Akturk, Ethem/0000-0002-1615-7841; Demirci, Salih/0000-0002-1272-9603WOS: 000418655400016This paper reveals how the electronic structure, magnetic structure, and topological phase of two-dimensional (2D), single-layer structures of bismuth are modified by point defects. We first showed that a free-standing, single-layer, hexagonal structure of bismuth, named h-bismuthene, exhibits nontrivial band topology. We then investigated interactions between single foreign adatoms and bismuthene structures, which comprise stability, bonding, electronic structure, and magnetic structures. Localized states in diverse locations of the band gap and resonant states in band continua of bismuthene are induced upon the adsorption of different adatoms, which m...
The growing diversity of topological classes leads to ambiguity between classes that share similar b...
Topological insulators and topological Weyl semimetals are both novel classes of quantum materials. ...
International audienceThe mathematical field of topology has become a framework in which to describe...
This paper reveals how the electronic structure, magnetic structure, and topological phase of two-di...
Based on first-principles phonon and finite temperature molecular dynamics calculations including sp...
Two-dimensional topological materials, in the form of ultrathin films grown on substrates, are outst...
The growth of bismuthene on MoTe2 is investigated based on first-principles calculation, systematica...
Bismuth-based materials have been instrumental in the development of topological physics, even thoug...
In this work, we have studied the effects of point defects on the electronic and topological propert...
Two-dimensional (2D) topological insulators have fascinating physical properties which are promising...
Berrys phase, an inherent constituent of the electronic wave functions, has revolutionarily enriched...
Some metastable polymorphs of bismuth monolayers (bismuthene) can host non-trivial topological phase...
With its monoelemental composition, various crystalline forms and an inherently strong spin-orbit co...
Bismuth is gaining importance as a key element of functional quantum materials. The effects of spin-...
Two-dimensional bismuth (Bi) layer, known as bismuthene, exhibits Z2 topological bulk states due to ...
The growing diversity of topological classes leads to ambiguity between classes that share similar b...
Topological insulators and topological Weyl semimetals are both novel classes of quantum materials. ...
International audienceThe mathematical field of topology has become a framework in which to describe...
This paper reveals how the electronic structure, magnetic structure, and topological phase of two-di...
Based on first-principles phonon and finite temperature molecular dynamics calculations including sp...
Two-dimensional topological materials, in the form of ultrathin films grown on substrates, are outst...
The growth of bismuthene on MoTe2 is investigated based on first-principles calculation, systematica...
Bismuth-based materials have been instrumental in the development of topological physics, even thoug...
In this work, we have studied the effects of point defects on the electronic and topological propert...
Two-dimensional (2D) topological insulators have fascinating physical properties which are promising...
Berrys phase, an inherent constituent of the electronic wave functions, has revolutionarily enriched...
Some metastable polymorphs of bismuth monolayers (bismuthene) can host non-trivial topological phase...
With its monoelemental composition, various crystalline forms and an inherently strong spin-orbit co...
Bismuth is gaining importance as a key element of functional quantum materials. The effects of spin-...
Two-dimensional bismuth (Bi) layer, known as bismuthene, exhibits Z2 topological bulk states due to ...
The growing diversity of topological classes leads to ambiguity between classes that share similar b...
Topological insulators and topological Weyl semimetals are both novel classes of quantum materials. ...
International audienceThe mathematical field of topology has become a framework in which to describe...