首页> 外文会议>SPIE Conference on Optical Processes in Organic Materials and Nanostructures >Effects of molecular charge density polarization on χ~((1)) and χ~((2)):a computational study of 2-methyl-4-nitroaniline (MNA) and 4-(N,N-dimethylamino)-3-acetamidonitrobenzene (DAN)
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Effects of molecular charge density polarization on χ~((1)) and χ~((2)):a computational study of 2-methyl-4-nitroaniline (MNA) and 4-(N,N-dimethylamino)-3-acetamidonitrobenzene (DAN)

机译:分子电荷密度偏振对χ〜((1))和α〜((2))的影响:2-甲基-4-硝基苯胺(MNA)和4-(N,N-二甲基氨基)-3-的计算研究。-3- 乙酰氨基硝基苯(DAN)

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The linear and second-order nonlinear optical susceptibilities of the MNA and DAN organic molecular crystals have been determined using a computationally cheap method, the Rigorous Local Field Theory, which consists in estimating the bulk properties from 1°) the corresponding molecular responses, evaluated using quantum chemistry methods, as well as 2°) the local and dressing electric fields, evaluated using a classical electrostatic interaction scheme. This study has highlighted several conditions for obtaining accurate theoretical results. First, the input molecular geometry should match the main features of the crystal structure. Then, the molecular properties should be evaluated at a correlated level since electron correlation effects are huge for the polarizability (α) and even more for the first hyperpolarizability (β). The recommended approach is to use static MP2 molecular responses together with the multiplicative scheme to describe frequency dispersion. The third important aspect is the impact of the chromophore electron density polarization due to surrounding molecules in the crystal lattice. This effect accounts for an enhancement of ca. 100-200% of β and thus influences strongly the calculated bulk χ~((2)) tensor components.
机译:使用计算廉价的方法,严格的局部场理论确定了MNA和DAN有机分子晶体的线性和二阶非线性光学敏感性,该局部场理论由1°的批量性能估计相应的分子响应,评估使用量子化学方法,以及2°)局部和梳妆台,使用经典的静电相互作用方案评估。本研究强调了获得准确理论结果的若干条件。首先,输入分子几何形状应匹配晶体结构的主要特征。然后,应在相关水平下评估分子特性,因为电子相关效果对于极化性(α)巨大,并且对于第一种超极化性(β)甚至更多。推荐的方法是使用静态MP2分子响应以及乘法方案来描述频率分散。第三个重要方面是发色团电子密度偏振引起的晶格中的周围分子的影响。这种效果占CA的增强。 100-200%的β,因此影响计算的散装△〜((2))张量组分。

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