Abstract

The rotational barrier of a trimethylenemethane ligand relative to an Fe(CO) 2L unit, where L  CO or a phosphine, is analyzed by molecular orbital calculations at the extended Hückel level. It is shown that the original Hoffmann-Albright model fits well for carbonyl complexes, but yields barriers for phosphine complexes that are too high. A rationale is presented to account for the different behavior of the bimetallic complexes Cp 2M′M″(CO) 2(TMM), where M′ M″ Ru, 2, (trimethylenemethane (TMM) non-fluxional), and for M′ W and M″  Ni, 3, where the TMM rotates. Finally, calculations reveal that the trimetallic complex [(TMM)CO 3(CO) 9] + should be a stable and non-fluxional system with an eclipsed conformation.

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