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The most promising applications of topological insulators are spintronic devices and dissipationless transistors for quantum computers based on the quantum Hall effect [14] and quantum anomalous Hall effect. [62] In addition, topological insulator materials have also found practical applications in advanced magnetoelectronic and optoelectronic ...
The topological insulators and superconductors are classified here in ten symmetry classes (A,AII,AI,BDI,D,DIII,AII,CII,C,CI) named after Altland–Zirnbauer classification, defined here by the properties of the system with respect to three operators: the time-reversal operator , charge conjugation and chiral symmetry . The symmetry classes are ...
This can be another potential application of topological order in electronic devices. Similarly to topological order, topological insulators [48] [49] also have gapless boundary states. The boundary states of topological insulators play a key role in the detection and the application of topological insulators.
Magnetic topological insulators have proven difficult to create experimentally. In 2023 it was estimated that a magnetic topological insulator might be developed in 15 years' time. [16] A compound made from manganese, bismuth, and tellurium (MnBi2Te4) has been predicted to be a magnetic topological insulator.
Bismuth subhalides, such as Bi 4 Br 4 and β-Bi 4 I 4, have been recently reported as topological insulators. [2] [3] Topological insulators have caught attention of physical inorganic chemists as well as condensed matter physicists due to the unique physicochemical properties emerging upon transition from bulk to surface states. [5]
Topological order in solid state systems has been studied in condensed matter physics since the discovery of integer quantum Hall effect.But topological matter attracted considerable interest from the physics community after the proposals for possible observation of symmetry-protected topological phases (or the so-called topological insulators) in graphene, [3] and experimental observation of ...
In a separate paper, Kane and Mele introduced a topological invariant which characterizes a state as trivial or non-trivial band insulator (regardless if the state exhibits or does not exhibit a quantum spin Hall effect). Further stability studies of the edge liquid through which conduction takes place in the quantum spin Hall state proved ...
Topological insulators (TI) act as insulators below their surface, but have conductive surfaces, constraining electrons to move only along that surface. Even materials with moderately flawed surfaces do not impede current flow. [3] Topological plexcitons make use of the properties of TIs to achieve similar control over the direction of current ...