ǻ and 1.122Ǻ. The bond distances, bond angles and dihedral angles for all the complexes are collected in Table 1.
Table 1: Geometric parameters ( bond distances /Ǻ, bond angles, dihedral angles (in degrees) of the studied aminopyridino-1-4-η-2-methoxycyclohexa-1,3-diene irontricarbonyl complexes. Selected bond length
|
Bond length / Ǻ |
2-NH 2 |
3-NH2 |
4-NH2 |
4-NH(CH3) |
4-N(CH3)2 |
|
C1 – C2 |
1.474 |
1.483 |
1.483 |
1.483 |
1.483 |
|
C 2– C3 |
1.419 |
1.409 |
1.408 |
1.408 |
1.408 |
|
C3 – C4 |
1.492 |
1.484 |
1.483 |
1.483 |
1.483 |
|
C4 – C5 |
1.509 |
1.495 |
1.495 |
1.495 |
1.495 |
|
C5 – C6 |
1.540 |
1.540 |
1.539 |
1.539 |
1.539 |
|
C6 – C1 |
1.496 |
1.493 |
1.494 |
1.493 |
1.494 |
|
C 5– N1 |
1.510 |
1.519 |
1.520 |
1.519 |
1.518 |
|
N1 – C7 |
1.398 |
1.366 |
1.377 |
1.377 |
1.378 |
|
C7 – C8 |
1.432 |
1.412 |
1.381 |
1.381 |
1.379 |
|
C 8– C9 |
1.367 |
1.413 |
1.416 |
1.417 |
1.422 |
|
C9 – C10 |
1.416 |
1.383 |
1.420 |
1.424 |
1.426 |
|
C10 – C11 |
1.368 |
1.398 |
1.376 |
1.374 |
1.374 |
|
C11 – N1 |
1.399 |
1.369 |
1.385 |
1.386 |
1.385 |
|
lig – Fe |
1.692 |
1.681 |
1.681 |
1.681 |
1.681 |
|
Fe – C12 |
1.820 |
1.736 |
1.732 |
1.732 |
1.731 |
|
Fe – C13 |
1.770 |
1.797 |
1.801 |
1.801 |
1.800 |
|
Fe – C14 |
1.814 |
1.821 |
1.820 |
1.820 |
1.818 |
|
C12 – O1 |
1.153 |
1.159 |
1.161 |
1.161 |
1.616 |
|
C13 – O2 |
1.142 |
1.148 |
1.148 |
1.148 |
1.148 |
|
C14 – O3 |
1.144 |
1.143 |
1.143 |
1.143 |
1.144 |
|
C2 – O4 |
1.355 |
1.376 |
1.377 |
1.377 |
1.377 |
|
O4 – C15 |
1.414 |
1.414 |
1.415 |
1.415 |
1.414 |
|
C7 – N2 |
1.366 |
- |
- |
- |
- |
|
C8 – N2 |
- |
1.399 |
- |
- |
- |
|
C 9 – N2 |
- |
- |
1.377 |
1.377 |
1.381 |
|
N2 – C |
- |
- |
- |
1.476 |
1.480 |
|
C – H |
1.089-1.121 |
1.091-1.121 |
1.090-1.121 |
1.090-1.122 |
1.091-1.122 |
|
N2- H |
0.989 |
0.993 |
0.991 |
0.995 |
- |
(a) Bond Angles in degrees:
|
Bond angle / ͦ |
2-NH 2 |
3-NH2 |
4-NH2 |
4-NH(CH3) |
4-N(CH3)2 |
|
C12-Fe-lig |
132.91 |
132.25 |
132.64 |
132.78 |
132.49 |
|
C13-Fe-lig |
120.58 |
118.88 |
118.55 |
118.44 |
118.49 |
|
C14-Fe-lig |
110.78 |
113.60 |
113.52 |
113.48 |
113.64 |
|
C12-Fe-C14 |
88.58 |
88.57 |
88.43 |
88.35 |
88.63 |
|
C13-Fe-C14 |
89.14 |
90.11 |
90.00 |
89.97 |
90.18 |
|
C12-Fe-C13 |
102.51 |
101.83 |
101.94 |
101.98 |
101.81 |
|
C2-O4-C15 |
117.60 |
114.55 |
114.48 |
114.33 |
114.53 |
|
C5-N1-C7 |
122.05 |
121.89 |
122.56 |
122.75 |
122.75 |
|
N1-C7-N2 |
119.07 |
- |
- |
- |
- |
|
N1-C7-C8 |
119.18 |
120.31 |
120.88 |
120.00 |
121.04 |
|
C7-C8-N2 |
- |
119.71 |
|
|
|
|
H-N-H |
120.20 |
114.49 |
116.78 |
- |
- |
|
N2-C7-C8 |
121.74 |
- |
- |
- |
- |
|
C9-N2-C16 |
- |
- |
- |
122.74 |
120.81 |
(c) Dihedral Angles in degrees:
|
Dihedral angles / ͦ |
2-NH 2 |
3-NH2 |
4-NH2 |
4-NH(CH3) |
4-N(CH3)2 |
|
C3-C2-O4-C15 |
128.48 |
128.50 |
127.90 |
126.24 |
128.64 |
|
C13-Fe-C14-O3 |
68.67 |
68.79 |
69.12 |
69.16 |
68.30 |
|
C14-Fe-lig-C3 |
91.56 |
91.62 |
91.68 |
91.74 |
91.79 |
|
C4-lig-Fe-C13 |
54.95 |
55.07 |
55.42 |
55.57 |
55.20 |
|
C4-C5-N1-C7 |
11.54 |
11.34 |
10.38 |
9.21 |
10.66 |
|
C8-C7-N2-H |
11.73 |
11.78 |
- |
- |
- |
|
H-C7-C8-N2 |
- |
3.61 |
- |
- |
- |
|
C10-C9-N-C16 |
