The approximation for Debye-Waller selfenergy
Posted: Wed Mar 08, 2017 2:16 am
Dear developers/users,
I am studying the Fermi surface at low and high temperature renormalized by electron-phonon interactions.
From the tutorial, I find that EPW code compute the Fan-Migdal selfenergy, while the Debye-Waller selfenergy is approximately included by using a sum rule to conserve the electron number. I am wandering, does this approximation fix the Fermi surface, so that the Fermi surface would not change at different temperatures?
Best
Fawei
I am studying the Fermi surface at low and high temperature renormalized by electron-phonon interactions.
From the tutorial, I find that EPW code compute the Fan-Migdal selfenergy, while the Debye-Waller selfenergy is approximately included by using a sum rule to conserve the electron number. I am wandering, does this approximation fix the Fermi surface, so that the Fermi surface would not change at different temperatures?
Best
Fawei