Table 4.
State | Structure | Fe-O MBO | ν(Fe-O) |
O-O MBO | ν(O-O) or ν(O-Fe-Por) c |
||||
---|---|---|---|---|---|---|---|---|---|
Anal. Partial-H | Num. MBH | Exp b | Anal. Partial-H | Num. MBH | Exp | ||||
A | Fea33+,LS-O2−•⋯-CuB+,Y-OH | 0.480 | 518 | 520 | 57121−24 | 1.282 | 1142 | 1145 | 1159,d 1148e |
Peroxo | Fea33+,LS-O22−-CuB2+,Y-OH | 0.544 | 577 | 584 | 1.063 | 906 | 907 | 870f | |
Hydroperoxo | Fea33+,LS-−OOH-CuB2+,Y-O− | 0.586 | 666 | 672 | 0.911 | 664 | 673 | ||
PM | Fea34+,IS=O2−⋯HO−-CuB2+,Y-O• | 1.191 | 838 | 830 | 80443−45 | 357 | 367 | ||
PR | Fea34+,IS=O2−⋯HO−-CuB2+,Y-O− | 1.196 | 844 | 842 | 80440 | 378 | 372 | 356g | |
F | Fea34+,IS=O2−⋯H2O-CuB2+,Y-O− | 1.144 | 823 | 822 | 78536,44,55–58 | 374 | 381 | 356g | |
FH | Fea34+,IS=O2−⋯CuB2+,Y-O− | 1.118 | 775 | 774 | 375 | 396 | |||
OH | Fea33+,HS-OH−-CuB2+,Y-O− | 0.518 | 452/458 | 471/476 | 45056 |
Other calculated properties of these structures are given in Table 3. The vibrational frequencies were calculated with two methods: analytical frequency calculations with partial Hessian (Anal. Partial-H) and numerical frequency calculations with mobile block Hessian (Num. MBH).
Different groups21–24 reported a little different values of the Fea3-O stretch modes (cm−1) observed from resonance Raman (rR) experiments for a certain state. For simplicity, we only cite the commonly agreed values used in the review article of Ref. 5.
These are the O-O stretch modes for states A, Peroxo, and Hydroperoxo. For other states, these are the O-Fe-Porphyrin bending modes.
O-O stretching mode observed in a picket-fence oxyporphyrin.83
O-O stretching mode observed in a synthetic Fe3+-O22−-Cu2+ complex, which is structurally analogous to the Peroxo state of the DNC.86