2020
DOI: 10.1016/j.physleta.2020.126344
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Effect of trigonal warping on the Berry curvature and valley/spin Hall effects in monolayer MoS2

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Cited by 6 publications
(2 citation statements)
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“…15 we show a simplified model in one dimension in reciprocal space to explain the effect of a lateral electric field on the exciton dispersion and polariton polarization. First, we plot the energy dispersion for single carriers at the K and K’ valleys taking into account the trigonal warp effect by considering a two-band k·p model up to third order in the crystal momentum 48 , 49 . For simplicity, we focus on the crystal direction k x , with x being the axis along the zigzag direction of the lattice, where the electric field is applied.…”
Section: Methodsmentioning
confidence: 99%
“…15 we show a simplified model in one dimension in reciprocal space to explain the effect of a lateral electric field on the exciton dispersion and polariton polarization. First, we plot the energy dispersion for single carriers at the K and K’ valleys taking into account the trigonal warp effect by considering a two-band k·p model up to third order in the crystal momentum 48 , 49 . For simplicity, we focus on the crystal direction k x , with x being the axis along the zigzag direction of the lattice, where the electric field is applied.…”
Section: Methodsmentioning
confidence: 99%
“…Therefore, the spin and valley Hall conductance can be tuned by controlling the warping term. [43] On the other hand, the symmetry of our system and Berry curvatures are C 3v when the trigonal warping term is included. Thus, the nonlinear Hall effect in warped TMDC is absent.…”
Section: Berry Curvature and Geometric Tensormentioning
confidence: 95%