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LayerOptics: Microscopic modeling of optical coefficients in layered materials

机译:LayerOptics:分层光学系数的微观建模   物料

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摘要

Theoretical spectroscopy is a powerful tool to describe and predict opticalproperties of materials. While nowadays routinely performed, first-principlescalculations only provide bulk dielectric tensors in Cartesian coordinates.These outputs are hardly comparable with experimental data, which are typicallygiven by macroscopic quantities, crucially depending on the laboratory setup.Even more serious discrepancies can arise for anisotropic materials, e.g.,organic crystals, where off-diagonal elements of the dielectric tensor cansignificantly contribute to the spectral features. Here, we presentLayerOptics, a versatile and user-friendly implementation, based on thesolution of the Maxwell's equations for anisotropic materials, to computeoptical coefficients in anisotropic layered materials. We apply this tool forpost-processing full dielectric tensors of molecular materials, includingexcitonic effects, as computed from many-body perturbation theory using theexciting code. For prototypical examples, ranging from optical to X-rayfrequencies, we show the importance of combining accurate ab initio methods toobtain dielectric tensors, with the solution of the Maxwell's equations tocompute optical coefficients accounting for optical anisotropy of layeredsystems. Good agreement with experimental data supports the potential of ourapproach, in view of achieving microscopic understanding of spectroscopicproperties in complex materials.
机译:理论光谱学是描述和预测材料光学性质的强大工具。如今,按常规进行的第一性原理计算只能提供笛卡尔坐标系中的体介电张量。这些输出值几乎无法与实验数据相比较,后者通常是由宏观量得出的,这在很大程度上取决于实验室的设置。例如,有机晶体,其中介电张量的非对角元素可以显着地贡献光谱特征。在这里,我们基于各向异性材料的麦克斯韦方程组的解决方案,提出了一种通用且用户友好的层光学实现,以计算各向异性层状材料中的光学系数。我们将该工具用于分子材料的全介电张量的后处理,包括激发效应,这是根据多体扰动理论使用激励代码计算得出的。对于从光学到X射线频率的典型示例,我们展示了结合精确的从头算来获得介电张量的重要性,并结合麦克斯韦方程组的解决方案来计算考虑层状系统光学各向异性的光学系数。鉴于对复杂材料的光谱特性有了微观的了解,与实验数据的良好一致性支持了我们方法的潜力。

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