1990
DOI: 10.1021/ja00175a040
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Theoretical studies on cytochrome P-450 mediated hydroxylation: a predictive model for hydrogen atom abstractions

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Cited by 139 publications
(167 citation statements)
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“…The employed energy cutoff for susceptible sites is in agreement with other approaches relying on AM1 functionals [40,61]. O-and N-dealkylations suitable for VOC generation are found to yield reaction intermediates of relative high stability [41].…”
Section: Som Predictionsupporting
confidence: 75%
“…The employed energy cutoff for susceptible sites is in agreement with other approaches relying on AM1 functionals [40,61]. O-and N-dealkylations suitable for VOC generation are found to yield reaction intermediates of relative high stability [41].…”
Section: Som Predictionsupporting
confidence: 75%
“…As indicated earlier, hydrogen abstraction is generally disfavored for primary C-H bonds due to their higher bond strengths relative to adjacent secondary or tertiary C-H bonds or sites where functionalization reduces the bond strength, e.g. benzyl groups or allylic carbons (15)(16)(17). As a consequence, P450 4B1 must restrict access of the adjacent secondary C-H bonds to reactive intermediate to display a preference for hydroxylation of the primary C-H bond in P450 4B1 (46) as well as in other -hydroxylases (18).…”
Section: Resultsmentioning
confidence: 95%
“…Oxygenation of aliphatic C-H bonds is thought to proceed by abstraction of a hydrogen by the iron oxo intermediate followed by recombination of the resulting substrate radical with the transiently iron-bound hydroxyl radical (14). As the strength of primary C-H bonds is greater than that of secondary C-H bonds, oxygen addition at the -1 or -2 positions of fatty acids is typically seen for less specialized enzymes (15)(16)(17). These considerations suggest that the -hydroxylases have structural features that favor the approach to the reactive iron oxo species of the -carbon relative to the -1 carbon (18).…”
mentioning
confidence: 99%
“…The PNR model can be used to calculate activation energies from ground-state energies with the established free-energy relationship shown in Eq. 1 (8): AHact = 2.60 + 0.22(AHreac) + 2.38(I.P. ), [1] where AHact is the activation energy, AHreac iS the heat of reaction, and I.P.…”
mentioning
confidence: 99%