Ze Feng,
Yujia Xie,
Fang Hao*,
Pingle Liu* and
He'an Luo
College of Chemical Engineering, Xiangtan University, Xiangtan 411105, China. E-mail: liupingle@xtu.edu.cn; haofang.happy@163.com; Fax: +86 73158298172; Tel: +86 73158298005
First published on 20th November 2015
A series of meso-substituted metal tetraphenylporphyrins were synthesized and characterized by UV-vis, FT-IR and elemental analysis. The experimental results show that cobalt tetra(4-nitrophonyl)porphyrin (Co–TNPP) gives better catalytic performance in cyclohexane oxidation. The KA oil (cyclohexanol and cyclohexanone) selectivity is 79.54% at the cyclohexane conversion of 10.43%, and the turnover number reaches to 0.93 × 104. Cyclohexane oxidation catalyzed by meso-substituted metalloporphyrins was studied by molecular simulation and experiment. The results of molecular simulation performed by Materials Studio show that the substituted electron-withdrawing groups in the same central metal porphyrins reduce the HOMO and LUMO energies. The metalloporphyrins with lower energy gap have stronger ability to activate the oxygen, the metalloporphyrin intermediates with lower energy gap have stronger ability to activate the cyclohexane.
Early in 1979, metalloporphyrins was used in catalytic oxidation by Groves, like cytochrome P-450, metalloporphyrins have been proven to be efficient oxidation catalysts and attracted many researchers' attention.11–14 It shows good activities and high selectivity in catalytic oxidation of hydrocarbons. The catalytic activity of metalloporphyrin is related to the number of substituents, the electron withdrawing ability of the substituents and the species of central metal ion.15–18 With the development of quantum chemistry, the frontier molecular orbital theory (FMO) proposed by Fukui became the most popular qualitative theory for description of chemical bonding rule.19,20 It holds that the capacity of molecular which gain or lose electrons is determined by the energy of HOMO and LUMO. The theory of FMO has been used in cyclohexane oxidation catalyzed by metalloporphyrins and it shows that the ΔEL–H and EHOMO have effects on the activity of the catalyst.21,22
In this paper, several substituted cobalt, manganese and nickel metalloporphyrins complexes (Co–D(p-Cl)D(p-OCH3)PP, Co–D(p-Br)D(p-Cl)PP, Co–TNPP, Mn–TNPP, Ni–TNPP) were synthesized and their catalytic performance in cyclohexane oxidation was studied. And the energy of molecular orbital of the catalysts and the formed intermediates were studied by using Dmol 3 program density functional computer software implemented in the Materials Studio.
:
methanol = 10
:
1.5).
| Porphyrin | C% | H% | N% | |||
|---|---|---|---|---|---|---|
| Theory | Exp. | Theory | Exp. | Theory | Exp. | |
| TNPP | 66.50 | 66.32 | 3.27 | 3.18 | 14.10 | 14.01 |
| Mn–TNPP | 62.32 | 62.03 | 2.83 | 2.76 | 13.22 | 13.11 |
| Co–TNPP | 62.05 | 61.92 | 2.82 | 2.82 | 13.16 | 12.93 |
UV-vis spectra of the TNPP, Mn–TNPP and Co–TNPP are shown in Fig. 1. There are one Soret band and four Q bands in spectra (a), which are characteristic absorption peaks of porphyrins. Compared with the TNPP, the spectra of Mn–TNPP is blue-shifted, the reason is that the Mn(III) ion inserts into the free base porphyrin and forms the manganese metalloporphyrin,28 and the numbers of Q bands decrease from four to two peaks resulted from alteration in the micro-symmetry of the porphyrin macrocycle from D2h to D4h.29 For the UV spectra of Co–TNPP, the Soret band of Co–TNPP is red-shifted to 418 nm, and the Q band at 520 nm, 556 nm, 595 nm and 650 nm disappear and the new Q band forms at 538 nm. Such phenomenon may occur when the porphyrin is changed to metal porphyrin.30
The FT-IR spectra of TNPP, Mn–TNPP and Co–TNPP are shown in Fig. 2. There are two peaks of 962 cm−1 and 3320 cm−1 in TNPP, which is the bending and stretching vibrations of N–H in the pyrrole ring.31 However, these two peaks disappear in the corresponding metal porphyrins, it means that the bonds of N–H in the pyrrole have been replaced by the Co–N and Mn–N, this indicates that the metal ions successfully embedded into the porphyrin ring. The peaks of 1348 cm−1 and 1520 cm−1 in the spectra are assigned to the symmetric and asymmetric stretching vibration of the –NO2 group, and the peak at 825 cm−1 shows that the nitro group is in the para position of the benzene ring.32,33 The vibration peaks of phenyl in the porphyrin appear at 1593 cm−1 and 3110 cm−1. When metal ions anchored into the porphyrin ring and formed a new bond, the new M–N bond would affect the vibration frequency of Cα–Cβ, Cα–Cm and Cβ–H which is close to the M–H bond, and then some metal sensitive zones form.34 Compared with the FT-IR spectra of porphyrin, the metal sensitive zone of the metalloporphyrin appeared at 475 cm−1, 1010 cm−1, 1075 cm−1, 1475 cm−1 and 2356 cm−1, it indicates that we the corresponding metalloporphyrins were successfully synthesized.
