Comments (7)
No, unfortunately, we do not have such constraints implemented yet. I guess, it could be done by symmetryzing the stress tensor accordingly, in case, you want to have a go on it.
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Thank you for a quick answer!
But if I want "a=b" constraint (I need exactly hexagonal cell) may I use you two-step optimization like this:
Fists run:
Istropic = Yes
FixLengths = {No No Yes}
FixAngles = Yes
Second run:
Istropic = Yes
FixLengths = {Yes Yes No}
FixAngles = Yes
Will it cause any errors or unphysical results?
Also, please, may I ask you to advise me how to visualize 3D Fermi surface from DFTB+ outputs?
P/S Sorry for mixing questions together
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I fear, that won't do, what you like to do. First of all, the second case won't warranty, that a = b, unless it happens automatically by symmetry. Also, you would have to make the procedure (first run, second run) self-consistently, until nothing changes...
I tried to look up ASE, which can drive DFTB+ and has more geometry optimisation possibilities, but as far as I can see, such a constrain can not even be defined in there.
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As for the Fermi-surface: we don't have any specific tool for that. But, if you have one, which can deal with the output of other electronic structure codes, it should be easy to adapt it to the DFTB+ output format (or convert the DFTB+ output format to any format it can handle).
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Ok. In any case, thank you for rapid help!
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