Fig. 1: SAC and SH conductivity per layer of monolayer MoS2 as a function of the Fermi energy. | npj Spintronics

Fig. 1: SAC and SH conductivity per layer of monolayer MoS2 as a function of the Fermi energy.

From: Wannier interpolation of spin accumulation coefficient

Fig. 1

a SAC \({\gamma }_{1}={\epsilon }_{\phantom{1a} ij}^{1a}{\gamma }_{sa}^{\phantom{sa} ij}/2\) and b SH conductivity \({\sigma }_{1}={\epsilon }_{\phantom{1a} ij}^{1a}{\sigma }_{sa}^{\phantom{sa} ij}/2\). Errors are defined by \({\max }_{{\epsilon }_{1}\ne 0}| {\gamma }_{sa}^{\phantom{sa} ij}-{\gamma }_{1}|\) etc. Black solid and orange dotted lines correspond to the number of iterations for wannierization = 0 and 1000, respectively. Gray and purple areas represent the band gap and the spin splitting at the K and \({K}^{{\prime} }\) points owing to the Ising SOC, respectively.

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