51. Optical conductivity of two-dimensional silicon: evidence of Dirac electrodynamics
- Author
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Christian Martella, Paolo Targa, Alessandro Molle, Davide Codegoni, Stefania De Rosa, Stefano Lupi, Paola Gori, Carlo Grazianetti, Olivia Pulci, Grazianetti, Carlo, DE ROSA, Stefania, Martella, Christian, Targa, Paolo, Codegoni, Davide, Gori, Paola, Pulci, Olivia, Molle, Alessandro, and Lupi, Stefano
- Subjects
Materials science ,Silicon ,Dirac (software) ,Al2O3(0001) ,DFT calculations ,two-dimensional ,optical conductivity ,silicene ,silicon ,DFT calculation ,Physics::Optics ,chemistry.chemical_element ,Bioengineering ,02 engineering and technology ,Substrate (electronics) ,01 natural sciences ,Optical conductivity ,law.invention ,Settore FIS/03 - Fisica della Materia ,law ,0103 physical sciences ,General Materials Science ,010306 general physics ,Two-dimensional ,Al ,2 ,O ,3 ,(0001) ,Silicon photonics ,business.industry ,Graphene ,Silicene ,Mechanical Engineering ,General Chemistry ,021001 nanoscience & nanotechnology ,Condensed Matter Physics ,chemistry ,Quantum electrodynamics ,Photonics ,0210 nano-technology ,business - Abstract
The exotic electrodynamics properties of graphene come from the linearly dispersive electronic bands that host massless Dirac electrons. A similar behavior was predicted to manifest in freestanding silicene, the silicon counterpart of graphene, thereby envisaging a new route for silicon photonics. However, the access to silicene exploitation in photonics was hindered so far by the use of optically inappropriate substrates in experimentally realized silicene. Here we report on the optical conductivity of silicon nanosheets epitaxially grown on optically transparent Al2O3(0001) from a thickness of a few tens of nanometers down to the extreme two-dimensional (2D) limit. When a 2D regime is approached, a Dirac-like electrodynamics can be deduced from the observation of a low-energy optical conductivity feature owing to a silicene-based interfacing to the substrate. © 2018 American Chemical Society.
- Published
- 2018
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