By John A. Hertz, Anders S. Krogh, Richard G. Palmer
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Additional resources for Introduction To The Theory Of Neural Computation, Volume I (Santa Fe Institute Series)
From the X-ray structure , the geometry optimization led to two diﬀerent conformers of Gln83 residue in the ‘‘active site only’’ model (either the oxo or the aNH2 group of Gln83 facing Trp157), while Trp157 deviated signiﬁcantly from its position in the X-ray structure. 3. In general, selenenic acid [EaSeOH] formation could occur either via a concerted or stepwise mechanism. 2 kcal molÀ1 higher than that for the stepwise mechanism . In this ONIOM (QM:MM) study, the aforementioned theoretical conclusions from the previous study are fully utilized to investigate the reaction mechanism of H2O2 reduction catalyzed by GPx; here we only investigate the mechanisms identiﬁed as plausible in the ‘‘active site only’’ study.
They deﬁne the equatorial ligand ﬁeld of an octahedral ion, leaving open two axial coordination sites. They all consist of four ﬁve-membered rings with four carbons and a nitrogen atom, similar to pyrrole and are, therefore, usually referred to as tetrapyrroles. The nitrogen atoms coordinate to the central ion in Computational Modeling for Homogeneous and Enzymatic Catalysis. A Knowledge-Base for Designing Eﬃcient Catalysts. K. Morokuma and D. G. ) Copyright 6 2008 WILEY-VCH Verlag GmbH & Co. KGaA, Weinheim ISBN: 978-3-527-31843-8 28 2 A Comparison of Tetrapyrrole Cofactors in Nature and their Tuning by Axial Ligands all cases.
Therefore, to avoid these side reactions, in this study, the ‘‘nitration’’ pathway is investigated only for HNOOH substrate. 13 Optimized structures (distances in A˚) and energies relative to the reactants [with and without (in parenthesis) solvent eﬀects, in kcal molÀ1 ] of intermediates and transition states in Reaction (1) for the isomerization and direct mechanisms in the ‘‘nitration’’ pathway using peroxynitrous acid (ONOOH) as a substrate. 4 Results and Discussion mechanisms: (1) isomerization and (2) direct.
Introduction To The Theory Of Neural Computation, Volume I (Santa Fe Institute Series) by John A. Hertz, Anders S. Krogh, Richard G. Palmer