A QM/MM Study of the Bergman Reaction of Dynemicin A in the Minor Groove of DNA
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https://figshare.com/articles/dataset/A_QM_MM_Study_of_the_Bergman_Reaction_of_Dynemicin_A_in_the_Minor_Groove_of_DNA/2995696
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资源简介:
The Bergman cyclization of the natural enediyne dynemicin A in its triggered form (2) bound to the minor
groove of DNA is compared with the corresponding reaction of its open isomer (4) utilizing QM/MM
methodology. The two isomers are typical representatives of 10-membered cyclic (2) and acyclic (4) enediynes,
which possess significantly different barriers for the Bergman reaction in the gas phase (2, 20.4 kcal/mol; 4,
31.3 kcal/mol). In the case of the cyclic enediyne (2) the explicit consideration of environmental factors such
as the receptor DNA, the solvent water, and charge neutralization by counterions has only minor effects on
the energy profile of the cyclization reaction and the corresponding optimized structures when compared
with the gas phase. The energetics of the reaction is predominantly determined by QM (electronic) effects.
This makes it possible to replace the explicit description of the environment by an implicit one, thus avoiding
costly QM/MM calculations and using instead a decoupled QM+MM approach. A conformationally driven
hinge mechanism is identified for 2 that makes it possible for the ligand to adjust to the dimensions of the
minor groove without significant energy loss. In the case of the acyclic enediyne 4 a QM/MM treatment is
necessary to describe the Bergman cyclization in the minor groove. QM/MM corrects the cyclization barrier
from 31.3 to 23.7 kcal/mol, which makes the reaction feasible under physiological conditions. The reduction
of the barrier is a result of transition-state stabilization, which is caused by an increased dipole moment and
hence stronger electrostatic interactions with the environment. In both cases the anionic charge of dynemicin
A is largely shielded by water solvation and ion pair formation so that it does not significantly affect the
energetics of the Bergman cyclization.
创建时间:
2016-02-29



