Some observations about quantum chemistry software GAUSSIAN

Mohit K. Sharma
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Abstract

In a cosmic object having molecules, kinetic temperature in general is very low; few tens of Kelvin. Thus, one is concerned with the rotational levels in the ground vibrational state and ground electronic state. The rotational and centrifugal distortion constants, electric dipole moment can be used for calculation of energies of rotational levels and radiative transition probabilities (Einstein A-coefficients) for radiative transitions between the levels. We have investigated some molecules where laboratory data are available and for the same molecules we have obtained the data with the help of GAUSSIAN also. We have found that for some molecules, the two sets of data are in good agreement whereas for some molecules, they differ very much. As the laboratory data are the most reliable, one would like to use the GAUSSIAN data only in absence of the laboratory data. Thus, an obvious question arises how to decide the reliability of GAUSSIAN data. We are aware of the fact that the frequencies of spectral lines obtained from the GAUSSIAN data are not as accurate as required by the astronomers. However, the GAUSSIAN data can play important role in getting qualitative results about a molecule. We could not succeed in running the CCSD and CCSD (T) methods for the GAUSSIAN, as the computer program broke down each time during the execution. Therefore, we have employed the functional B3LYP method, i.e., Becke’s three parameter exchange function B3 (Becke1) with Lee, Yang and Parr’s gradient corrected exchangecorrelation functional.2
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关于量子化学高斯软件的一些观察
在有分子的宇宙物体中,运动温度通常很低;几十开尔文。因此,人们关心的是基振态和基电子态的旋转能级。旋转和离心畸变常数、电偶极矩可用于计算旋转能级的能量和能级间辐射跃迁的辐射跃迁概率(爱因斯坦a系数)。我们已经研究了一些有实验室数据的分子,对于同样的分子,我们也利用高斯函数获得了数据。我们发现,对于一些分子,这两组数据非常一致,而对于另一些分子,它们差别很大。由于实验室数据是最可靠的,所以在没有实验室数据的情况下,人们只希望使用高斯数据。因此,一个明显的问题出现了,如何确定高斯数据的可靠性。我们知道,从高斯数据中得到的谱线频率并不像天文学家所要求的那样精确。然而,高斯数据在得到分子的定性结果中起着重要的作用。由于计算机程序在每次执行过程中都会出现故障,我们无法成功地运行高斯函数的CCSD和CCSD (T)方法。因此,我们采用泛函B3LYP方法,即Becke的三参数交换函数B3 (Becke1)与Lee、Yang和Parr的梯度校正交换相关函数
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