首页> 外文期刊>The Journal of Chemical Physics >Vibration energy levels of the PH_3, PH_2D, and PHD_2molecules calculatedfrom high order potential energy surface
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Vibration energy levels of the PH_3, PH_2D, and PHD_2molecules calculatedfrom high order potential energy surface

机译:根据高阶势能面计算的PH_3,PH_2D和PHD_2分子的振动能级

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Vibrational energy levels of the PH_3, PH_2D, and PHD_2molecules were calculated from the newextended potential energy surface (PES) determined in this work. The coupled-cluster approach withthe perturbative inclusion of the connected triple excitations CCSD(T) and correlation consistentpolarized valence basis set cc-pV5Z was employed in the ab initio calculations of electronic groundstate energies. The contribution of relativistic effects to the overall electronic energy surface wascomputed using quasirelativistic mass-velocity-Darwin approach. These ab initio points were fittedby a parametrized function with one parameter empirically adjusted. The grid of 11 697 geometricalnuclear configurations covers a large domain of the six dimensional internal coordinate space andwas designed to provide vibration energy levels of phosphine molecule up to 7000 cm ~(-1)above thezero point vibration energy with reasonable accuracy. The analytical representation of the PES wasdetermined through the expansion in symmetry adapted products of nonlinear internal coordinatesfor various orders of analytical expansions up to the tenth order. The dependence of calculatedvibration energy levels on the analytical representation of PES and on the coordinate choice wasstudied. Calculated vibration levels are in very good agreement with observations: The root meansquares deviation between theoretically calculated and observed band centers is 1.4 cm ~(-1)for PH_3,0.4 cm ~(-1)for PH_2D, and 0.6 cm~(-PHD_2.
机译:PH_3,PH_2D和PHD_2分子的振动能级是根据这项工作中确定的新的扩展势能面(PES)计算得出的。在电子基态能量的从头算中采用了耦合簇方法,该方法包含扰动包含所连接的三次激发CCSD(T)和相关一致的极化价基集cc-pV5Z。相对论效应对整个电子能量表面的贡献是使用准相对论质量-速度-达尔文方法计算的。这些从头算起的点通过参数化函数拟合,其中一个参数根据经验进行了调整。由11 697个几何核构型组成的网格覆盖了六维内部坐标空间的大范围,旨在以合理的精度提供高于零点振动能的7000 cm〜(-1)的膦分子振动能级。 PES的解析表示形式是通过非线性内坐标的对称适应乘积的扩展确定的,其中包括各种阶次的分析扩展,直到十阶。研究了所计算出的振动能级对PES分析表示形式和坐标选择的依赖性。计算的振动水平与观察值非常吻合:理论计算的带中心和观察到的带中心之间的均方根偏差为PH_3为1.4 cm〜(-1),PH_2D为0.4 cm〜(-1)和0.6 cm〜(-PHD_2 。

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