首页> 外文期刊>The Journal of Chemical Physics >DIATOMICS-IN-MOLECULES DESCRIPTION OF THE RG-HAL(2) RARE GAS HALOGEN VAN DER WAALS COMPLEXES WITH APPLICATIONS TO HE-CL-2
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DIATOMICS-IN-MOLECULES DESCRIPTION OF THE RG-HAL(2) RARE GAS HALOGEN VAN DER WAALS COMPLEXES WITH APPLICATIONS TO HE-CL-2

机译:RG-HAL(2)稀有气体卤代烷范德华络合物的分子动力学描述及其在HE-CL-2中的应用

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The diatomics-in-molecules (DLM) technique is applied for a description of the low-lying states of the Rg-Hal(2) van der Waals complexes correlating with the lowest states of constituent atoms Rg(S-1) + Hal(P-2(j)) + Hal(P-2(j')). The important feature of this approach is the construction of polyatomic basis functions as products of the Hal(2) diatomic eigenstates classified within the Hund ''c'' scheme and the atomic rare gas wave function. Necessary transformations to the other basis set representations are described, and finally all the matrix elements are expressed in terms of nonrelativistic adiabatic energies of Hal(2) and Rg Hal fragments and spin-orbit splitting constant of the halogen atom. Our main concern is to test the DIM-based approximations of different revels taking the He-Cl-2 system as an example. Namely, we have compared the results obtained within a hierarchy of approaches: (1) the simplest pairwise potential scheme as a far extreme of the DIM model, (2) the same as (1) but with the different components (Sigma and Pi) for He-Cl interaction, (3) the accurate DWI technique without spin-orbit terms, and (4) the highest level which takes into account all these contributions. The results have been compared to the other DIM Like models as well. The shapes of two-dimensional potential surfaces for the ground (X) and excited (B) states of HeCl2, binding energies D-e with respect to He + Cl-2, stretching and bending vibrational frequencies of the complex, binding energies D-0, and spectral shifts for the B <-- X transition are discussed. (C) 1997 American Institute of Physics. [References: 29]
机译:分子双原子(DLM)技术用于描述Rg-Hal(2)van der Waals配合物的低态与组成原子Rg(S-1)+ Hal( P-2(j))+ Hal(P-2(j'))。这种方法的重要特征是,作为Hund(c)方案中分类的Hal(2)双原子本征态与原子稀有气体波函数的乘积,构造了多原子基础函数。描述了对其他基集表示形式的必要转换,最后,所有矩阵元素均根据Hal(2)和Rg Hal片段的非相对论绝热能以及卤素原子的自旋轨道分裂常数表示。我们的主要关注点是以He-Cl-2系统为例,测试不同转速的基于DIM的近似值。即,我们已经比较了在方法层次结构中获得的结果:(1)最简单的成对势方案是DIM模型的极端,(2)与(1)相同,但具有不同的组成部分(Sigma和Pi)对于He-Cl相互作用,(3)没有自旋轨道项的准确DWI技术,(4)考虑所有这些贡献的最高水平。还将结果与其他DIM Like模型进行了比较。 HeCl2的基态(X)和激发态(B)的二维势能面的形状,相对于He + Cl-2的结合能De,复合物的拉伸和弯曲振动频率,结合能D-0,讨论了B <-X跃迁的光谱位移。 (C)1997美国物理研究所。 [参考:29]

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