Abstract

The iron−olefin bond energies for the monoolefin iron tetracarbonyl complexes Fe(CO)4(C2X4) (X = H, F, Cl, Br, I, CN) have been determined using density functional theory (DFT), with the BP86 functional. An energy decomposition analysis of the bonding interactions demonstrate that, as predicted by current models of metal−olefin bonding, the attractive electronic interactions of the haloolefins and percyanoethylene with iron are stronger than those of ethylene. However, in addition to these electronic interactions the net bond energy depends on the energy needed to deform the Fe(CO)4 and olefin moieties from their equilibrium geometries to the geometrical conformation they adopt in the complex. This energy is termed the deformation energy. As a result of the deformation energy, the bond energies for the substituted olefins are similar to or smaller than that of the Fe−C2H4 bond. More than half of the total deformation energy involves deforming the olefin, principally as a result of a change in hybridizatio...

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