Many-body Theory Calculations of Positron Binding to Halogenated Hydrocarbons

Abstract

Positron binding energies in halogenated hydrocarbons are calculated \emph{ab initio} using many-body theory. For chlorinated molecules, including planars for which the interaction is highly anisotropic, very good to excellent agreement with experiment and recent DFT-based model-potential calculations is found. Predictions for fluorinated and brominated molecules are presented. The comparative effect of fluorination, chlorination and bromination is elucidated by identifying trends within molecular families including dihaloethylenes and halomethanes based on global molecular properties (dipole moment, polarizability, ionization energy). It is shown that relative to brominated and chlorinated molecules, fluorinated molecules generate a less attractive positron-molecule potential due to larger ionization energies and smaller density of molecular orbitals close to the HOMO, resulting in very weak, or in most cases loss of, positron binding. Overall, however, it is shown that the global molecular properties are not universal predictors of binding energies, exemplified by consideration of CH${}_3$Cl vs.~\emph{cis.}-C${}_2$H${}_2$F${}_2$: despite the latter having a larger dipole moment, lower ionization energy and similar polarizability its binding energy is significantly smaller (25 meV vs.~3 meV, respectively), owing to the important contribution of multiple molecular orbitals to, and the anisotropy of, the positron-molecule correlation potential.

5 pages, with additional 4 supplemental pages

References in corpus (6)

• Positron-molecule interactions: resonant attachment, annihilation, and bound states
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• Model-potential calculations of positron binding, scattering, and annihilation for atoms and small molecules, using a Gaussian basis
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Cited by in corpus (4)

• Many-body theory calculations of positronic-bonded molecular dianions
• Positron annihilation and binding in aromatic and other ring molecules
• Many-body theory predictions of positron binding energies in five-membered heterocycles involving N, O, S and NH substituents
• Coupled cluster theory for positron binding in anions and polyatomic molecules