Topic: DFT, scripting in Python
Download these files.
Be prepared: Gaussian is needed
Lecture slides (slides-2020)
Practice (selectively)
- Estimate the dipole moment of CO molecule using different approaches [diatomic]
- Investigate basis set convergence
- Investigate MP convergence
- Investigate CI and CC convergence
- Investigate density functional dependence. Can we say that LDA "over-delocalizes" electron density and HF "over-localizes" it?
- Compare with experimental data and other calculations (see CCCBDB)
- The same for equilibrium bond length, force constant, and dipole moment derivative
- Analyze methods in terms of computing time
- Dynamic correlations in CO molecule [diatomic]
- Compare MO and NO of CO molecule
- Analyze NO occupations
- Explain absence of basis set convergence for small virtual space CI
- What is the difference between bonding in CO and H2CO molecules? Compare charge distribution. Draw orbital interaction diagram
- Investigate density functional dependence of the ionization potential of ethylene molecule [ethylene_IPEA]
- Observe Koopmans' theorem violation in approximate DFT [benzene_IP.txt]
- SCF convergence problems related to wrong initial guess [NDI]
- Calculate adiabatic IP for thiophene by CAM-B3LYP/6-31G*
- Calculate cation NO for NDI molecule with CAM-B3LYP and compare it with HOMO
- Analyze initial guess for MOs and correct it
- Why there is no such artefact for another conformer of NDI molecule (molec-a)
- Check if no-symmetry keyword will help
- Why there is no such artefact for B3LYP
- Solvate both ground and excited cation states in water
- Computational artifacts:
Reading
- Cramer chapter 8
- Jensen chapter 6
- Burke: The ABC of DFT,
Tutorial slides,
Review 2012
- K Lejaeghere etal, Reproducibility in density functional theory calculations of solids, Sci 351, 1415 (2016)
- J Witte, J B Neaton, M Head-Gordon, Push it to the limit: Characterizing the convergence of common sequences of basis sets for intermolecular interactions as described by density functional theory, JCP 144, 194306 (2016) – copy