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VOLUME 110 (2019) | ISSUE 5 | PAGE 335
Flat band and Planckian metal
DOI: 10.1134/S0370274X19170090
Abstract
We discuss the recent extension of the Sachdev-Ye-Kitaev microscopic model [PatelSachdev2019], which demonstrates the characteristic features of the Khodel-Shaginyan fermion condensate [KhodelShaginyan1990] - the existence of the finite region of momenta, where the energy of electrons is exactly zero (the flat band). The microscopic derivation of the flat band in this interacting model supports the original idea of Khodel and Shaginyan based on the phenomenological approach. It also suggests that it is the flat band, which is responsible for the linear dependence of resistivity on temperature in "strange metals"