标题： 绝热稳定圆形状态：理论与实验的比较 显示英文标题

标题： Adiabatic stabilization of a circular state: theory compared to experiment

摘要： 氢原子最初处于5g(m=4)状态，经过90飞秒620纳米波长脉冲后存活的概率，既通过求解时间依赖的薛定谔方程直接积分计算得出，也通过弗洛凯计算得出。这两种方法给出的结果几乎完全一致。对于相同初始状态、脉冲持续时间和波长的一电子氖模型计算出的存活概率，与van Druten等人[Phys. Rev. A 55, 622 (1997)]的实验数据在定量上达成较好的一致。 显示英文摘要

摘要： The probability that an atom of hydrogen, initially in the 5g(m=4) state, survives a 90-fs pulse of 620 nm wavelength is calculated both by direct integration of the time-dependent Schroedinger equation and by a Floquet calculation. The two methods give virtually identical results. The survival probability calculated for a one-electron model of neon, for the same initial state, pulse duration and wavelength, is in fair quantitative agreement with the experimental data of van Druten et al [Phys. Rev. A 55, 622 (1997)].