Hi
adding to this correct explanation of the problem. Unfortunately, the translational
invariance will be broken more severely in CP2K (using the GPW method)
than in other codes using equidistant grid integration. If you want to reduce this effect
in CP2K you need to run with the GAPW method or GPW with NLCC pseudopotentials.
regards
JH
________________________________________
From:
cp...@googlegroups.com <
cp...@googlegroups.com> on behalf of Lucas Lodeiro <
eluni...@gmail.com>
Sent: Saturday, October 15, 2022 6:17 PM
To:
cp...@googlegroups.com
Subject: Re: [CP2K:17871] Vibrational analysis
Hello Mengchao,
AFAIK your results are consistent. Of course there are 24 normal modes, and 3 of them are translational ones. CP2K removes the translational modes before printing the data, you can find this in the CP2K output (search "VIB| Eigenvectors before removal" and " VIB| Frequencies after removal"), where the complete set of normal modes and frequencies are printed before the translational removal. This does not change significantly the results, so you can think about 21 normal modes and 3 extra translation modes with zero frequency.
In VASP the translational removal is not done and the low frequency modes are the translational ones... but at Gamma point they must be zero frequency. The resulting non zero value is an artifact of the PW rupture of translational invariance, which is due to the non complete PW basis set (infinite energy plane wave). As a guess, taking into account that in VASP the PW cutoff is lower compared with used in CP2K, and PW are used to wavefunctions, the error due to rupture of translational invariance is higher in VASP.
Regards - Lucas
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