Bond energies and bonding interactions in Fe(CO)(5-n)(N-2)(n) (n=0-5) and Cr(CO)(6-n)(N-2)(n) (n=0-6) complexes: Density functional theory calculations and comparisons to experimental data
Dl. Cedeno et al., Bond energies and bonding interactions in Fe(CO)(5-n)(N-2)(n) (n=0-5) and Cr(CO)(6-n)(N-2)(n) (n=0-6) complexes: Density functional theory calculations and comparisons to experimental data, J PHYS CH A, 105(15), 2001, pp. 3773-3787
Metal-N-2 bond energies have been calculated for the Fe(CO)(5-n)(N-2)(n) (n
= 1-5) and CT(CO)(6-n)(N-2)(n) (n = 1-6) complexes using density-functiona
l theory (DFT). Bond enthalpies calculated using the gradient corrected BP8
6 functional are in good agreement with the available experimental data. An
energy decomposition procedure and a population analysis were performed fo
r all of the complexes to quantitatively characterize the interactions of N
-2 and CO with the relevant coordinatively unsaturated metal species. In al
l cases, the metal-N-2 bond is weaker than the metal-CO bond because CO is
both a better donor and a better acceptor of electron density. Calculated b
ond energies for Cr-N-2 bonds for the lowest energy isomers of the chromium
complexes are 24, 23, 22, 21, 20, and 25 kcal/mol for n 1-6, respectively.
The trend of decreasing bond energy with added N-2 ligands is a result of
weaker orbital interactions. The exception is Cr(N-2)(6), which is predicte
d to be more stable than the CO containing complexes. This increase in stab
ility is ascribed to the absence of a CO trans effect. In contrast, the Fe-
N-2 bond energies for the lowest energy isomers in the series are 24, 17, 1
4, 10, and 5 kcal/mol for rr 1-5, respectively. Although iron has a larger
orbital interaction with dinitrogen ligands than chromium, the 16-electron
iron complexes have to deform substantially when going from their ground tr
ipler states to their final pentacoordinated singlet geometries. An energy
cost that increases as the number of N-2 ligands increases is associated wi
th this deformation. For chromium complexes, this deformation term does not
significantly decrease the bond energy, but the magnitude of this term bec
omes the dominant factor in the differences in bond energies in the dinitro
genated iron complexes.