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Classical approach to effective rotational energy and bifurcation in rotational dynamics of H2X molecules - art. no. 042502

机译:H2X分子旋转动力学中有效旋转能和分叉的经典方法-艺术。没有。 042502

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摘要

A classical method of effective rotational energy describing the molecular rotation is analyzed from the viewpoint of relative equilibria approach. Explicit formulas for the effective rotational energy up to sixth order in angular-momentum components are derived and compared with the results of quantum approach. The method is applied to get the analytical description of bifurcation in rotational dynamics of H2X molecules without the suggestion of constant bond length. [References: 26]
机译:从相对平衡法的角度分析了描述分子旋转的有效旋转能的经典方法。推导了角动量分量中有效旋转能量至六阶的显式,并将其与量子方法的结果进行了比较。该方法用于获得H2X分子旋转动力学中分叉的解析描述,而无需给出恒定键长的建议。 [参考:26]

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