Lindhard Dielectric Function in the Relaxation-Time Approximation
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...To find dispersion of plasmons in graphene we need the conductivity of graphene σ(ω, q), which we now proceed to analyze by employing the semiclassical model [33] (in subsection III A), RPA and number conserving relaxation-time approximation [29] (in subsection III B), and by estimating the relaxation-time due to the influence of electron-phonon coupling [30] on the optical conductivity [31] (in subsection III C)....
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...[29] N.D. Mermin, Lindhard Dielectric Function in the Relaxation-Time Approximation, Phys....
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...In order to take the interband losses into account, we use the self-consistent linear response theory, also known as the random-phase approximation (RPA) [33], together with the relaxation-time (finite τ) approximation introduced by Mermin [29]....
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...The effects of other types of scattering (impurities, phonons) can be accounted for by using the relaxation-time τ as a parameter within the RPA-RT approach [29], which takes into account conservation of local electron number....
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...[33] N.W. Ashcroft, N.D. Mermin, Solid State Physics, (Saunders, Philadelphia, PA, 1976)....
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