Table 1.
Computed reduction potentials of nickel hangman porphyrins
Oxidized species | Sox | Reduced species | Sred | E0/V vs. Fc+/Fc* |
HOOC–NiP | 0 | [HOOC–NiP]– | 1/2 | −1.37 (–1.37)† |
[HOOC–NiP]– | 1/2 | [HOOC–NiP]2– | 1 | −1.85 |
[OOC–NiP]– | 0 | [OOC–NiP]2– | 1/2 | −1.40 (–1.43) |
[OOC–NiP]2– | 1/2 | [OOC–NiP]3– | 1 | −2.01 (–1.99) |
[OOC–Ni(H)P]– | 1/2 | [OOC–Ni(H)P]2– | 1 | −0.81 |
[OOC–Ni(H)P]2– | 1 | [OOC–Ni(H)P]3–‡ | 3/2 | −1.84 |
2-Ni | 0 | [2-Ni]– | 1/2 | −1.34 (–1.39) |
[2-Ni]– | 1/2 | [2-Ni]2– | 1 | −1.91 (–1.96) |
3-Ni | 0 | [3-Ni]– | 1/2 | −1.32 (–1.27) |
[3-Ni]– | 1/2 | [3-Ni]2– | 1 | −1.76 (–1.82) |
Calculations were performed with DFT using the B3P86 functional, 6–31+G(d), and 6–31+G(d,p) basis sets, and conductor-like polarizable continuum model (C-PCM) solvation. Geometries were optimized in solution.
Experimental midpoint potential (E1/2) values are given in parentheses.
These experimental and computational values are the same by construction because this is the reference reaction used in computation.
This reduced species refers to the formally Ni(I) hydride; the spin density on nickel remains ∼2 (SI Appendix), indicating that the reduction is ligand-based.