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State-interaction pair-density functional theory
Andrew M Sand1, Chad E Hoyer1, Donald G Truhlar1
1Department of Chemistry, Chemical Theory Center, and The Minnesota Supercomputing Institute, The University of Minnesota, Minneapolis, Minnesota 55455-0431, USA.
We introduce state-interaction pair-density functional theory (SI-PDFT), a new method for accurately describing molecular systems with strong electronic state interactions, crucial for photochemistry and nonadiabatic dynamics.
Area of Science:
- Computational chemistry
- Theoretical chemistry
- Quantum chemistry
Background:
- Accurately describing potential energy surfaces, especially with strong electronic state interactions, is a significant challenge for existing electronic structure methods.
- Understanding these interactions is vital for studying molecular processes like photochemistry and nonadiabatic dynamics.
Purpose of the Study:
- To develop a novel computational methodology capable of accurately describing ground- and excited-state potential energy surfaces in systems with strong electronic state interactions.
- To provide a robust tool for investigating complex molecular phenomena.
Main Methods:
- Introduction of state-interaction pair-density functional theory (SI-PDFT), an extension of multiconfiguration pair-density functional theory.
- Generation of N electronic states via diagonalization of an N x N effective Hamiltonian.
- Application of SI-PDFT to model systems: ionic-neutral avoided crossing in LiF and 1ππ-1πσ* avoided crossing in phenol photodissociation.
Main Results:
- SI-PDFT accurately describes regions with strong electronic state interactions.
- Calculations on LiF and phenol demonstrate the method's capability in handling avoided crossings.
- The study validates SI-PDFT as a reliable approach for complex molecular systems.
Conclusions:
- SI-PDFT offers a significant advancement in computational chemistry for studying systems with interacting electronic states.
- The method is a valuable tool for research in photochemistry and nonadiabatic dynamics.
- This work paves the way for more accurate simulations of excited-state processes.
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