首页> 外文期刊>Physical Review, B. Condensed Matter >Independent and correlated composition behavior of material properties: Application to energy band gaps for the Ga alpha In1-alpha P beta As1-beta and Ga alpha In1-alpha P beta Sb gamma As1-beta-gamma alloys
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Independent and correlated composition behavior of material properties: Application to energy band gaps for the Ga alpha In1-alpha P beta As1-beta and Ga alpha In1-alpha P beta Sb gamma As1-beta-gamma alloys

机译:材料特性的独立且相关的组成行为:应用于Ga alpha In1-alpha P beta As1-beta和Ga alpha In1-alpha P beta SbγAs1-β-γ合金的能带隙

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摘要

A correlated function expansion (CFE) is introduced (a) to identify the role of independent and correlated composition variations upon a desired material property, and (b) to provide an efficient means to compute the property throughout the composition space. As an example the contributions of independent and correlated composition behavior upon the principal energy band gaps for the alloys GaalphaIn1-alphaPbetaAs1-beta and GaalphaIn1-alphaPbetaSbgammaAs1-beta-gamma are calculated and analyzed by applying the CFE to the universal tight-binding (UTB) Hamiltonian model of the alloys. The convergence properties of the CFE over the entire composition variable space (alpha,beta,gamma) are examined upon including independent, pair-, and triple-correlated terms. By retaining only independent component contributions in the CFE it was possible to represent the UTB results to better than 90% accuracy for both the alloys GaalphaIn1-alphaPbetaAs1-B and GaalphaIn1-alphaPbetaSbgammaAs1-beta-gamma. Pair composition correlations contributed approximately 5-10 % to the band gaps in both alloys and for GaalphaIn1-alphaPbetaSbgammaAs1-beta-gamma the triple correlations were at the level of similar to 3%. The CFE is a generic tool capable of simplifying efforts at finding desired alloy compositions for material properties. [References: 19]
机译:引入了相关函数扩展(CFE)(a)来识别独立的和相关的成分变化对所需材料特性的作用,以及(b)提供一种有效的方法来计算整个成分空间中的特性。例如,通过将CFE应用于通用紧密结合(UTB),计算并分析了合金GaalphaIn1-alphaPbetaAs1-beta和GaalphaIn1-alphaPbetaSbgammaAs1-beta-γ对独立和相关成分行为对主能带隙的贡献。合金的哈密顿量模型。在包括独立,成对和三重相关项的情况下,检查了CFE在整个成分变量空间(α,β,γ)上的收敛特性。通过在CFE中仅保留独立的成分贡献,有可能将合金GaalphaIn1-alphaPbetaAs1-B和GaalphaIn1-alphaPbetaSbgammaAs1-beta-γ的UTB结果表示为优于90%的精度。配对组成相关对两种合金的带隙贡献约5-10%,对于GaalphaIn1-alphaPbetaSbgammaAs1-beta-γ,三重相关程度接近3%。 CFE是一种通用工具,能够简化寻找所需材料成分以获得材料性能的工作。 [参考:19]

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