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首页> 外文期刊>Physical review.B.Condensed matter and materials physics >Revisiting semiconductor band gaps through structural motifs: An Ising model perspective
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Revisiting semiconductor band gaps through structural motifs: An Ising model perspective

机译:通过结构图案重新审视半导体频带间隙:一个ising模型的视角

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摘要

We present an alternative perspective on semiconductor band-gap energies in terms of structural motifs, viewed through the lens of an Ising model as a means of quantifying the corresponding degree of lattice ordering. The validity of the model is demonstrated experimentally first through ZnSnN_2 as an archetype ternary heterovalent semiconductor, in which variation of cation disorder enables the band gap to be tuned from above its equilibrium phase value, through zero, to negative values which correspond to inverted bands. The model is then applied to example binary compounds InN. GaN. and ZnO where anion-cation antisite defects form the basis for structural motifs, and we present experimental evidence that the same range of band-gap tuning is also possible for such materials. The case of alloys is treated by applying a three-spin Potts model to In_xGa_(1-x),N. The Ising model also applies to elemental semiconductors, and is used to explain the wide range of reported values for silicon and nanoporous graphene in the context of vacancy-based structural motifs.
机译:我们在结构基序方面呈现了一种替代的透视半导体带 - 间隙能量,观察通过ising模型的镜头视为量化相应程度的晶格排序的方法。模型的有效性首先通过ZnSN_2作为原型三元异常半导体来证明,其中阳离子障碍的变化使得能够从其平衡相位值,到对应于反相频带的负值的带隙。然后将该模型应用于实施例二元化合物宾馆。甘。和ZnO在其中阴离子阳离子缺陷形成结构基序的基础,并且我们存在实验证据,即这种材料也可以实现相同的带间隙调谐。通过将三分旋泊氏模型应用于IN_XGA_(1-X),N,通过将三分之二的Potts模型进行处理。 ising模型也适用于元素半导体,并且用于在基于空位的结构基序的情况下解释硅和纳米多孔石墨烯的广泛报道的值。

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  • 来源
    《Physical review.B.Condensed matter and materials physics》 |2020年第11期|115202.1-115202.9|共9页
  • 作者单位

    Department of Electrical and Computer Engineering Western Michigan University Kalamazoo Michigan 49008 USA;

    Department of Electrical and Computer Engineering Western Michigan University Kalamazoo Michigan 49008 USA;

    Department of Electrical and Computer Engineering Western Michigan University Kalamazoo Michigan 49008 USA;

    School of Physical and Chemical Sciences University of Canterbury Christchurch 8140 New Zealand;

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