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Enhancing the applicability of multicomponent time-dependent density functional theory
Tanner Culpitt1, Yang Yang1, Fabijan Pavošević1
1Department of Chemistry, Yale University, 225 Prospect Street, New Haven, Connecticut 06520 USA.
The nuclear-electronic orbital-time-dependent density functional theory (NEO-TDDFT) method accurately calculates electronic and vibrational excitations. This approach, treating protons quantum mechanically, yields precise vibrational energies and introduces nuclear transition densities for mode characterization.
Area of Science:
- Quantum Chemistry
- Computational Spectroscopy
- Theoretical Chemistry
Background:
- Time-dependent density functional theory (TDDFT) traditionally treats nuclei classically.
- The nuclear-electronic orbital (NEO) framework allows quantum mechanical treatment of both electrons and nuclei.
- Simultaneous calculation of electronic and vibrational excitations is computationally demanding.
Purpose of the Study:
- To investigate the accuracy of proton vibrational excitation energies calculated using the NEO-TDDFT approach.
- To examine the influence of nuclear and electronic basis sets on these calculations.
- To implement and utilize nuclear transition densities for characterizing vibrational modes.
Main Methods:
- Utilizing the multicomponent extension of TDDFT within the NEO framework.
- Performing quantum mechanical treatment of all electrons and select nuclei (protons).
- Systematically varying protonic and electronic basis sets, including f functions for quantum hydrogen.
Main Results:
- Protonic basis sets with f functions and extensive electronic basis sets yield accurate proton vibrational excitation energies (within ~30 cm-1 of reference values).
- The NEO-TDDFT method demonstrates effectiveness for both open-shell and closed-shell systems.
- A method for computing and visualizing nuclear transition densities for proton vibrations was successfully implemented.
Conclusions:
- NEO-TDDFT provides accurate vibrational excitation energies by treating protons quantum mechanically.
- The choice of basis sets, particularly for protons, is crucial for achieving high accuracy.
- The developed nuclear transition densities enhance the characterization of vibrational modes and their spatial orientations, aiding in anharmonic effect incorporation.
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