Sub-diffusive electronic states in octagonal tiling
We study the quantum diffusion of charge carriers in octagonal tilings. Our numerical results show a power law decay of the wave-packet spreading, L(t) ∝ tβ, characteristic of critical states in quasicrystals at large time t. For many energies states are sub-diffusive, i.e. β < 0.5, and thus cond...
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Veröffentlicht in: | Journal of physics. Conference series 2017-02, Vol.809 (1), p.12020 |
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description | We study the quantum diffusion of charge carriers in octagonal tilings. Our numerical results show a power law decay of the wave-packet spreading, L(t) ∝ tβ, characteristic of critical states in quasicrystals at large time t. For many energies states are sub-diffusive, i.e. β < 0.5, and thus conductivity increases when the amount of defects (static defects and/or temperature) increases. |
doi_str_mv | 10.1088/1742-6596/809/1/012020 |
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subjects | Current carriers Defects Electron states Physics Quasicrystals Tiling Wave packets |
title | Sub-diffusive electronic states in octagonal tiling |
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