| Entry | Catalyst | Conversion (%) | K–A selectivity (%) | K/A (mol ratio) | TONc (×104) |
|---|---|---|---|---|---|
| a Reaction conditions: cyclohexane 0.188 mol, catalysts 1.8 mg, 155 °C for 1 h, oxygen pressure 1.0 MPa.b Reaction conditions: cyclohexane 0.188 mol, catalysts 1.8 mg, 150 °C for 2 h, oxygen pressure 1.0 MPa.c The turnover number (TON) is the value calculated by mole product (ketone + alcohol + acid + ester)/mol metalloporphyrin. | |||||
| 1a | Co–D(p-Cl)D(p-OCH3)PP | 7.20 | 78.05 | 0.64 | 0.59 |
| 2b | Co–D(p-Br)D(p-Cl)PP | 9.23 | 74.54 | 0.61 | 0.85 |
| 3a | Co–TNPP | 9.54 | 77.94 | 0.58 | 0.85 |
| 4b | Co–TNPP | 11.54 | 74.25 | 0.83 | 1.03 |
| 5b | Mn–TNPP | 9.76 | 74.70 | 0.56 | 0.86 |
| 6b | Ni–TNPP | 9.23 | 72.67 | 0.63 | 0.81 |
O).42,43 The molecular simulation calculation was carried out in order to obtain the information of the ability of different metalloporphyrins to form the above mentioned intermediates. The structure of metalloporphyrins were optimized by the Dmol3 module of Material Studio 6.1, and then the optimized structures were used to calculate HOMO and LUMO energies of metalloporphyrin complexes and the density mixing (charge 0.2, spin 0.5) by the BLYP general-gradient approximation (GGA) in conjunction with the double-numerical basis set. The calculation results are shown in Table 3. As to the metalloporphyrins with the same central metal ion, the HOMO and LUMO energies decrease with the increment of the electron-withdrawing substituents (entries 1–3 in Table 3), and the electron-withdrawing substituent could reduce negative charges, for the stronger of the electron-withdrawing substituents, it is easier to reduce the charge density on the porphyrin ring, and improve the ability of the central metal ion binding of oxygen. As to the metalloporphyrins with the same substituents, the species of central metal ion have great influence on the energy of HOMO and have a little effect on the energy of LUMO. It can be found that the energy gap of manganese metalloporphyrins is approximately 0.5 eV, which is much lower than that of cobalt and nickel metalloporphyrins (entries 3–5). It also can be seen that the energy of HOMO(Mn–TNPP) is almost the same as the energy of LUMO(O2), and the energy of LUMO(Mn–TNPP) is most closely to the energy of HOMO(O2), this means that it is easier for the electrons to flow between the Mn–TNPP and oxygen atoms than that of Co–TNPP and Ni–TNPP.44,45 Hence, the Mn–TNPP have better property of activating oxygen. Meanwhile, compared with the LUMO orbit of Co–TNPP and Ni–TNPP, the LUMO orbit of Mn–TNPP contains the highest proportion of the a2u orbit, which is beneficial to coordinate with oxygen molecule in the mode of side-on.46 The formation of porphyrin intermediates may be that the central metal MIII of the (por)MIII captures an electronic and forms the (por)MII, and the divalent metal reacts with oxygen molecule to form the (por)MIII–OO−, then the intermediate of (por)MIII–OO− interacts with the (por)MII and generates an peroxide of (por)MIII–O–O–(por)MIII, the intermediates of (por)MIV
