The meaning of Dirac's materials, in its most common sense, has been explored by taking a quick look at the Dirac equation, as originally formulated, and subsequently applied to the structure of condensed matter, of two-dimensional (2D) materials beyond graphene. What makes 2D materials exceptional, as well as the discovery of new allotropic forms, is the possibility of having extraordinary physical properties, such as energy dispersion, which immediately can correlate electrons to their being Dirac fermions. Through experimental and theoretical examples, we report structural and electronic properties of 2D materials beyond graphene, which today represent the frontier of condensed matter physics.

Dirac materials beyond graphene

De Padova, Paola;
2024

Abstract

The meaning of Dirac's materials, in its most common sense, has been explored by taking a quick look at the Dirac equation, as originally formulated, and subsequently applied to the structure of condensed matter, of two-dimensional (2D) materials beyond graphene. What makes 2D materials exceptional, as well as the discovery of new allotropic forms, is the possibility of having extraordinary physical properties, such as energy dispersion, which immediately can correlate electrons to their being Dirac fermions. Through experimental and theoretical examples, we report structural and electronic properties of 2D materials beyond graphene, which today represent the frontier of condensed matter physics.
2024
Istituto di Struttura della Materia - ISM - Sede Roma Tor Vergata
9780323914086
ARPES
Artificial 2D materials beyond graphene
Band structure
Constant energy contour
DFT
Dirac cones
Dirac equation
Dirac fermions
Dirac materials
Elemental 2D materials
Honeycomb lattice
K and K′ points
Linear dispersion band
Massless fermions
Multilayer
Reciprocal space
STM
STS
TMD
Topological insulators
Van-Hove singularities
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/20.500.14243/536332
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