Dear EPW users
I am using EPW to find electron-phonon coupling for my system. I was wondering if somebody in this forum knows about my question:
"Is it possible to get electron phonon coupling matrix elements in Bloch basis" in this method?
Best regards and thanks
Amir
from Wannier orbitals to Bloch
Moderator: stiwari
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- Posts: 11
- Joined: Fri Jul 10, 2020 8:37 am
- Affiliation: University of Luxembourg
Re: from Wannier orbitals to Bloch
Dear Amir:
Yes, you can calculate the electron-phonon coupling matrix elements in the Bloch basis on both coarse grids (the same "regular" grids on which you performed non-self-consistent calculations) and fine grids (after generalized Wannier-Fourier interpolation).
For details, please read the EPW technical papers at (1) https://www.sciencedirect.com/science/a ... via%3Dihub or (2) https://www.sciencedirect.com/science/a ... via%3Dihub .
Sincerely,
H. Lee
Yes, you can calculate the electron-phonon coupling matrix elements in the Bloch basis on both coarse grids (the same "regular" grids on which you performed non-self-consistent calculations) and fine grids (after generalized Wannier-Fourier interpolation).
For details, please read the EPW technical papers at (1) https://www.sciencedirect.com/science/a ... via%3Dihub or (2) https://www.sciencedirect.com/science/a ... via%3Dihub .
Sincerely,
H. Lee
-
- Posts: 11
- Joined: Fri Jul 10, 2020 8:37 am
- Affiliation: University of Luxembourg
Re: from Wannier orbitals to Bloch
Dear H. Lee
thanks a lot for your reply and the papers.
However, from a practical point of view , is there any flag or suitable tutorial which I can apply/follow and find the e-phonon matrix elements in Bloch basis ?!
Or maybe as my last choice I have to write a script for that?
Best regards,
Amir
thanks a lot for your reply and the papers.
However, from a practical point of view , is there any flag or suitable tutorial which I can apply/follow and find the e-phonon matrix elements in Bloch basis ?!
Or maybe as my last choice I have to write a script for that?
Best regards,
Amir
Re: from Wannier orbitals to Bloch
Hi Amirh,
In addition to the Lee's suggestion, I would like to recommend you to go through the materials that we have form School 2018;
https://docs.epw-code.org/doc/School2018.html
I think Wednesday (Hands-on 1) may be helpful to find your answer.
Best,
Hari Paudyal
In addition to the Lee's suggestion, I would like to recommend you to go through the materials that we have form School 2018;
https://docs.epw-code.org/doc/School2018.html
I think Wednesday (Hands-on 1) may be helpful to find your answer.
Best,
Hari Paudyal