Dynamical correlations and order in magic-angle twisted bilayer graphene
Gautam Rai, Lorenzo Crippa, Dumitru C\u{a}lug\u{a}ru, Haoyu Hu,, Francesca Paoletti, Luca de' Medici, Antoine Georges, B. Andrei Bernevig,, Roser Valent\'i, Giorgio Sangiovanni, Tim Wehling

TL;DR
This paper uses DMFT to study electronic correlations and order in magic-angle twisted bilayer graphene, revealing how local moments, isospin ordering, and doping influence its correlated states and spectral properties.
Contribution
It introduces a detailed DMFT analysis of the THF model, elucidating the emergence of local moments, isospin order, and doping effects in twisted bilayer graphene without strain.
Findings
Local spin and valley isospin moments form around 100K.
Isospin moments order around 10K, preempting Kondo screening.
Doping causes cascades of Lifshitz transitions and spectral redistributions.
Abstract
In magic angle twisted bilayer graphene, transport, thermodynamic and spectroscopic experiments pinpoint at a competition between distinct low-energy states with and without electronic order. We use Dynamical Mean Field Theory (DMFT) on the topological heavy Fermion (THF) model of twisted bilayer graphene to investigate the emergence of electronic correlations and long-range order in the absence of strain. We contrast moment formation, Kondo screening and ordering on a temperature basis and explain the nature of emergent correlated states based on three central phenomena: (i) the formation of local spin and valley isospin moments around 100K, (ii) the ordering of the local isospin moments around 10K preempting Kondo screening, and (iii) a cascadic redistribution of charge between localized and delocalized electronic states upon doping. At integer fillings, we find that low energy…
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Taxonomy
TopicsGraphene research and applications · Quantum and electron transport phenomena · Topological Materials and Phenomena
