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首页> 外文期刊>Vibrational Spectroscopy: An International Journal devoted to Applications of Infrared and Raman Spectroscopy >Calculating the vibrational spectra of molecules: An introduction for experimentalists with contemporary examples
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Calculating the vibrational spectra of molecules: An introduction for experimentalists with contemporary examples

机译:计算分子振动光谱:当代例子的实验主义者介绍

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摘要

The theoretical evaluation of vibrational spectra has,in the past,played a crucial role regarding assignment of vibrational spectra,an aspect that might be largely forgotten.This,however,is actually ever so true today,where despite the presence of data bases of spectra (atlas of spectra) there is still a large number of species including,though certainly not exclusively,less stable species which have spectra lacking appropriate interpretation.In recent years the capabilities to calculate vibrational spectra have greatly improved.In this review the basic various approaches are introduced.For practical use,the use of comparatively simple tools including Hartree-Fock level or standard DFT type calculations often already do a very good job at the comparative level.An important recent development includes the observation that differences between experimental and calculated frequencies are largely due to neglect of anharmonicity rather than the theoretical method employed.Methods to include anharmonicity are becoming available for users.The introduction of methods allowing for periodic calculations,involving full 3D molecular structures,lead to new opportunities and final answers to long-standing issues.A number of examples are provided showing where calculated spectra have provided unique added value to experimental work.
机译:过去,振动光谱的理论评估在于对振动谱的分配发挥了至关重要的作用,这一方面可能很大程度上被遗忘。然而,今天实际上是如此真实,尽管存在谱的数据基础(光谱的地图集)仍然存在大量的物种,但肯定不完全不受稳定的物种,这些物种具有缺乏适当的解释。近年来计算振动谱的能力大大改善。这综述了基本的各种方法介绍。对于实际使用,使用包括Hartree-Fock级别或标准DFT型计算在内的相对简单的工具通常已经在比较级别做得非常好。重要的最近的发展包括观察结果和计算频率之间的差异在很大程度上由于忽视了厌声而不是所用的理论方法。方法包括Anharmonicity正在为用户提供。允许涉及全3D分子结构的定期计算的方法引入,导致了新的机会和最终答案的长期问题。提供了计算的示例的数量,其中计算的谱提供了唯一的附加值。实验工作。

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