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A Gauge Invariant Multiscale Approach to Magnetic Spectroscopies in Condensed Phase: General Three-Layer Model Computational Implementation and Pilot Applications

机译:凝聚态磁谱的量规不变多尺度方法:通用三层模型计算实现和试点应用

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摘要

Analytical equations to calculate second order electric and magnetic properties of a molecular system embedded into a polarizable environment are presented. The treatment is limited to molecules described at the self consistent field (SCF) level of theory, including Hartree–Fock theory as well as Kohn-Sham density functional theory (DFT) and is extended to the Gauge-Including Atomic Orbital method (GIAO). The polarizable embedding is described by means of our already implemented polarizable QM/MM methodology, where the polarization in the MM layer is handled by means of the fluctuating charge (FQ) model. A further layer of description, i.e, the polarizable continuum model, can also be included. The FQ(/PCM) contributions to the properties are derived, with reference to the calculation of the magnetic susceptibility, the NMR shielding tensor, EPR g-tensors and hyperfine couplings.
机译:提出了用于计算嵌入可极化环境中的分子系统的二阶电和磁特性的解析方程。这种处理方法仅限于在自洽场(SCF)理论水平上描述的分子,包括Hartree-Fock理论以及Kohn-Sham密度泛函理论(DFT),并扩展到包括轨距计的原子轨道方法(GIAO) 。通过我们已经实施的可极化QM / MM方法描述可极化嵌入,其中MM层中的极化通过波动电荷(FQ)模型进行处理。也可以包括另一描述层,即可极化连续体模型。参照对磁化率,NMR屏蔽张量,EPR g张量和超精细耦合的计算,得出对性能的FQ(/ PCM)贡献。

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