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Efficient method for calculations of ro-vibrational states in triatomic molecules near dissociation threshold: Application to ozone

机译:解离阈值附近的三原子分子中旋转振动态的有效计算方法:在臭氧中的应用

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A method for calculations of rotational-vibrational states of triatomic molecules up to dissociation threshold (and scattering resonances above it) is devised, that combines hyper-spherical coordinates, sequential diagonalization-truncation procedure, optimized grid DVR, and complex absorbing potential. Efficiency and accuracy of the method and new code are tested by computing the spectrum of ozone up to dissociation threshold, using two different potential energy surfaces. In both cases good agreement with results of previous studies is obtained for the lower energy states localized in the deep (similar to 10 000 cm(-1)) covalent well. Upper part of the bound state spectrum, within 600 cm(-1) below dissociation threshold, is also computed and is analyzed in detail. It is found that long progressions of symmetric-stretching and bending states (up to 8 and 11 quanta, respectively) survive up to dissociation threshold and even above it, whereas excitations of the asymmetric-stretching overtones couple to the local vibration modes, making assignments difficult. Within 140 cm(-1) below dissociation threshold, large-amplitude vibrational states of a floppy complex O center dot center dot center dot O-2 are formed over the shallow van derWaals plateau. These are assigned using two local modes: the rocking-motion and the dissociative-motion progressions, up to 6 quanta in each, both with frequency similar to 20 cm(-1). Many of these plateau states are mixed with states of the covalent well. Interestingly, excitation of the rocking-motion helps keeping these states localized within the plateau region, by raising the effective barrier. Published by AIP Publishing.
机译:设计了一种计算三原子分子直至解离阈值(及其上方的散射共振)的旋转振动状态的方法,该方法结合了超球形坐标,顺序对角化截断过程,优化的网格DVR和复杂的吸收势。通过使用两个不同的势能面计算直至解离阈值的臭氧光谱,测试了该方法和新代码的效率和准确性。在这两种情况下,对于低能态位于共价深孔(类似于10000 cm(-1))中的低能态,都获得了与先前研究结果的良好一致性。在解离阈值以下600 cm(-1)内的束缚态谱的上部也被计算并进行了详细分析。结果发现,对称拉伸和弯曲状态的长进程(分别达到8和11个量子点)可以存活到解离阈值甚至更高,而非对称拉伸泛音的激发耦合到局部振动模式,从而进行分配难。在解离阈值以下140 cm(-1)内,在浅范德华高原上形成了软复合体O中心点中心点中心点O-2的大振幅振动状态。这些使用两种局部模式分配:摇摆运动和解离运动级数,每个级数最多6个量子,两者的频率均类似于20 cm(-1)。这些高原状态中有许多与共价井的状态混合在一起。有趣的是,摇摆运动的激发通过提高有效屏障,有助于将这些状态保持在高原区域内。由AIP Publishing发布。

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