1 research outputs found
Relative Energies and Geometries of the <i>cis</i>- and <i>trans</i>-HO<sub>3</sub> Radicals from the Parametric 2‑Electron Density Matrix Method
The parametric 2-electron reduced
density matrix (2-RDM) method employing the M functional [Mazziotti, D. A. Phys.
Rev. Lett. 2008, 101, 253002], also known as the 2-RDMÂ(M) method, improves
on the accuracy of coupled electron-pair theories including coupled
cluster with single–double excitations at the computational
cost of configuration interaction with single–double excitations.
The <i>cis</i>- and <i>trans</i>-HO<sub>3</sub> isomers along with their isomerization transition state were examined
using the recent extension of 2-RDMÂ(M) to nonsinglet open-shell states
[Schwerdtfeger, C. A.; Mazziotti, D. A. J. Chem. Phys. 2012, 137, 034107] and several coupled cluster methods. We report the calculated energies,
geometries, natural-orbital occupation numbers, and reaction barriers
for the HO<sub>3</sub> isomers. We find that the 2-RDMÂ(M) method predicts
that the trans isomer of HO<sub>3</sub> is lower in energy than the
cis isomer by 1.71 kcal/mol in the correlation-consistent polarized
valence quadruple-ζ (cc-pVQZ) basis set and 1.84 kcal/mol in
the augmented correlation-consistent polarized valence quadruple-ζ
(aug-cc-pVQZ) basis set. Results include the harmonic zero-point vibrational
energies calculated in the correlation-consistent polarized valence
double-ζ basis set. On the basis of the results of a geometry
optimization in the augmented correlation consistent polarized valence
triple-ζ basis set, the parametric 2-RDMÂ(M) method predicts
a central oxygen–oxygen bond of 1.6187 Å. We compare these
energies and geometries to those predicted by three single-reference
coupled cluster methods and experimental results and find that the
inclusion of multireference correlation is important to describe properly
the relative energies of the <i>cis</i>- and <i>trans</i>-HO<sub>3</sub> isomers and improve agreement with experimental geometries