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Non-orthogonal tight-binding models: Problems and possible remedies for realistic nano-scale devices

机译:非正交紧束缚模型:现实的纳米级设备的问题和可能的补救措施

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摘要

Due to recent improvements in computing power, non-orthogonal tight-binding models have moved beyond their traditional applications in molecular electronics to nanoelectronics. These models are appealing due to their physical chemistry content and the availability of tabulated material parameterizations. There are, however, problems with them, related to their non-orthogonality, which are more serious in nanoelectronic vs molecular applications. First, the non-orthogonal basis leads to an inherent ambiguity in the charge density. More importantly, there are problems with the position matrix in a non-orthogonal basis. The position matrix must be compatible with the underlying translationally symmetric system, which is not guaranteed if it is calculated with explicit wavefunctions. In an orthogonal basis, the only way to guarantee compatibility and gauge invariance is to use diagonal position matrices, but transforming them to a non-orthogonal basis requires major computational effort in a device consisting of 10(3)-10(5) atoms. We study the charge density, position matrix, and optical absorption using a non-orthogonal two-band one-dimensional model, comparing correct and approximate calculations. We find that a typical naive calculation produces highly inaccurate results, while in contrast a first-order orthogonalized basis can represent a reasonable accuracy-efficiency trade-off. Published under license by AIP Publishing.
机译:由于最近在计算能力方面的改进,非正交紧密绑定模型已经从它们在分子电子学中的传统应用转移到了纳米电子学。这些模型因其物理化学成分和列表式材料参数化的可用性而具有吸引力。但是,它们存在与它们的非正交性有关的问题,这在纳米电子学与分子学应用中更为严重。首先,非正交基础导致电荷密度固有的模糊性。更重要的是,位置矩阵在非正交的基础上存在问题。位置矩阵必须与基础平移对称系统兼容,如果使用显式波动函数计算,则无法保证。在正交基础上,保证兼容性和规范不变的唯一方法是使用对角位置矩阵,但是将它们转换为非正交基础需要在由10(3)-10(5)原子组成的设备中进行大量计算。我们使用非正交二维一维模型研究电荷密度,位置矩阵和光吸收,比较正确和近似的计算结果。我们发现典型的朴素计算会产生非常不准确的结果,而相反,一阶正交化的基础可以代表合理的精度-效率的权衡。由AIP Publishing授权发布。

著录项

  • 来源
    《Journal of Applied Physics》 |2019年第14期|144302.1-144302.12|共12页
  • 作者单位

    Univ Alabama, Dept Elect & Comp Engn, Huntsville, AL 35899 USA;

    Purdue Univ, Network Computat Nanotechnol, Sch Elect & Comp Engn, W Lafayette, IN 47907 USA;

    Purdue Univ, Network Computat Nanotechnol, Sch Elect & Comp Engn, W Lafayette, IN 47907 USA;

  • 收录信息 美国《科学引文索引》(SCI);美国《工程索引》(EI);美国《生物学医学文摘》(MEDLINE);
  • 原文格式 PDF
  • 正文语种 eng
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