- |
- |
- |
171.98 |
171.98 |
3.2 Electronic properties:
The HOMO of these complexes possesses a π-bonding character within sub-units and π-antibonding character excited state properties between the consecutive sub units. On the other hand, the LUMO possesses a π-antibonding character within the subunit and a π-bonding character between the subunits. Experimentally, the HOMO and the LUMO energies were obtained from an empirical formula based on the onset of oxidation-reduction of peaks measured by cyclic voltametry. Theoretically, the HOMO and LUMO energies are calculated using Semi-empirical PM3. The calculated electronic properties (energy band gap, LUMO-HOMO) of these complexes were found to be within the range 7.20 – 7.76eV, the highest been the 2-aminopyridino complex. The HOMO of these complexes is concentrated on the 1-4-η-2-methoxycyclohexa-1,3-diene irontricarbonyl while the LUMO is concentrated around the aminopyridine moiety. The calculated values are shown in Table 2 while the LUMO-HOMO structures are shown in Figure 3. There is a significant change in the values recorded for dipole moments.
Table 2: Dipole moments, HOMO and LUMO energies, Energy band gaps (Eg) for the simulated aminopyridino-1-4-η-2-methoxycyclohexa-1,3-diene irontricarbonyl complexes.
|
X-aminopyridino |
Dipole moments / debye |
HOMO energy / eV |
LUMO energy / eV |
Band gaps / eV |
|
2-NH2 |
3.52 |
-12.04 |
-4.28 |
7.76 |
|
3- NH2 |
6.51 |
-12.01 |
-4.81 |
7.20 |
|
4- NH2 |
8.27 |
-11.85 |
-4.65 |
7.20 |
|
4-NH(CH3) |
6.76 |
-11.80 |
-4.53 |
7.27 |
|
4 – NH(CH3)2 |
5.44 |
-11.76 |
-4.41 |
7.35 |
HOMO
LUMO
HOMO
LUMO
Figure 3: HOMO – LUMO Energy diagrams for optimized geometries of aminopyridino-1-4-η- 2-methoxycyclohexa-1,3-diene irontricarbonyl complexes.
3.30 Thermodynamic properties and stabilities:
For complexes to be thermodynamically stable, it is expected that ΔG and ΔH are negative. The more negative these values are and the more positive ΔS, the more stable would be the amino pyridino complexes. However all calculated free energy and enthalpy changes are negative while all calculated entropy values are positive thus confirming that the formation of these complexes is spontaneous. Our calculations reveal that all the complexes are thermodynamically stable as shown in Table 3.
3.4 Vibrational Frequencies:
According to group representation theory in Chemistry, there are 105 A type vibrational modes for these new aminopyridino organometallics. The vibrational modes change with the replacement of hydrogen by the methyl group on the N-substituted pyridine moiety, These vibrational modes increase to 114, when one of the hydrogens on the amino group is replaced by a methyl group, The vibrational modes further rose to 123 on replacing the two hydrogens on the amino group with methyl groups. Among these normal modes, the strongest infra-red absorption peaks and their intensities are shown in Table 4, They have very sharp IR peaks between 2098cm-1 and 2246cm-1 corresponding to the stretching vibrations of C≡O bond while the simulated IR spectra of these complexes are collected in Figure 4.
