【摘 要】
:
氢分子离子是最简单的分子体系,其振转跃迁频率理论上可以用QED 理论精确计算,实验上可实现精密测量,是检验分子QED 理论和确定质子电子质量比的理想体系.目前国际上有多家单
【机 构】
:
中国科学院武汉物理与数学研究所中国科学院武汉物理与数学研究所;DepartmentofPhysics,UniversityofNewBrunswick,Fredericton,NewBrunswick
【出 处】
:
第五届全国计算原子与分子物理学术会议
论文部分内容阅读
氢分子离子是最简单的分子体系,其振转跃迁频率理论上可以用QED 理论精确计算,实验上可实现精密测量,是检验分子QED 理论和确定质子电子质量比的理想体系.目前国际上有多家单位在开展氢分子离子振转跃迁的高精度测量.氢分子离子振转态的动力学极化率的高精度计算对于确定实验测量的光频移和探索新的实验方案有重要的参考价值[1].我们采用Hylleraas 变分法严格计算了氢分子离子的振转能级和振子强度[2],在此基础上,计算氢分子离子低振转态的静电极化率和动力学极化率,并确定振转态之间的幻波长(如果原子分子在外场中两个态响应外场引起的频移相等,对应的外场频率(波长),称为幻波长).
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