2020
DOI: 10.1103/physrevlett.124.236404
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Edge-Dependent Topology in Kekulé Lattices

Abstract: The boundary states of topological insulators are thought not to depend on the precise atomic structure of the boundary. A recent theoretical study showed that, for topological crystalline insulators with given bond strengths, topological states should only emerge for certain edge geometries. We experimentally probe this effect by creating artificial Kekulé lattices with different atomically well-defined edge geometries and hopping ratios in a scanning tunneling microscope. Topological edge modes are found to … Show more

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Cited by 44 publications
(41 citation statements)
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“… 19 In that work, the confinement of the surface-state electrons in a honeycomb geometry by CO molecules leads to a Dirac cone formed by the first two surface bands at the high symmetry K point. It has been shown afterward that this concept can be extended to create systems with different geometries, 20 fractal structures, 21 nontrivial topology, 22 , 23 and multiple orbitals by changing the size of the lattice sites. 24 Using this last concept, we design honeycomb lattices consisting of atomic sites with a variable degree of quantum confinement and electronic coupling between them.…”
Section: Resultsmentioning
confidence: 99%
“… 19 In that work, the confinement of the surface-state electrons in a honeycomb geometry by CO molecules leads to a Dirac cone formed by the first two surface bands at the high symmetry K point. It has been shown afterward that this concept can be extended to create systems with different geometries, 20 fractal structures, 21 nontrivial topology, 22 , 23 and multiple orbitals by changing the size of the lattice sites. 24 Using this last concept, we design honeycomb lattices consisting of atomic sites with a variable degree of quantum confinement and electronic coupling between them.…”
Section: Resultsmentioning
confidence: 99%
“…Building on this approach, an electronic Lieb-lattice [27], quasi-crystal [28] and electronic fractal [29] have been realized. Recently, it was shown that this material platform can also be used to study topological states of matter [31,33].…”
Section: Introductionmentioning
confidence: 99%
“…The electronic Kagome-honeycomb lattice emerges as "antilattice" to the circumcoronene superlattice, whereby individual molecule acts as a hexagonal repulsive barrier for 2DEG. The underlying physical picture is remarkably similar to the artificial electronic lattices [35][36][37][38][39][40][41] patterned by CO molecules on Cu(111) surface via STM manipulation, wherein each CO molecule also acts as a repulsive scatter for 2DEG. Although STM manipulation endows an ultimate control over the lattice topology, this approach is unsuitable for practical applications due to a lack of scalability.…”
Section: Flat Bands In the Chiral Electronicmentioning
confidence: 63%