Full- and reduced-dimensionality instanton calculations of the tunnelling splitting in the formic acid dimer
arXiv:1611.04816 · doi:10.1039/C6CP07808G
Abstract
The ring-polymer instanton approach is applied to compute the ground-state tunnelling splitting of four isotopomers of the formic acid dimer using the accurate PES of Qu and Bowman [Phys. Chem. Chem. Phys., 2016, 18, 24835]. As well as performing the calculations in full dimensionality, we apply a reduced-dimensionality approach to study how the results converge as successively more degrees of freedom are included. The instanton approximation compares well to exact quantum results where they are available but shows that nearly all the modes are required to quantitatively obtain the tunnelling splitting. The full-dimensional instanton calculation reproduces the experimental results, with an error of only about 20 percent.
5 pages, 2 figures
Cited by in corpus (11)
- Perturbatively corrected ring-polymer instanton theory for accurate tunneling splittings
- Effects of tunnelling and asymmetry for system-bath models of electron transfer
- Double Proton Transfer in Hydrated Formic Acid Dimer: Interplay of Spatial Symmetry and Solvent-Generated Force on Reactivity
- Vibrational analysis of methyl cation - rare gas atom complexes: CH-Rg (Rg=He, Ne, Ar, Kr)
- Instanton theory of tunnelling in molecules with asymmetric isotopic substitutions
- Transfer-Learned Potential Energy Surfaces: Towards Microsecond-Scale Molecular Dynamics Simulations in the Gas Phase at CCSD(T) Quality
- Nonadiabatic quantum transition-state theory in the golden-rule limit. I. Theory and application to model systems
- Multidimensional Hydrogen Tunneling in Supported Molecular Switches: The Role of Surface Interactions
- Divide-and-Conquer Method for Instanton Rate Theory
- Exact tunneling splittings from symmetrized path integrals
- Transfer Learned Potential Energy Surfaces: Accurate Anharmonic Vibrational Dynamics and Dissociation Energies for the Formic Acid Monomer and Dimer