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General formulation of vibronic spectroscopy in internal coordinates

机译:内部坐标中的振动光谱的一般公式

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摘要

Our general platform integrating time-independent and time-dependent evaluations of vibronic effects at the harmonic level for different kinds of absorption and emission one-photon, conventional and chiral spectroscopies has been extended to support various sets of internal coordinates. Thanks to the implementation of analytical first and second derivatives of different internal coordinates with respect to cartesian ones, both vertical and adiabatic models are available, with the inclusion of mode mixing and, possibly, Herzberg-Teller contributions. Furthermore, all supported non-redundant sets of coordinates are built from a fully automatized algorithm using only a primitive redundant set derived from a bond order-based molecular topology. Together with conventional stretching, bending and torsion coordinates, the availability of additional coordinates (including linear and out-of-plane bendings) allows a proper treatment of specific systems, including, for instance, inter-molecular hydrogen bridges.A number of case studies are analysed, showing that cartesian and internal coordinates are nearly equivalent for semi-rigid systems not experiencing significant geometry distortions between initial and final electronic states. At variance, delocalized (possibly weighted) internal coordinates become much more effective than their cartesian counterparts for flexible systems and/or in the presence of significant geometry distortions accompanying electronic transitions.
机译:我们的通用平台集成了谐波级别的时间无关和时间相关的振动效应,以评估不同种类的吸收和发射单光子光谱,常规光谱和手性光谱,从而支持各种内部坐标。由于实施了相对于笛卡尔坐标的不同内部坐标的解析一阶和二阶导数,因此可以使用垂直模型和绝热模型,其中包括模式混合以及可能的Herzberg-Teller贡献。此外,所有支持的非冗余坐标集都是通过完全自动化的算法构建的,仅使用从基于键序的分子拓扑结构中得出的原始冗余集即可。与常规的拉伸,弯曲和扭转坐标一起使用,还可以使用其他坐标(包括线性和平面外的弯曲)来对特定系统进行适当的处​​理,例如分子间氢桥。分析表明,对于在初始电子状态和最终电子状态之间未经历明显几何变形的半刚性系统,直角坐标和内部坐标几乎相等。在方差方面,对于灵活的系统和/或在存在伴随电子转换的明显几何变形的情况下,与(笛卡尔)对应坐标相比,离域(可能加权)的内部坐标变得更加有效。

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