O may be formed after breakage of the peroxide bond.47
| Entry | Complex | HOMO (Ha) | LUMO (Ha) | Energy gap (eV) | ΔE(L(P)–H(O2)) (eV) | ΔE(L(O2)–H(P)) (eV) |
|---|---|---|---|---|---|---|
| 1 | Co–D(p-Cl)D(p-OCH3)PP | −0.17433 | −0.11176 | 1.70253 | 3.81348 | 0.15863 |
| 2 | Co–D(p-Br)PD(p-Cl)P | −0.18432 | −0.12037 | 1.74008 | 3.57920 | 0.43046 |
| 3 | Co–TNPP | −0.20615 | −0.14124 | 1.76634 | 3.01140 | 1.02464 |
| 4 | Mn–TNPP | −0.16806 | −0.14893 | 0.52061 | 2.80231 | −0.01200 |
| 5 | Ni–TNPP | −0.19862 | −0.13796 | 1.65078 | 3.10073 | 0.81974 |
| 6 | O2 | −0.25191 | −0.16850 | 2.26959 |
The HOMO and LUMO orbits energies of metalloporphyrins
O and cyclohexane were calculated in order to obtain the information of the cyclohexane activation ability of the intermediates of metalloporphyrins
O. As to the cobalt porphyrins intermediates with different substituents, the energies of HOMO orbit decrease with the increment of the electron-withdrawing substituents (entries 1–3 in Table 4). And the substituent of –Br improves the LUMO energy of Co–D(p-Br)PD(p-Cl)P
O. As to the metalloporphyrins
O with different central metal ions, the energy gap of Co–TNPP
O is much lower than Mn–TNPP
O and Ni–TNPP
O, this means that it is more easier for the Co–TNPP
O to activate the inert cyclohexane, it can also be seen that the HOMO energy of cyclohexane is most closely to the LUMO energy of Co–TNPP
O, and the LUMO energy of cyclohexane is most closely to the HOMO energy of Co–TNPP, this means that it is more easier for the electrons of cyclohexane to flow to Co–TNPP
O and produce cyclohexyl radical. The results of experiment indicate that Co–TNPP presents the best catalytic performance among these metalloporphyrins catalysts under the same reaction condition with dioxygen, and the catalytic activity is mainly concerned with the ability of the metalloporphyrins
O intermediates to activate the inert cyclohexane. The activation of cyclohexane may be that the intermediate of (por)MIV
O interacts with cyclohexane and capture a hydrogen atom from cyclohexane to form the cyclohexyl radical and (por)MIII–OH. On one hand, the cyclohexyl radical could react with oxygen molecule to form cyclohexyl peroxy radicals, cyclohexanol and cyclohexanone, on the other hand, the cyclohexyl radical could react with (por)MIII–OH and the –OH transfer from the central metal ion to cyclohexyl radical to form cyclohexanol, and the central metal is reduced to (por)MII.48
O
| Entry | Complex | HOMO (Ha) | LUMO (Ha) | Energy gap (eV) | ΔE(L(P)–H(C)) (eV) | ΔE(L(C)–H(P)) (eV) |
|---|---|---|---|---|---|---|
| 1 | Co–D(p-Cl)PD(p-OCH3)P O |
−0.14467 | −0.14363 | 0.02841 | 2.90393 | 5.57884 |
| 2 | Co–D(p-Br)PD(p-Cl)P O |
−0.16557 | −0.11543 | 1.36409 | 3.67106 | 6.14739 |
| 3 | Co–TNPP O |
−0.17102 | −0.17013 | 0.02400 | 2.18270 | 6.29631 |
| 4 | Mn-TNPP O |
−0.20724 | −0.16080 | 1.26337 | 2.43659 | 7.28163 |
| 5 | Ni–TNPP O |
