Hi,
I have a question regarding the calculation of the dielectric function for metals.
For metals, the intraband contribution is crucial for describing the dielectric function. However, this contribution is not explicitly included in Yambo at (q = 0), whereas it is included at any finite (q).
I understand that when running IP-RPA calculations in Yambo, we need to provide (omega_p) and (gamma), which are used in the Drude model. The equation has the following form:
Epslion_drude = 1- (w_p)^2/(w^2 + i*w*gamma).
My question is: when presenting the general equation for readers who want to calculate the dielectric function of a metal from first principles, what should be the final form of the dielectric function?
Is it simply the sum of the IP-RPA dielectric function from linear response theory, as shown in the Yambo cheatsheet(https://wiki.yambo-code.eu/wiki/index.p ... 5.0_P5.png), and the Drude contribution? In other words, should the final expression be written as:
Epsilon_metal = Epsilon_IP_RPA + Epslion_drude
Does Yambo treat the problem in this way? At very low energies, drude contribution dominates, while at higher energies, the IP-RPA contribution becomes more important.
Thank you.
Best regards
M J Hasan, PhD Candidate, Mechanical Engineering
University of Maine
dielectric function for metals
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Re: dielectric function for metals
Dear M J Hasan,
yes, only at q=0, in the code a drude term is added
Epsilon_metal = Epsilon_IP_RPA + Epslion_drude
This is the source file which computes the drude term: https://github.com/yambo-code/yambo/blo ... /X_drude.F
Best,
D.
yes, only at q=0, in the code a drude term is added
Epsilon_metal = Epsilon_IP_RPA + Epslion_drude
This is the source file which computes the drude term: https://github.com/yambo-code/yambo/blo ... /X_drude.F
Best,
D.
Davide Sangalli, PhD
Piazza Leonardo Da Vinci, 32, 20133 – Milano
CNR, Istituto di Struttura della Materia (ISM)
https://sites.google.com/view/davidesangalli
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Piazza Leonardo Da Vinci, 32, 20133 – Milano
CNR, Istituto di Struttura della Materia (ISM)
https://sites.google.com/view/davidesangalli
http://www.max-centre.eu/