LDA+U problem (band gap not consistent)
Posted: Sat Feb 12, 2011 12:33 pm
Dear All,
I wonder if anyone have found this behavior of LDA+U or GGA+U when apply to the oxide materials (e.g., TiO2, SrTiO3) that CBM composed of d states of metal. I found that the band gap, let say at gamma, is not quite equal when perform self-consistent calculation and non self-consistent (use CHGCAR from self-consistent; ICHARG = 11)
For example, SrTiO3 case
I use U = 4 applied to d states of Ti-d, the band gap from scf (just look at gamma of K7x7x7) is 2.65 eV while the band gap from non scf (make a band structure plot or just calculate at gamma) is 2.25 eV!!.
It is 0.4 eV difference. I tested LDA+U in another system such as ZnO (where d states of Zn is in VB) and do not find this problem.
Could anyone shed me some light if there is some physics behind and which value of band gap is making sense in the case of SrTiO3.
Thanks in advance!!
I wonder if anyone have found this behavior of LDA+U or GGA+U when apply to the oxide materials (e.g., TiO2, SrTiO3) that CBM composed of d states of metal. I found that the band gap, let say at gamma, is not quite equal when perform self-consistent calculation and non self-consistent (use CHGCAR from self-consistent; ICHARG = 11)
For example, SrTiO3 case
I use U = 4 applied to d states of Ti-d, the band gap from scf (just look at gamma of K7x7x7) is 2.65 eV while the band gap from non scf (make a band structure plot or just calculate at gamma) is 2.25 eV!!.
It is 0.4 eV difference. I tested LDA+U in another system such as ZnO (where d states of Zn is in VB) and do not find this problem.
Could anyone shed me some light if there is some physics behind and which value of band gap is making sense in the case of SrTiO3.
Thanks in advance!!