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From the sparse to the statistical limit of intramolecular vibrational redistribution in vibrational predissociation: ArCl2 as an example

机译:从稀疏到振动预解离过程中分子内振动再分布的统计极限:以ArCl2为例

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摘要

The dynamics of intramolecular vibrational relaxation (IVR) for ArCl2 are examined for a wide range of vibrational and rotational excitation. In order to describe the IVR more efficiently, and characterize it more quantitatively, we propose a refinement of the traditional Bixon-Jortner description in which the active states are prediagonalized to simplify the coupling scheme that must be considered. This allows for an explicit determination of the average density of states and average coupling strength for each initial excitation. We find that the IVR dynamics proceed from the sparse regime for v = 11, for which the first open dissociation channel corresponds to the loss of two Cl2 quanta, to the intermediate-dense regime for v = 25 which dissociates by the loss of 4 quanta. We find that over this range the increase in the density of states is less important than the increase in the coupling strength. For v = 18 we examine the effect of rotation in considerable detail. Initial states that couple via a manifold of 6000 channels can be considered since the calculation is performed on a parallel computer. The effect of increasing J, the total angular momentum excitation, is found to be less than that of increasing K, the degree of rotation about the van der Waals bond. This means that the main effect is not simply an increase of the available density of states due to Coriolis coupling. Understanding the details of IVR in a relatively simple system like ArCl2 should help us understand the dynamics of more complicated molecules. In particular, the case of ArI2 is discussed. © 1997 American Institute of Physics.
机译:对于大范围的振动和旋转激发,研究了ArCl2的分子内振动弛豫(IVR)动力学。为了更有效地描述IVR,并对其进行更定量地表征,我们提出了对传统Bixon-Jortner描述的改进,其中对有源态进行了对角线化,以简化必须考虑的耦合方案。这允许显式确定每个初始激励的平均状态密度和平均耦合强度。我们发现,IVR动力学从稀疏状态开始,对于v = 11,对于稀疏状态,第一个开放解离通道对应于两个Cl2量子的损失,而对于中等密度状态,对于v = 25,它由于失去4个量子而解离。我们发现,在此范围内,状态密度的增加不如耦合强度的增加重要。对于v = 18,我们将详细研究旋转的影响。由于计算是在并行计算机上执行的,因此可以考虑通过6000个通道的流形耦合的初始状态。发现增加J(总角动量激励)的影响小于增加K(围绕范德华键的旋转度)的影响。这意味着主要的效果不只是由于科里奥利耦合而简单增加了可用态密度。在相对简单的系统(如ArCl2)中了解IVR的细节应有助于我们了解更复杂分子的动力学。特别地,讨论了ArI 2的情况。 ©1997美国物理研究所。

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