Finite-temperature plasmons and damping for α-T<sub>3</sub> materials
POSTER
Abstract
We have numerically calculated the dynamical polarization function, the plasmon dispersion relation and their lifetimes due to Landau damping for various types of the recently discovered α-T3 lattices at finite temperature. We do so by choosing the hopping parameter 0 < α < 1. Both intrinsic and extrinsic cases with zero or finite Fermi energy and T = 0 have been addressed. We obtained analytic results for the plasmon dispersion relation in the long wavelength limit q → 0 for a dice lattice with α = 1.
*A.I. would like to acknowledge the funding provided by TRADA-51-82 PSC-CUNY Award # 63061-00–51. G.G. appreciates financial support from the Air Force Research Laboratory (AFRL) through grant FA9453-18-1-0100 and award FA2386-18-1-0120. D.H. thanks the supports from the Laboratory University Collaboration Initiative (LUCI) program and from the Air Force Office of Scientific Research (AFOSR).
Presenters
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Andrii Iurov
- Medgar Evers College
- Physics and Computer Science, Medgar Evers college, CUNY
- Physics and Astronomy, Medgars Evers college,City University of New York
- Department of Physics and Computer Science, Medgar Evers College of City University of New York
- Physics and Computer Science, Medgar Evers College