Hello everyone,
As part of an ongoing study, I am investigating how the electronic energy levels of the MgO(001) surface change when different Hubbard U corrections are applied to Mg and O orbitals (both occupied and unoccupied states).
In CP2K (2024.3), when a U_eff value of 1.5 eV is applied to the Mg-3s and Mg-2s orbitals, the calculated:
* HOMO (VBM) value, and
* HOMO–LUMO (band-gap) value
turn out to be identical.
However, performing similar calculations in Quantum ESPRESSO gives different values for the VBM and the band gap. I would like to understand whether this behavior arises from:
1. differences in the DFT+U implementations/projector definitions between CP2K and Quantum ESPRESSO, or
2. a possible issue in my CP2K setup or interpretation of the results.
I have attached the corresponding CP2K input and output files.
Any insights would be greatly appreciated.
Sachin