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Statistics and Correlation Properties of Diamagnetic High Rydberg Hydrogen Atom

机译:反磁高里德堡氢原子的统计及相关性质

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The spectra of Rydberg hydrogen atom in magnetic fields have been calculated using linear variational method with B-splines basis functions [Acta Phys. Sin. 55 (2006) 3380]. Based on these calculations we have done some statistics analysis about the high Rydberg energy levels. The nearest-neighbor energy spacing distribution and the 3-statistics have been shown about diamagnetic Rydberg hydrogen atom with the magnetic field being 0.6 T and 6 T. The phenomena of multiply crossing, multiply anti-crossing, and the mixed of crossing and anti-crossing of energy levels have appeared in this paper. For both cases, in range of lower energy, the energy level statistics properties close to Poisson distribution. With the increasing of the energy, the energy level statistics properties are away to Poisson distribution and tend to Wigner distribution step by step.
机译:磁场中Rydberg氢原子的光谱已使用具有B样条基函数的线性变分方法进行了计算。罪。 55(2006)3380]。基于这些计算,我们对高里德堡能级进行了一些统计分析。已经显示了反磁的里德堡氢原子在磁场强度为0.6 T和6 T时的最近邻居能级分布和3-统计量。多重交叉,多重反交叉以及交叉与反交叉的混合现象能量水平的交叉出现在本文中。对于这两种情况,在较低的能量范围内,能级统计属性都接近泊松分布。随着能量的增加,能级统计特性逐渐远离泊松分布,而趋于逐步达到维格纳分布。

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