生物分子的非线性振动正态

S. Farantos
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引用次数: 4

摘要

分子的振动谐波法向模,在相对较低的能量下是有效的,接近势能最小值,通过周期轨道扩展到更高的能量,在那里出现了非调和性和自由度的耦合。用多种射击方法对分子势能函数的平衡态(极小态和过渡态)所产生的周期轨道族进行定位,并使其在能量上保持连续性。该方法已在三原子分子中建立,最近已应用于丙氨酸二肽等生物分子。可以追踪与特定构象和非线性振动模式相关的长寿命局部轨迹。考察了水等溶剂对受激非线性正态模的影响。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Non-Linear Vibrational Normal Modes of Biomolecules
The vibrational harmonic normal modes of a molecule, which are valid at relatively low energies close to a potential minimum, are extended by periodic orbits to higher energies where anharmonicity and coupling of the degrees of freedom set in. The families of periodic orbits which emanate from the equilibria (minima and transition states) of a molecular potential energy function are located with multiple shooting methods and they are continued in energy. The method is well established for triatomic molecules, and recently it has been applied to biomolecules such as alanine dipeptide. Long lived localized trajectories associated with specific conformations and non-linear vibrational modes can be traced. The influence of a solvent like water to excited non-linear normal modes is examined.
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