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一维准周期镶嵌模型的扩展态

张彪 张艳阳

科技创新与应用2024,Vol.14Issue(26):32-36,41,6.
科技创新与应用2024,Vol.14Issue(26):32-36,41,6.DOI:10.19981/j.CN23-1581/G3.2024.26.006

一维准周期镶嵌模型的扩展态

张彪 1张艳阳1

作者信息

  • 1. 广州大学 物理与材料科学学院,广州 510006
  • 折叠

摘要

Abstract

Recent theoretical studies have found that there is a mobility edge in the one-dimensional quasi-periodic mosaic model.This paper studies the quantum transport of the model,especially the two-port conductance of the extended state,its trans-port phase diagram,average value and statistical distribution.The conductance of the extended state is not always 1,but there are interference resonance fringes.We explain these interference fringes by the behavior of wave function.The extended state of the model can survive under extremely strong quasi-periodic potential energy.Explain the physical images through the statistical distri-bution of conductance and the comparison with the fractal dimension of wave function.

关键词

准周期镶嵌模型/扩展态/电导/介观输运/量子输运

Key words

quasiperiodic mosaic model/extended state/conductance/mesoscopic transport/quantum transport

分类

数理科学

引用本文复制引用

张彪,张艳阳..一维准周期镶嵌模型的扩展态[J].科技创新与应用,2024,14(26):32-36,41,6.

基金项目

广东省自然科学基金(2023A1515010698) (2023A1515010698)

科技创新与应用

2095-2945

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