Effects of Intense Electric Fields on the Double Proton Transfer in the Watson-Crick Guanine-Cytosine Base Pair
Source of Publication
Journal of Physical Chemistry B
Copyright © 2018 American Chemical Society. The double proton transfer reaction in the guanine-cytosine (GC) base pair is studied, using density functional theory, to understand the chances of mutations under the effect of uniform electric fields in the order of 108 to 109 V m-1. On the basis of potential energy surfaces, reaction Gibbs energies, equilibrium constants, imaginary frequencies, forward and reverse barrier heights, tunneling-corrected rate constants, half-lives of the forward and reverse reactions, percent tautomerization, and Boltzmann distributions, it was found that fields ≥+3.60 × 109 V m-1 facilitate the mutation in the GC base pair and reduce the rectification of point mutations. Fields applied along the double proton transfer in the -x (defined in the C to G direction) direction favor the canonical over the rare tautomers. Tunneling-corrected rate constants of the forward reaction increase exponentially with stronger fields in the -x direction and follow a Gaussian curve for the reverse reaction.
American Chemical Society
Physical Sciences and Mathematics
Boltzmann equation; Density functional theory; Electric fields; Equilibrium constants; Positive ions; Potential energy; Proton transfer; Quantum chemistry; Surface reactions; Boltzmann distribution; Double proton transfer; Forward reactions; Guanine cytosines; Imaginary frequency; Reverse reactions; Tautomerizations; Uniform electric fields; Rate constants; cytosine; DNA; guanine; proton; base pairing; chemical model; chemistry; density functional theory; electricity; genetics; point mutation; thermodynamics; Base Pairing; Cytosine; Density Functional Theory; DNA; Electricity; Guanine; Models, Chemical; Point Mutation; Protons; Thermodynamics
Arabi, Alya A. and Matta, Chérif F., "Effects of Intense Electric Fields on the Double Proton Transfer in the Watson-Crick Guanine-Cytosine Base Pair" (2018). All Works. 1420.
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