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A MODEL STUDY OF QUANTUM DOT POLARIZABILITY CALCULATIONS USING TIME-DEPENDENT DENSITY FUNCTIONAL METHODS

机译:时间相关密度函数法的量子点极化率计算模型研究

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摘要

We compare two time-dependent methods (time-dependent Hartree and time-dependent density functional methods) with a time-independent density functional method for the calculation of the frequency dependent polarizability and resulting absorption spectrum of two interacting quantum confined particles (quantum dots). The system is examined within the dipole approximation and the methods are evaluated in terms of the optical absorption spectrum. The spectral noise generated by time-dependent methods is a sensitive measure of the degree of broken correlation between the quantum degrees of freedom and the time-dependent density functional method may help to quantify the efficacy of correlation-exchange potentials that are used in density functional models. With respect to the quantum confinement issue, we find that increasing the interaction energy between nearest neighbor quantum dot sites represented in our model tends to shift absorption intensity to higher energy transitions. (C) 1997 American Institute of Physics. [References: 65]
机译:我们将两种时间相关的方法(时间相关的Hartree和时间相关的密度泛函方法)与时间无关的密度泛函方法进行了比较,以计算两个相互作用的量子约束粒子(量子点)的频率相关的极化率和吸收光谱。在偶极近似内检查系统,并根据光吸收光谱评估方法。时间相关方法产生的频谱噪声是对量子自由度之间相关性打破程度的敏感度量,而时间相关密度函数方法可能有助于量化在密度函数中使用的相关交换势的功效楷模。关于量子约束问题,我们发现增加模型中表示的最邻近的量子点之间的相互作用能会倾向于将吸收强度转移到更高的能量跃迁。 (C)1997美国物理研究所。 [参考:65]

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