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lifetime calculation
Posted: Mon Jul 07, 2014 11:11 am
by samaneh
Hi there,
Is there any possibility to calculate el-hole pair lifetime in YAMBO code?
Best
S. Ataei, University of Tehran, Iran
Re: lifetime calculation
Posted: Mon Jul 07, 2014 11:30 am
by Daniele Varsano
Dear S. Atei,
at the moment it is not possible to calculate it.
Kind regards,
Daniele
Re: lifetime calculation
Posted: Tue Jul 08, 2014 11:47 am
by samaneh
Dear Daniele,
Thanks a lot.
But another question
Are the results of lifetime calculation (in yambo)
for semiconductors reliable and in good agreement with
experiment?
Best regards
S. Ataei, University of Tehran, Iran
Re: lifetime calculation
Posted: Tue Jul 08, 2014 11:59 am
by Daniele Varsano
Dear Atei,
comparison with experiment is always a delicate issue: depending on the system, are all the physical effects included in the theory?
For instances, depending on the system, electorn-phonon contribution could be relevant (please note that el-ph part of yambo is temporarily unavailable).
In any case I suggest you to have a look to this paper by Marini et al. on calculation of lifetimes done using yambo:
http://www.yambo-code.org/papers/cu-lifetimes.pdf
Best,
Daniele
Re: lifetime calculation
Posted: Thu Aug 07, 2014 4:37 am
by vitoversace
Dear Daniele,
1) Does yambo take into account the real part of Z factor like equation 5 in the paper you mentioned above or ONLY the imaginary or sum of real and imaginary part of Z factor (Re Z + Im Z) for calculation of quasi particle life times ???
2) Why are in the paper in equations 3 and 4 self energy and Z factor given at quasi particle energies, i thought it should be at DFT energies, as you get Z factor when expanding sigma (omega=QP) around DFT energies !!!
Bests
Vito
Re: lifetime calculation
Posted: Fri Aug 08, 2014 10:07 am
by Daniele Varsano
Dear Vito,
1) I suppose only real part is considered.
2) Because you consider as starting qp point the E_qp^0 and do the expansion. When you consider the KS energies as first guess, you will have Z=1 and obtain the on-mass-shell GW expression for the lifetime:
tau=1/(2 Im \Sigma (E_KS))
Best,
Daniele