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Nuclear-Electronic Orbital Multistate Density Functional Theory.

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This study introduces a new computational method, nuclear-electronic orbital multistate density functional theory (NEO-MSDFT), to accurately model hydrogen tunneling in chemical reactions. The method efficiently captures crucial electron-proton correlations for precise predictions.

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Area of Science:

  • Quantum Chemistry
  • Theoretical Chemistry
  • Computational Chemistry

Background:

  • Hydrogen tunneling is fundamental to many chemical and biological processes.
  • Accurately describing hydrogen tunneling requires accounting for electron-proton correlation, which is computationally challenging.
  • Existing multicomponent quantum chemistry methods struggle with both static and dynamic electron-proton correlation.

Purpose of the Study:

  • To present a novel computational strategy, the nuclear-electronic orbital multistate density functional theory (NEO-MSDFT) method.
  • To enable the inclusion of both static and dynamical electron-proton correlation in hydrogen tunneling calculations.
  • To achieve quantitatively accurate predictions of hydrogen tunneling splittings.

Main Methods:

  • Combines two localized nuclear-electronic wave functions (from NEO-DFT) using a nonorthogonal configurational interaction approach.
  • Generates bilobal, delocalized ground and excited vibronic states.
  • Incorporates a correction function for quantitative accuracy in tunneling splittings.

Main Results:

  • The NEO-MSDFT approach accurately predicts hydrogen tunneling splittings for model systems like malonaldehyde and acetoacetaldehyde with fixed geometries.
  • The method demonstrates computational efficiency.
  • It can be integrated with other theories, such as vibronic coupling theory, for dynamics studies.

Conclusions:

  • NEO-MSDFT offers a powerful and efficient strategy for describing hydrogen tunneling phenomena.
  • The method successfully captures essential electron-proton correlation effects.
  • This approach has broad applicability for studying tunneling dynamics and vibronic couplings in diverse systems.