Page 1 of 1

convergence problem in scf

Posted: Tue Feb 01, 2011 8:51 pm
by umklapp
Dear all,
I am doing LDA+U calculation for total energy and electronic structure of Ti-doped corundum Cr2O3(hexagonal cell) using tetrahedron method. I perform the self-consistent calculation using a gamma-centered K mesh and the following INCAR :
ISTART = 0
ICHARG = 2
NPAR = 1
ISYM = 0
IALGO = 38
LDIAG = T
LREAL = A
NELM = 40
NELMDL = 0
EDIFF = 1E-5
PREC = Accurate
ENCUT = 520
ADDGRID = T
LMAXMIX = 4
ISMEAR = -5
ISPIN = 2
MAGMOM = 5 -5 5 -5 5 -5 5 -5 5 -5 5 -5 18*0
VOSKOWN = 1
LNONCOLLINEAR = F
LSORBIT = F.
SAXIS = 0 0 1
NSW = 0
IBRION = -1
LWAVE = T
LCHARG = T
LDAU = T
LDAUTYPE = 1
LDAUL =2 2 -1
LDAUU =4.0 4.0 0.0
LDAUJ =0.58 0.58 0.0
LDAUPRINT =2
The converged energy I get is :
1 F= -.26323234E+03 E0= -.26323234E+03 d E =0.000000E+00 mag= -1.9996
Using the converged charge density and wave function in the self-consistent calc, I run more scf iterations. I only modify the INCAR file slightly, ISTART = 1 ICHARG = 1. I thought it would take only a few iterations to converge to the same energy. However, although it converges to a similar energy, the calculation takes 53 iterations. I wonder why so many iterations are still needed. The charge density is supposed to converge.
The OSICAR of the 2nd self-consistent calc is as follows:
DAV: 1 -0.262815731213E+03 -0.26282E+03 -0.26949E-01 13728 0.132E+00 0.178E+00
DAV: 2 -0.263143852861E+03 -0.32812E+00 -0.41780E-01 12688 0.297E+00 0.146E+00
……
DAV: 52 -0.263232397806E+03 0.44054E-05 -0.14918E-04 11848 0.462E-02 0.757E-03
DAV: 53 -0.263232400277E+03 -0.24713E-05 -0.56626E-05 8536 0.322E-02
1 F= -.26323240E+03 E0= -.26323240E+03 d E =0.000000E+00 mag= -2.0000
Could anybody explain to me why the energy of 1st iteration in the last calc is so much different from the previous total energy?
Thanks very much!

Re: convergence problem in scf

Posted: Wed Sep 11, 2024 2:34 pm
by support_vasp

Hi,

We're sorry that we didn’t answer your question. This does not live up to the quality of support that we aim to provide. The team has since expanded. If we can still help with your problem, please ask again in a new post, linking to this one, and we will answer as quickly as possible.

Best wishes,

VASP