−0.19086 | −0.14330 | 1.29417 | 2.91298 | 6.83604 |
| 6 | Cyclohexane | −0.25035 | 0.06036 | 8.45436 |
As to the same central metal ions, the metalloporphyrins with stronger electron-withdrawing substituents are easier to adsorb more charges from the porphyrin ring, and thus increase the positive charge of the central metal ion and the activity of metalloporphyrins.46 For the metalloporphyrins with the same substituents, the atomic of nitro-substituted metal porphyrins are marked in the Fig. 3, and the Mulliken atomic charges of the M(II) and M(IV) oxo states are shown in Table 5, the manganese ions have the highest positive charge (entry 1–3), which indicates that the Mn–TNPP is more easy to activate the oxygen molecule. The charge of the central metal ions changes among the metalloporphyrin intermediates, the positive charge of cobalt ion increases greatly, while the positive charge of manganese ion and the nickel ion increase a little, hence, the positive ion of cobalt in metalloporphyrin intermediates are the highest, and the M(IV) oxo states of cobalt metalloporphyrin is more easy to activate cyclohexane. The charges of the other elements does not change greatly.
| Entry | Complex | M | N1 | N6 | C2 | C3 | C4 | C5 |
|---|---|---|---|---|---|---|---|---|
| 1 | Co–TNPP | 0.601 | −0.503 | 0.346 | −0.252 | 0.256 | −0.015 | 0.134 |
| 2 | Mn–TNPP | 0.754 | −0.555 | 0.344 | −0.259 | 0.264 | −0.039 | 0.111 |
| 3 | Ni–TNPP | 0.595 | −0.514 | 0.346 | −0.247 | 0.259 | −0.011 | 0.145 |
| 4 | Co–TNPP O |
0.761 | −0.477 | 0.347 | −0.250 | 0.263 | −0.006 | 0.135 |
| 5 | Mn–TNPP O |
0.757 | −0.548 | 0.344 | −0.256 | 0.266 | −0.036 | 0.111 |
| 6 | Ni–TNPP O |
0.605 | −0.507 | 0.345 | −0.250 | 0.256 | −0.009 | 0.145 |
| Entry | Cov. (%) | KA sel. (%) | K/A (mol ratio) | TONd (×104) |
|---|---|---|---|---|
| a Reaction conditions: cyclohexane (0.188 mol), catalyst (Co–TNPP: 1.8 mg), time (1.0 h). Oxygen pressure (1.0 MPa), temperature (entry 1–4: 140 °C, 150 °C, 155 °C, 160 °C).b Reaction conditions: cyclohexane (0.188 mol), catalyst (Co–TNPP: 1.8 mg), oxygen pressure 1.0 MPa, temperature (150 °C), time (entry 5–6, 2.0 h, 3.0 h).c Reaction conditions: cyclohexane (0.188 mol), catalyst (Co–TNPP: 1.8 mg), temperature (150 °C), time (1.0 h). Oxygen pressure (entry 7–8, 1.5 MPa, 2.0 MPa).d The turnover number (TON) = mol product (ketone + alcohol + acid + ester)/mol catalyst. | ||||
| 1a | 6.48 | 85.63 | 0.66 | 0.57 |
| 2a | 10.43 | 79.54 | 0.65 | 0.93 |
| 3a | 9.54 | 77.94 | 0.58 | 0.85 |
| 4a | 8.31 | 77.58 | 0.57 | 0.74 |
| 5b | 11.54 | 74.25 | 0.83 | 1.03 |
| 6b | 11.45 | 73.87 | 0.82 | 1.02 |
| 7c | 17.66 | 61.02 | 1.12 | 1.58 |
| 8c | 19.71 | 59.74 | 1.28 | 1.76 |
O intermediates with lower energy gap have stronger ability to activate the cyclohexane. The catalytic activity of the metalloporphyrins in cyclohexane oxidation with dioxygen is mainly concerned with the ability of the metalloporphyrins
O intermediates to activate the inert cyclohexane.
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