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We present atomistic band structure calculations revealing a different mechanism than recently surmised via k·p calculations about the evolution of the topological state (TS) in HgTe/CdTe. We show that 2D interface (not 1D edge) TSs are possible. We find that the transitions from a topological insulator at critical HgTe thickness of n=23 ML (62.5 {}) to a normal insulator at smaller n is due to the crossing between two interface-localized states: one derived from the S-like Γ6c and one derived from the P-like Γ₈ᵥ light hole, not because of the crossing of an interface state and an extended quantum well state. These atomistic calculations suggest that a 2D TS can exist in a 2D system, even without truncating its symmetry to 1D, thus explaining the otherwise surprising similarity between the 2D dispersion curves of the TS in HgTe/CdTe with those of the TS in 3D bulk materials such as Bi₂Se₃.
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Luo et al. (2010) studied this question.
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