Energetics of Pyrimidine Nucleoside Formation
A R T I C L E S
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bond solvolysis.
Stubbs and Marx presented a Car-Parrinello
The 6-31G(d) basis set is a good compromise between efficiency
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and accuracy and has been proven to reproduce molecular
parameters well. The further expansion of the basis set has less
molecular dynamics study on the mechanism of acid-catalyzed
glycosidic bond formation between methanol and R-D-glucopy-
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impact on the accuracy of the molecular geometries. We have
also used the 6-311+G(d,p) and 6-31++G(d,p) basis sets for some
of the studied species and obtained similar geometrical parameters
as predicted with the smaller basis set. In addition, the energy
ranoside in aqueous solution at 300 K. Due to the differences
in the reactants and reaction conditions, the reaction mechanism
for pyrimidine nucleoside formation is expected to be different.
Therefore, a comprehensive theoretical study is desirable. In
this work, we present a detailed computational study of
glycosidic bond formation during a pyrimidine nucleoside
formation reaction at the density functional theory (DFT) and
the MP2 level of theory. The goal of this study is (1) to
determine the mechanistic details of the glycosidic bond
formation in a pyrimidine nucleoside from a free base and a
nonactivated sugar in a plausible prebiotic reaction, (2) to
provide insights regarding optimal prebiotic reaction conditions
for nucleoside formation, (3) to investigate the role of metal
ions in the reaction mechanism, (4) to study the solvent effect
on the reaction mechanism, as well as (5) to explore different
pyrimidine base analogues that would be able to form the
glycosidic bond under reaction conditions that have been
demonstrated for purine and 2-pyrimidinone nucleoside synthesis.
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evaluations for the Mg -catalyzed reaction at the B3LYP/6-
311+G(d,p), B3LYP/6-31++G(d,p), and MP2/6-311++G(d,p)
levels do not alter the reaction mechanism. Therefore, we will report
the results obtained from the 6-31G(d) basis set unless otherwise
noted.
The reactions, to which the theoretical models are compared,
were conducted in dH O solutions. The solvent effects on the
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reaction mechanism were first studied by using the Onsager
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model. In this model, the liquid is represented by a dielectric
continuum, characterized by its dielectric constant, ε. The solute is
placed in a cavity created in the continuum. The distribution of
electronic density of the solute polarizes the continuum and
generates an electric field inside the cavity, which in turn affects
the geometry and electronic structure. In order to mimic the
experimental conditions, the dielectric constant of ε ) 78.39
(
corresponding to water) was used.
However, the specific interactions, such as hydrogen bonding,
are not included in the Onsager model. In the literature, different
approaches have been adopted in order to study the effect of bulk
water on the reaction mechanisms. Car-Parrinello ab initio
II. Computational and Experimental Methodologies
A. Computational Methodologies. The choice of theoretical
level for a given chemical problem depends on the required accuracy
and the size of a molecule. DFT-B3LYP method has been
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molecular dynamics
would be an excellent tool to study the
role of water molecules, especially when water molecules are
directly involved in the proton-transfer process. The combined
hybrid SCRF solvation models with explicit water molecules have
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demonstrated to predict excellent molecular geometries. Therefore,
the possible reaction mechanisms for the glycosidic bond formation
between ribose and the free nucleoside bases (2-pyrimidinone, an
analogue of uracil and cytosine) were studied using the B3LYP
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also been shown to be successful. In this work, we investigated
the role of specific water molecules using the Onsager solvation
model with explicit water molecules in the second coordination
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nonlocal density functional approximation. In order to address
what causes the kinetic barrier to glycosidic bond formation for
pyrimidines, the reaction between ribose and uracil was also studied
for comparison. The geometry of reactants, products, transition
states, and intermediates were optimized by means of the Berny
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sphere or shell of the complexes. All explicit molecule conforma-
tions were optimized. All calculations were carried out using the
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Gaussian 03 program.
B. Materials and Experimental Methods. Zebularine and
2-pyrimidinone were obtained from Sigma-Aldrich. Magnesium
chloride was dried in vacuo prior to use. For solution-state studies
of zebularine glycosidic bond cleavage, 200 µL portions of solutions
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approach, a modified Schlegel method. Vibrational frequency
calculations were performed to confirm whether the obtained
geometry represents a transition or minimum energy structure.
2
containing 48 mM zebularine with and without 3.6 M MgCl were
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