Question on the Total Energy and the Electronic DOS
Posted: Sun Jul 12, 2009 9:15 pm
Hello,
I was under the impression that VASP just calculated the electronic energies for the supercell in question: the total energy is the integral with respect to Energy of the DOS*Energy from 0 to infinity. My problem is that I'm comparing the DOS for a magnetic Fe slab to it's bulk counterpart. The DOS for the slab shifts to a lower energy with respect to its bulk counterpart. This coincides with a shift in the Fermi Energy to a lower energy. The problem is that the energy calculated by VASP gives a higher energy for the slab than the bulk, which makes sense. However, if I numerically integrate the DOS*Energy with respect to energy I get a lower energy for the slab than the bulk. In regards to the total energy that VASP calculates am I leaving anything out?
modey3
I was under the impression that VASP just calculated the electronic energies for the supercell in question: the total energy is the integral with respect to Energy of the DOS*Energy from 0 to infinity. My problem is that I'm comparing the DOS for a magnetic Fe slab to it's bulk counterpart. The DOS for the slab shifts to a lower energy with respect to its bulk counterpart. This coincides with a shift in the Fermi Energy to a lower energy. The problem is that the energy calculated by VASP gives a higher energy for the slab than the bulk, which makes sense. However, if I numerically integrate the DOS*Energy with respect to energy I get a lower energy for the slab than the bulk. In regards to the total energy that VASP calculates am I leaving anything out?
modey3