Quantum mechanical description of the interactions between DNA and water
May 01, 2006 Filed In:Theory
Abstract: In recent years, a lot of
attention has been focused on the electronic
properties of DNA. With recent advances in linear
scaling quantum mechanics there are now new tools
available to enhance our understanding of the
electronic properties of DNA among other
biomolecules. Using both explicit solvent models and
implicit (continuum) solvent models, the electronic
characteristics of a dodecamer duplex DNA have been
fully studied using both divide and conquer
(D&C), semi-empirical quantum mechanics and
non-D&C semi-empirical quantum mechanics.
According to the AM1 Hamiltonian, 3.5 electrons (0.3
electron/base pair) are transferred from the duplex
to the solvent. According to the density of state
(DOS) analysis, in vacuo DNA has a band gap of
1 eV showing that in the absence of solvent, the
DNA may exhibit similar properties to those of a
semiconductor. Upon increasing solvation
(2.5–5.5 Å), the band gap ranges from
3 eV to 6 eV. For the implicit solvent
model, the band gap continues this widening trend to
7 eV. Therefore, upon solvation and in the
absence of dopants, the DNA should begin to loose its
conductive properties. Finally, when one considers
the energy and localization of the frontier orbitals
(HOMO and LUMO), solvent has a stabilizing effect on
the DNA system. The energy of the HOMO drops from
15 eV in vacuo to 2 eV for 5.5 Å of
water to −8 eV for the implicit solvent
model. Similarly, the LUMO drops from 16 eV for
in vacuo to 9 eV for 5.5 Å of water to
−1 eV for the implicit model. Beyond the
importance of the computed results on the materials
properties of DNA, the present work also shows that
the behavior of intercalators will be affected by the
electronic properties of DNA. This could have an
impact on our understanding of how DNA based drugs
interact with DNA and on the design of new DNA based
small molecule drugs.
Authors: Lance M. Westerhoff and Kenneth M. Merz, Jr.
Reference: J. Mol. Graph. Mod. 2006, 24(6), 440-455. (see link for full paper).
Authors: Lance M. Westerhoff and Kenneth M. Merz, Jr.
Reference: J. Mol. Graph. Mod. 2006, 24(6), 440-455. (see link for full paper).