Topological states on the gold surface
Binghai Yan,Benjamin Stadtmüller,Norman Haag,S. Jakobs,Johannes Seidel,Dominik Jungkenn,Stefan Mathias,Mirko Cinchetti,Martin Aeschlimann,Claudia Felser +9 more
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TLDR
This work shows that these Shockley surface states can be reinterpreted as topologically derived surface states (TDSSs) of a topological insulator (TI), a recently discovered quantum state.Abstract:
Gold surfaces host special electronic states that have been understood as a prototype of Shockley surface states. These surface states are commonly employed to benchmark the capability of angle-resolved photoemission spectroscopy (ARPES) and scanning tunnelling spectroscopy. Here we show that these Shockley surface states can be reinterpreted as topologically derived surface states (TDSSs) of a topological insulator (TI), a recently discovered quantum state. Based on band structure calculations, the Z2-type invariants of gold can be well-defined to characterize a TI. Further, our ARPES measurement validates TDSSs by detecting the dispersion of unoccupied surface states. The same TDSSs are also recognized on surfaces of other well-known noble metals (for example, silver, copper, platinum and palladium), which shines a new light on these long-known surface states. The surfaces of noble metals possess Shockley states which exhibit Rashba-type spin splitting and spin-momentum locking. Here, the authors use ab initiomethods and photoemission spectroscopy to demonstrate how such Shockley states may be reinterpreted as topologically protected surface states.read more
Citations
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TL;DR: Topological Dirac or Weyl semimetals show linear dispersion round nodes as the three-dimensional analogue of graphene as discussed by the authors, which are characterized by surface states induced by the topology of the bulk band structure.
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