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Lifetimes of atomic Rydberg states by autocorrelation function

机译:自相关函数的原子里德堡态的寿命

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摘要

Study of atomic Rydberg states and their interactions with electromagnetic field is of current interest. These states are pertinent to applications in diverse fields such as astrophysics, plasma physics, space physics...[1]. Knowledge of atomic parameters such as radiative lifetimes and oscillator strengths is often needed. However the calculation of these parameters requires the knowledge of dipole radial matrix elements. Due to difficulties related to the determination of accurate wave function, radial matrix elements are obtained by different approximate methods [2-5]. Furthermore, experimental determination of Rydberg atomic parameters is not systematic [6]. It is worth to note that, the technique of cooling allows accurate determination of highly exited atomic lifetimes [7].
机译:原子里德堡态及其与电磁场的相互作用的研究是当前关注的问题。这些状态与在天体物理学,等离子物理学,空间物理学等各个领域的应用有关[1]。通常需要了解原子参数,例如辐射寿命和振荡器强度。但是,这些参数的计算需要偶极子径向矩阵元素的知识。由于确定精确波函数的困难,通过不同的近似方法获得了径向矩阵元素[2-5]。此外,里德伯格原子参数的实验测定还不是系统性的[6]。值得注意的是,冷却技术可以精确确定高度存在的原子寿命[7]。

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