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Spectroscopic signatures of bond-breaking internal rotation.II.Rotation-vibration level structure and quantum monodromy in HCP

机译:键断裂内旋的光谱学特征II.HCP中的旋转振动能级结构和量​​子单峰

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The rotation-vibration level structure of ground electronic state HCP is investigated at vibrational energies approaching and exceeding that of the linear CPH saddle point. With respect to energies above the saddle point, we investigate possible spectroscopic manifestations of strong coriolis interactions between the hindered, bond-breaking internal rotation of the hydrogen about the CP core and the rotation of the molecule in the space-fixed axis system. With respect to energies below the saddle point, we provide new interpretations, from quantum and semiclassical points of view, of previously observed anomalously large B (rotational) and g_(22) (energy dependence on the vibrational angular momentum) constants for the large-amplitude pure bending states of HCP (referred to elsewhere as "isomerization" or saddle node states).We also predict similar anomalies in other spectroscopic constants, including the "centrifugal distortion" constant d and the "rotational l-resonance" parameter q_2. These changes in the effective spectroscopic rotation-vibration constants are shown to be a direct consequence of the spherical pendulum topology of the HCP bend/internal rotor system, which is associated with a phenomenon called quantum monodromy, defined as the absence of a smoothly valid set of quantum numbers for all states. Our semiempirical model for the HCP bend/internal rotor mode is derived using principles of semiclassical inversion and provides new insights into the breakdown in the ability of rovibrational effective Hamiltonians to model hihgly vibrationally excited states of HCP.
机译:研究了在接近和超过线性CPH鞍点振动能的情况下,基态HCP的旋转振动能级结构。关于高于鞍点的能量,我们研究了氢围绕CP核的受阻键断裂内旋与分子在空间固定轴系统中的旋转之间强科里奥利相互作用的可能的光谱表现。对于低于鞍点的能量,我们从量子和半经典的观点出发,对先前观察到的大B(旋转)和g_(22)(能量依赖于振动角动量)常数的异常大的常数进行了新的解释。 HCP的纯振幅弯曲状态(在其他地方称为“异构化”或鞍结状态)。我们还预测了其他光谱常数的相似异常,包括“离心变形”常数d和“旋转l共振”参数q_2。有效光谱旋转振动常数的这些变化被证明是HCP弯曲/内部转子系统的球形摆拓扑的直接结果,该拓扑与称为量子单峰的现象相关,该现象被定义为没有光滑有效的集合所有状态的量子数我们使用半经典反演原理推导了HCP弯曲/内部转子模式的半经验模型,并为有效振动的哈密顿量建模HCP的高振动激发态的能力提供了新的见解。

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