2012
DOI: 10.1002/pssr.201206202
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Intrinsic spin Hall effect in silicene: transition from spin Hall to normal insulator

Abstract: An intrinsic contribution to the spin Hall effect in two‐dimensional silicene is considered theoretically within the linear response theory and Green's function formalism. When an external voltage normal to the silicene plane is applied, the spin Hall conductivity is shown to reveal a transition from the spin Hall insulator phase at low bias to the conventional insulator phase at higher voltages. This transition resembles the recently reported phase transition in bilayer graphene. The spin–orbit interaction re… Show more

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Cited by 52 publications
(57 citation statements)
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“…40 While still small, it is sufficient to help demonstrate the quantum spin Hall effect; this effect arises from the existence of a bulk gapped state and gapless conducting edge states at the boundaries, an example of a topological insulator. An interesting proposal is to control the bandgap using an external electric field, [41][42][43] transforming silicene from a topological insulator into a band insulator. Indeed, silicene has been predicted to have an extremely rich phase diagram of topological states with unique quantum states of matter such as a hybrid quantum Hall-quantum anomalous Hall state (the anomalous effect being the well-known quantum Hall effect in the absence of an external magnetic field) and a so-called valley-polarized metal (resulting from electron transfer from a conduction valley to a different hole valley), leading to the new field of spin valleytronics.…”
Section: -36mentioning
confidence: 99%
“…40 While still small, it is sufficient to help demonstrate the quantum spin Hall effect; this effect arises from the existence of a bulk gapped state and gapless conducting edge states at the boundaries, an example of a topological insulator. An interesting proposal is to control the bandgap using an external electric field, [41][42][43] transforming silicene from a topological insulator into a band insulator. Indeed, silicene has been predicted to have an extremely rich phase diagram of topological states with unique quantum states of matter such as a hybrid quantum Hall-quantum anomalous Hall state (the anomalous effect being the well-known quantum Hall effect in the absence of an external magnetic field) and a so-called valley-polarized metal (resulting from electron transfer from a conduction valley to a different hole valley), leading to the new field of spin valleytronics.…”
Section: -36mentioning
confidence: 99%
“…The existence of a Dirac cone results in the gapless excitations with a linear dispersion, which leads to the applications to optoelectronics and transistors in micro-electronics composed of only silicon atoms. Furthermore a graphene-like silicon may exhibit excellent electric properties such as tunable band-gap induced by quantum spin Hall effect and topological modification [11][12][13][14][15][16][17][18][19][20][21]. However, it should be noted that the graphene-like silicon dealt with in these theoretical works are assumed to be ''freestanding'', where the interaction between the substrate and silicon is not fully considered.…”
Section: Introductionmentioning
confidence: 99%
“…In general, the experimental investigations of silicene and other related Dirac materials are somewhat behind the theoretical ones. For example, there exist predictions for the above-mentioned transition from TI to BI [10,15], the sequence of Landau levels [16][17][18] and density of states in an external magnetic field [17,18], the quantum Hall [16] and spin Hall [19] effects, and optical [20][21][22] and magneto-optical [17,18] conductivities.…”
Section: Introductionmentioning
confidence: 99%