[DFTB-Plus-User] Band Structure Issues
Bálint Aradi
aradi at uni-bremen.de
Thu Sep 18 09:53:18 CEST 2025
Dear Oscar,
please note, that when calculating the band structure (and using the
KLines option), the charges indeed are not converged as
* you use (read in) the charges obtained with a different k-point set
* you make only one SCC-step so you do not even try to reach
self-consistency.
So, it seems to be OK and logical, what you get. (Maybe we should change
the final message in those cases to cause less confusions...)
Best regards,
Bálint
On 8/1/25 7:54 PM, Oscar A. Douglas-Gallardo wrote:
> Hi,
>
> I am having problems reproducing some basic calculations on the
> "recipes" section of DFTB+ tutorial by using the newest version of
> DFTB+.(24.01)
>
> After computing the SCC charge (the first part of the tutorial) to get
> the band structure, It seem that the program is not reading the previous
> charge to run the calculation. I did a couple of tests and the issues
> seem to come from when "Klines" keyword is included. The error says the
> charges are not converged even when they correspond to the previous
> step. If you remove Klines, DFTB+ reads the previous charge.
>
> I was wondering if I am missing some extra keywords.... I have pasted
> below part of my dftb_in.hsd input where I deleted my own skf path
>
> I hope someone can guide me
> All the best,
>
> Oscar Douglas
>
>
> Hamiltonian = DFTB {
> Scc = Yes
> SccTolerance = 1E-7
> MaxSccIterations = 1
> ShellResolvedScc = No
> Charge = 0.0
> SpinPolarisation = {}
> Mixer = Broyden {}
> SlaterKosterFiles = Type2FileNames {
> Prefix = "/../.../my_own_path_was_removed_from_here"
> Separator = "-"
> Suffix = ".skf"
> LowerCaseTypeName = No
> }
> MaxAngularMomentum = {
> Ti = "d"
> O = "p"
> }
> KPointsAndWeights = Klines {
> 1 0.5 0.5 -0.5
> 20 0.0 0.0 0.0
> 45 0.0 0.0 0.5
> 10 0.25 0.25 0.25
> }
> ElectricField = {}
> Solver = DivideAndConquer {}
> ReadInitialCharges = Yes
> Dispersion = {}
> }
>
>
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--
Dr. Bálint Aradi
Bremen Center for Computational Materials Science, University of Bremen
http://www.uni-bremen.de/en/lmcqm/b-aradi
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