[gpaw-users] Wavefunction convergence problem
Gaël Donval
gael.donval at cnrs-imn.fr
Wed Jul 16 10:38:46 CEST 2014
Hi,
I have generated a quite a big slab (80 atoms, time reversal symmetry
only) with ASE and try to perform structure optimization on it.
Unit Cell:
Periodic X Y Z Points Spacing
--------------------------------------------------------------------
1. axis: no 23.278154 0.000000 0.000000 128 0.1819
2. axis: yes 0.000000 7.679180 0.000000 40 0.1920
3. axis: yes 0.000000 0.000000 8.145000 48 0.1697
I use only one k-point (gamma).
When I first tried to get SCF convergence, I couldn't even converge to
anything, even with very low mixing parameters. I had to remove bands
(from nelectron to 25 unoccupied bands) to get the convergence that you
will see bellow.
At the first relaxation step, in the SCF calculation, everything
converges smoothly down to some point then hits a limit: the error on
the density stays around 10^-4 and the error on the wavefunction is
switching between two values. For instance:
iter: 47 10:02:07 -3.19 -4.20 -356.939274 2 2
iter: 48 10:02:09 -3.11 -4.13 -356.938830 2 3
iter: 49 10:02:12 -3.19 -4.43 -356.938031 2 2
iter: 50 10:02:14 -3.11 -4.49 -356.937563 2 2
iter: 51 10:02:17 -3.19 -4.60 -356.937381 1 1
iter: 52 10:02:20 -3.11 -4.57 -356.937543 1 1
iter: 53 10:02:22 -3.19 -4.59 -356.938149 1 1
iter: 54 10:02:25 -3.11 -4.56 -356.937988 1 1
iter: 55 10:02:27 -3.19 -4.53 -356.938700 2 2
...
iter: 283 10:12:19 -3.15 -3.84 -356.893178 2 2
iter: 284 10:12:22 -3.08 -4.34 -356.882750 1 1
iter: 285 10:12:24 -3.15 -4.55 -356.858456 2 2
iter: 286 10:12:27 -3.08 -4.24 -356.864220 2 1
If I consider that this is enough and stop there, then I got the same
behavior in the second step with the error on the density converging to
~10^-4 *but* the error on the wavefunctions stays at ~10^-1.4 (same
behavior, switches between two values).
I followed the recommandations on the "Convergence issues" web page,
without success. I also tried different mixers and eigensolvers.
Does anyone has an idea about that?
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