Table 3: Thermodynamic parameters for simulated aminopyridino-1-4-η-2-methoxy cyclohexa-1,3-diene irontricarbonyl complexes at 298.15K.
|
X-aminopyridino |
Heat of formation/ kJmol-1 |
Free energy /kJmol-1 |
Entropy / Jmol-1K-1 |
Enthalpy / kJmol-1 |
|
2-NH2 |
-1002.52 |
-404.70 |
615.70 |
-221.12 |
|
3-NH2 |
-1000.83 |
-397.57 |
625.70 |
-211.02 |
|
4-NH2 |
-1015.10 |
-412.63 |
626.00 |
-225.97 |
|
4-NH(CH3) |
-1019.40 |
-353.14 |
660.08 |
-156.33 |
|
4-N(CH3)2 |
-1020.02 |
-288.13 |
697.32 |
-80.22 |
Table 4: Vibrational frequencies showing absorption bands and intensities for simulated Aminopyridino-1-4-η-2-methoxycyclohexa -1,3-diene irontricarbonyl complexes.
|
Structure |
Vibrating bond |
Infra-red band/ cm-1 |
Intensity |
|
2-NH2
|
C5 – N |
1474 |
2583 |
|
C7 – N |
1585 |
1914 |
|
|
C9 – C10 |
1690 |
17707 |
|
|
C8 – C9 |
1785 |
1355 |
|
|
N2-H& C≡O |
2111 |
5676 |
|
|
N2-H& C≡O |
2159 |
5890 |
|
|
C≡O |
2190 |
1844 |
|
|
3-NH2 |
N1-C7&C8 – C9 |
1333 |
2842 |
|
C9 – C10 |
1738 |
1883 |
|
|
C≡O |
2106 |
1656 |
|
|
C≡O |
2177 |
1085 |
|
|
C≡O |
2247 |
1094 |
|
|
4-NH2 |
N1 – C7& C8 – C9 |
1351 |
2167 |
|
C7 – C8 |
1557 |
2264 |
|
|
C10 – C11 |
1735 |
1884 |
|
|
C≡O |
2099 |
1638 |
|
|
C≡O |
2178 |
1110 |
|
|
C≡O |
2246 |
1230 |
|
|
C7 – H |
2803 |
1048 |
|
|
4-NH(CH3) |
C10 –C11 |
1563 |
2629 |
|
C9 – N2 |
1626 |
1129 |
|
|
C9 – C10 |
1677 |
12093 |
|
|
C7 – C8 |
1734 |
1786 |
|
|
C≡O |
2098 |
1630 |
|
|
C≡O |
2178 |
1109 |
|
|
C≡O |
2245 |
1241 |
|
|
C7 – H |
2816 |
1100 |
|
|
4-N(CH3)2 |
N1 – C7 |
1355 |
1623 |
|
C7 – C8 |
1568 |
2200 |
|
|
C8 –C9 |
1663 |
12893 |
|
|
C10 – C11 |
1734 |
1861 |
|
|
C≡O |
2098 |
1665 |
|
|
C≡O |
2176 |
1121 |
|
|
C≡O |
2244 |
1245 |
|
|
C7 – H |
2813 |
1115 |
Aminopyridino-1-4-η-2-methoxycyclohexa-1,3-dieneirontricarbonyl
4-N-methyl and 4-N-dimethylaminopyridino-1-4-η-2-methoxycyclohexa-1,3-diene irontricarbonyl.
Figure 4: Infra-red spectra showing vibrational frequencies and intensities for aminopyridino-1-4-η-2-methoxycyclohexa-1,3-diene irontricarbonyl complexes.
4.0 CONCLUSION:
The C1 symmetry point group resulting from the nucleophilic addition of aminopyridines and their substituted derivatives to the 1-5-η-2-methoxycyclo hexadienyl irontricarbonyl complex to form new cationic aminopyridino-1-4-η-2-methoxycyclohexa-1,3-diene irontricarbonyl complexes were calculated using Semi-empirical PM3. The properties investigated include optimized geometries, dipole moments, electronic states, thermodynamic parameters and vibrational frequencies. All the complexes are thermodynamically stable. The effect of the substituent amino group on the pyridine is demonstrated by the calculated energy band gap of the order of 7.20-7.76eV (Table 2). It is however interesting, that the use of computation has given us the opportunity to take a critical look at these novel compounds at the molecular level to produce results which are otherwise inaccessible by conventional laboratory experiments. There are however no experimental or theoretical data regarding these organometallics.
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Received on 03.05.2013 Modified on 18.06.2013
Accepted on 19.07.2013 © AJRC All right reserved
Asian J. Research Chem. 6(11): November 2013; Page 1034-1039