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基于经典轨迹的振动光谱模拟:从头算力场校准

Simulations of vibrational spectra from classical trajectories: calibration with ab initio force fields.

作者信息

Hornícek Jan, Kaprálová Petra, Bour Petr

机构信息

Institute of Organic Chemistry and Biochemistry, Academy of Sciences, Flemingovo námestí 2, 16610 Prague 6, Czech Republic.

出版信息

J Chem Phys. 2007 Aug 28;127(8):084502. doi: 10.1063/1.2756837.

Abstract

An algorithm allowing simulating vibrational spectra from classical time-dependent trajectories was applied for infrared absorption, vibrational circular dichroism, Raman, and Raman optical activity of model harmonic systems. The implementation of the theory within the TINKER molecular dynamics (MD) program package was tested with ab initio harmonic force fields in order to determine the feasibility for more extended MD simulations. The results suggest that sufficiently accurate frequencies can be simulated with integration time steps shorter than about 0.5 fs. For a given integration time step, lower vibrational frequencies ( approximately 0-2000 cm(-1)) could be reproduced with a higher accuracy than higher-frequency vibrational modes (e.g., O-H and C-H stretching). In principle, the algorithm also provides correct intensities for ideal systems. In applied simulations, however, the intensity profiles are affected by an unrealistic energy distribution between normal modes and a slow energy relaxation. Additionally, the energy fluctuations may cause weakening of the intensities on average. For ab initio force fields, these obstacles could be overcome by an arbitrary normal mode energy correction. For general MD simulations, averaging of many shorter MD trajectories started with randomly distributed atomic velocities provided the best spectral shapes. alpha-pinene, D-gluconic acid, formaldehyde dimer, and the acetylprolineamide molecule were used in the tests.

摘要

一种允许从经典的含时轨迹模拟振动光谱的算法被应用于模型谐波系统的红外吸收、振动圆二色性、拉曼光谱和拉曼光学活性。在TINKER分子动力学(MD)程序包中使用从头算谐波力场对该理论的实现进行了测试,以确定更扩展的MD模拟的可行性。结果表明,使用短于约0.5 fs的积分时间步长可以模拟出足够准确的频率。对于给定的积分时间步长,较低的振动频率(约0 - 2000 cm⁻¹)比较高频率的振动模式(如O - H和C - H伸缩振动)能以更高的精度再现。原则上,该算法也能为理想系统提供正确的强度。然而,在实际模拟中,强度分布受简正模式之间不切实际的能量分布和缓慢的能量弛豫影响。此外,能量波动可能导致强度平均减弱。对于从头算力场,这些障碍可以通过任意的简正模式能量校正来克服。对于一般的MD模拟,从随机分布的原子速度开始对许多较短的MD轨迹进行平均可得到最佳的光谱形状。测试中使用了α - 蒎烯、D - 葡萄糖酸、甲醛二聚体和乙酰脯氨酰胺分子。

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