Fig. 3: Influence of disorders on the reentrant topological transition. | Communications Physics

Fig. 3: Influence of disorders on the reentrant topological transition.

From: Reentrant topological phases and spin density wave induced by 1D moiré potentials

Fig. 3

Disorder averaged real-space winding number \(\overline{\nu }\) and energy gap \(\overline{\Delta E}\) are plotted as functions of mo under the OBC. Disorder is added on the spin-dependent hopping tj = t + Wj (a), spin-flip hopping tsj = ts + Wj (b), Zeeman potential mzj = mz + Wj (c), and all these three components (d). Other parameters are the same as Fig. 1(c), Wj [ − WW] with W = 0.2, and 20 different disorder realizations are used. Error bars indicate the standard deviation of the sampled data between different disorder realizations.

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