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Employing Pseudopotentials to Tackle Excited-State Electron Spill-Out in Frozen Density Embedding Calculations
Robert S Treß1, Christof Hättig1, Sebastian Höfener2
1Department of Theoretical Chemistry, Ruhr University Bochum, Bochum 44801, Germany.
This study introduces atomic pseudopotentials to improve frozen density embedding (FDE) calculations. The new method significantly reduces charge spill-out in excited states, enhancing accuracy for complex systems.
Area of Science:
- Computational chemistry
- Quantum mechanics
- Electronic structure theory
Background:
- Frozen density embedding (FDE) models environmental effects using embedding potentials.
- Existing FDE methods struggle with accurately representing Pauli repulsion, leading to charge spill-out in excited state calculations.
- This inaccuracy is particularly problematic when using diffuse basis functions.
Purpose of the Study:
- To improve the accuracy of frozen density embedding (FDE) for calculating excited states.
- To address the issue of charge spill-out in FDE calculations.
- To enhance the agreement between FDE and supermolecular calculations.
Main Methods:
- Incorporation of atomic all-electron pseudopotentials for environment atoms within the FDE framework.
- Application of the second-order algebraic diagrammatic construction (ADC(2)) scheme for vertical excitation energy calculations.
- Comparison of results with and without pseudopotentials, particularly when using diffuse basis functions.
Main Results:
- The inclusion of pseudopotentials significantly reduces charge spill-out in excited state calculations.
- Improved agreement between FDE and supermolecular calculations was observed.
- The mean absolute deviation (MAD) for vertical excitation energies decreased from 0.27 eV to 0.05 eV when diffuse functions were used.
Conclusions:
- Atomic pseudopotentials are an effective way to enhance the repulsive component of the FDE embedding potential.
- The proposed method improves the reliability of FDE for excited states in complex systems.
- This approach offers a more accurate and robust treatment of electron-nuclear attraction and Pauli repulsion.
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