Alkane dehydrogenation catalyzed by the Ir(III) complexes (PCP')IT(H)(2) (1
) [PCP' = eta(3)-C6H3(CN2-PH2)(2)-1,3] and CpIr(PH3)(H)(+) (10) [Cp = eta(5
)-C5H5] is investigated with density functional theory (DFT). For both syst
ems the theoretical results show that catalytic alkane dehydrogenation to a
lkene proceeds through (i) alkane oxidative addition, (ii) dihydride reduct
ive elimination, (iii) beta-H transfer from alkyl ligand to metal, and fina
lly (iv) elimination of the olefin. Barriers for steps (i), (ii), and(iv) a
re critical for the catalytic cycle. The (PCP')Ir(H)(2) system is special b
ecause these three barriers are balanced (16, 15, and 22 kcal/mol, respecti
vely), whereas in the CpIr(PH3)(H)(+) system these three barriers are unbal
anced (9, 24, and 41 kcal/mol,respectively). Thus, in the catalytic cycle f
or alkane dehydrogenation by (PCP')Ir(H)(2) the reaction endothermicity is
achieved gradually. The higher stability of the formally Ir(V) complexes an
d the eta(2)-alkene complex, which has some Ir(V)-like character, in the Cp
Ir(PH3)(H)(+) system is responsible for the larger barriers in these critic
al steps. In the key role played by the ligand systems, PCP'(H) vs Cp(PH3),
the former increases the energy-of the metal-ligand fragment's triplet sta
te relative to that of the singlet and thus destabilizes all the Ir(V)-like
species.