2020
DOI: 10.1038/s41524-020-00470-9
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Spin–valley Hall phenomena driven by Van Hove singularities in blistered graphene

Abstract: Using first-principles calculations, we investigate the possibility of realizing valley Hall effects (VHE) in blistered graphene sheets. We show that the Van Hove singularities (VHS) induced by structural deformations can give rise to interesting spin–valley Hall phenomena. The broken degeneracy of spin degree of freedom results in spin-filtered VH states and the valley conductivity have a Hall plateau of ±e2/2h, while the blistered structures with time-reversal symmetry show the VHE with the opposite sign of … Show more

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Cited by 5 publications
(2 citation statements)
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“…Since the discovery of graphene by mechanical exfoliation [1,2], significant efforts have been made to study the applications and intrinsic properties of this monolayer. Graphene has high electrical conductivity and carrier mobility [3][4][5][6], a frictionless surface [7], and quantum Hall effects at room temperature [8][9][10]. Despite having all these nontrivial properties, graphene has a zero band gap.…”
Section: Introductionmentioning
confidence: 99%
“…Since the discovery of graphene by mechanical exfoliation [1,2], significant efforts have been made to study the applications and intrinsic properties of this monolayer. Graphene has high electrical conductivity and carrier mobility [3][4][5][6], a frictionless surface [7], and quantum Hall effects at room temperature [8][9][10]. Despite having all these nontrivial properties, graphene has a zero band gap.…”
Section: Introductionmentioning
confidence: 99%
“…The local chirality (whether the vortex whirls clockwise or counter-clockwise) is alternating for neighboring K points, i.e., the spin texture is antichiral. Note that the term antichiral has been recently introduced in the field of skyrmions [84] while a few works have reported the antichiral spin textures in k-space without employ- ing this terminology [47,85,86]. On the other hand, the p321 system exhibits radial spin textures of alternating 'sink' and 'source' around K points.…”
Section: Spin Textures In K-spacementioning
confidence: 99%