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A tight-binding analysis of the electronic properties of III-nitride semiconductors

机译:Ⅲ族氮化物半导体的电子特性的紧密结合分析

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摘要

This thesis divides into two distinct parts, both of which are underpinned by the tight-binding model. The first part covers our implementation of the tight-binding model in conjunction with the Berry phase theory of electronic polarisation to probe the atomistic origins of spontaneous polarisation and piezoelectricity as well as attempting to accurately calculate the values and coefficients associated with these phenomena. We first develop an analytic model for the polarisation of a one-dimensional linear chain of atoms. We compare the zincblende and ideal wurtzite structures in terms of effective charges, spontaneous polarisation and piezoelectric coefficients, within a first nearest neighbour tight-binding model. We further compare these to real wurtzite structures and conclude that accurate quantitative results are beyond the scope of this model but qualitative trends can still be described. The second part of this thesis deals with implementing the tight-binding model to investigate the effect of local alloy fluctuations in bulk AlGaN alloys and InGaN quantum wells. We calculate the band gap evolution of Al1_xGaxN across the full composition range and compare it to experiment as well as fitting bowing parameters to the band gap as well as to the conduction band and valence band edges. We also investigate the wavefunction character of the valence band edge to determine the composition at which the optical polarisation switches in Al1_xGaxN alloys. Finally, we examine electron and hole localisation in InGaN quantum wells. We show how the built-in field localises the carriers along the c-axis and how local alloy fluctuations strongly localise the highest hole states in the c-plane, while the electrons remain delocalised in the c-plane. We show how this localisation affects the charge density overlap and also investigate the effect of well width fluctuations on the localisation of the electrons.
机译:本文分为两个不同的部分,这两个部分均由紧密绑定模型支持。第一部分介绍了紧密绑定模型的实现,结合了电子极化的Berry相理论,以探究自发极化和压电性的原子起源,并试图准确计算与这些现象相关的值和系数。我们首先建立一维原子线性链极化的解析模型。我们在第一个最近邻紧密结合模型中,根据有效电荷,自发极化和压电系数比较了闪锌矿和理想纤锌矿结构。我们进一步将它们与实际纤锌矿结构进行比较,得出结论,准确的定量结果超出了该模型的范围,但仍可以描述定性趋势。本文的第二部分涉及实现紧密结合模型,以研究局部AlGaN合金和InGaN量子阱中局部合金涨落的影响。我们计算了Al1_xGaxN在整个组成范围内的带隙演化,并将其与实验进行比较,并将弯曲参数拟合到带隙以及导带和价带边缘。我们还研究了价带边缘的波函数特性,以确定Al1_xGaxN合金中光偏振转换的组成。最后,我们研究了InGaN量子阱中的电子和空穴定位。我们展示了内置场如何沿c轴定位载流子,以及局部合金波动如何强烈地使c平面中的最高空穴状态局部化,而电子仍保持在c平面中的离域化。我们展示了这种局部化如何影响电荷密度的重叠,还研究了井宽波动对电子局部化的影响。

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    Coughlan Conor Terence;

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  • 年度 2016
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