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APS -APS March Meeting 2017 - Event - Time-dependent density-functional approach for exciton binding energies

机译:APS -APS 2017年3月会议-活动-激子结合能的时变密度函数方法

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Optical processes in insulators and semiconductors, including excitonic effects, can be described in principle exactly using time-dependent density-functional theory (TDDFT). Ullrich and co-workers adapted the Casida equation formalism for molecular excitations to periodic solids, which allows to obtain in a direct way, exciton binding energies without having to evaluate the response function. However, in this type of calculations the problem always arises from the lack of proper long-range behavior of the exchange correlation kernels in general. From a computational point of view, the kernels that exhibit Coulomb like tails need a special attention in periodic solids.More recently, Sundararaman and Arias developed an original and efficient method based on the Minimum Image Convention (MIC) in which Coulomb type interactions are truncated on Wigner-Seitz super-cells for the calculation of exchange energies of periodic solids. We have implemented this numerical scheme for the direct calculation of exciton binding energies of various small- and large-gap semiconductors, as the earlier mentioned Casida formalism resembles Fock type exchange integrals.
机译:原则上,可以使用时间依赖的密度泛函理论(TDDFT)精确地描述绝缘子和半导体中的光学过程,包括激子效应。乌尔里希(Ullrich)和他的同事们将Casida方程形式学用于分子激发到周期性固体,这使得可以直接获得激子结合能而不必评估响应函数。但是,在这种类型的计算中,问题通常是由于通常缺乏交换相关核的适当的远程行为而引起的。从计算的角度来看,表现出库仑像尾巴的内核在周期性固体中需要特别注意。最近,Sundararaman和Arias根据最小图像约定(MIC)开发了一种新颖且有效的方法,其中将库仑类型的相互作用截断了在Wigner-Seitz超级单元上计算周期性固体的交换能量。我们已经实现了这种数值方案,用于直接计算各种小间隙和大间隙半导体的激子结合能,因为前面提到的Casida形式主义类似于Fock型交换积分。

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