Kinetic peaks and step in the KS potential for molecular dissociation
ORAL
Abstract
Sharp features, such as peaks and steps, are known to arise in the KS potential to describe molecular dissociation [1] and can be traced back to well-defined components of the total KS potential, the so-called (correlation) kinetic and response ones.
We consider a two-electron, 1D model of a dissociating heteronuclear molecule and construct these components individually, showing the appearance of a secondary kinetic peak located where the step structure of the response potential goes to zero, as theorised in reference [2]. Furthermore, we calculate the kinetic and response potentials for a dissociating homonuclear dimer subject to a linear electric field: the secondary peak is observed also in this case, supporting our intuition that a homonuclear molecule subject to a field is polarized and acts “as if” heteronuclear.
The presence of a peak of relatively sizeable intensity (10-2/ 10-3) in drastically low-density regions (below 10-50 in some cases) highlights the extreme sensitivity of the exact KS potential and the difficulty of designing density functional approximations to tackle dissociation processes.
[1] O. V. Gritsenko and E. J. Baerends, Phys. Rev. A 54, 1957 (1996).
[2] S. Giarrusso, S. Vuckovic, and P. Gori-Giorgi, J. Chem. Theory Comput. 14, 4151 (2018)
We consider a two-electron, 1D model of a dissociating heteronuclear molecule and construct these components individually, showing the appearance of a secondary kinetic peak located where the step structure of the response potential goes to zero, as theorised in reference [2]. Furthermore, we calculate the kinetic and response potentials for a dissociating homonuclear dimer subject to a linear electric field: the secondary peak is observed also in this case, supporting our intuition that a homonuclear molecule subject to a field is polarized and acts “as if” heteronuclear.
The presence of a peak of relatively sizeable intensity (10-2/ 10-3) in drastically low-density regions (below 10-50 in some cases) highlights the extreme sensitivity of the exact KS potential and the difficulty of designing density functional approximations to tackle dissociation processes.
[1] O. V. Gritsenko and E. J. Baerends, Phys. Rev. A 54, 1957 (1996).
[2] S. Giarrusso, S. Vuckovic, and P. Gori-Giorgi, J. Chem. Theory Comput. 14, 4151 (2018)
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Publication: S. Giarrusso, R. Neugarten, K. J. H. Giesbertz; in preparation
Presenters
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Sara Giarrusso
UC Merced
Authors
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Sara Giarrusso
UC Merced