We report a combined quantum mechanical/molecular mechanical
(QM/MM)
study on the mechanism of the enzymatic Baeyer–Villiger reaction
catalyzed by cyclohexanone monooxygenase (CHMO). In QM/MM geometry
optimizations and reaction path calculations, density functional theory
(B3LYP/TZVP) is used to describe the QM region consisting of the substrate
(cyclohexanone), the isoalloxazine ring of C4a-peroxyflavin, the side
chain of Arg-329, and the nicotinamide ring and the adjacent ribose
of NADP+, while the remainder of the enzyme is represented
by the CHARMM force field. QM/MM molecular dynamics simulations and
free energy calculations at the semiempirical OM3/CHARMM level employ
the same QM/MM partitioning. According to the QM/MM calculations,
the enzyme–reactant complex contains an anionic deprotonated
C4a-peroxyflavin that is stabilized by strong hydrogen bonds with
the Arg-329 residue and the NADP+ cofactor. The CHMO-catalyzed
reaction proceeds via a Criegee intermediate having pronounced anionic
character. The initial addition reaction has to overcome an energy
barrier of about 9 kcal/mol. The formed Criegee intermediate occupies
a shallow minimum on the QM/MM potential energy surface and can undergo
fragmentation to the lactone product by surmounting a second energy
barrier of about 7 kcal/mol. The transition state for the latter migration
step is the highest point on the QM/MM energy profile. Gas-phase reoptimizations
of the QM region lead to higher barriers and confirm the crucial role
of the Arg-329 residue and the NADP+ cofactor for the catalytic
efficiency of CHMO. QM/MM calculations for the CHMO-catalyzed oxidation
of 4-methylcyclohexanone reproduce and rationalize the experimentally
observed (S)-enantioselectivity for this substrate,
which is governed by the conformational preferences of the corresponding
Criegee intermediate and the subsequent transition state for the migration
step