fatband file and its Fermi level?
Posted: Mon Jun 06, 2016 7:59 am
Hello everyone,
I'm using "PAWFATBAND" to extract the components on band structure in systems with spin-orbit coupling (SOC).
I have three question:
1. the output files are named as:
xxxx_o_DS3_FATBANDS_at0001_Al_is1_l0_m+0
I believe "is1" means "spin up". However, there is always "is1" files. My abinit (8.0.7) doesn't output any "is2" files.
Is there anything wrong? (Note: I'm running a SOC calculation)
2. I tried to plot the data by myself. Unlike normal band structure calculation where the Fermi level has to be
read from the output file of SCF. The fatband file seems already shifted Ef to zero and always in unit of "eV".
Is that correct? (I tested on many cases and I always need to assume Ef=0 in the fatband output files to get
correct band structure. )
3. A final check, the fatband output file has two columns. The first corresponds the the eigenvalue and the
second corresponding to the square of the absolute values of the band state on a that component, i.e.
|<atom, l,m | psi_{En,k} >|^2, right?
Thanks,
Shu-Ting Pi
University of California, Irvine
I'm using "PAWFATBAND" to extract the components on band structure in systems with spin-orbit coupling (SOC).
I have three question:
1. the output files are named as:
xxxx_o_DS3_FATBANDS_at0001_Al_is1_l0_m+0
I believe "is1" means "spin up". However, there is always "is1" files. My abinit (8.0.7) doesn't output any "is2" files.
Is there anything wrong? (Note: I'm running a SOC calculation)
2. I tried to plot the data by myself. Unlike normal band structure calculation where the Fermi level has to be
read from the output file of SCF. The fatband file seems already shifted Ef to zero and always in unit of "eV".
Is that correct? (I tested on many cases and I always need to assume Ef=0 in the fatband output files to get
correct band structure. )
3. A final check, the fatband output file has two columns. The first corresponds the the eigenvalue and the
second corresponding to the square of the absolute values of the band state on a that component, i.e.
|<atom, l,m | psi_{En,k} >|^2, right?
Thanks,
Shu-Ting Pi
University of California, Irvine