Analytic solutions for three-state systems with overlapping pulses.
Analytic solutions for three-state systems with overlapping pulses.
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DOI：
10.1103/physreva.42.1522
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发表时间：
1990-08
期刊：
影响因子：
--
通讯作者：
C. E. Carroll;C. E. Carroll;F. T. Hioe;F. T. Hioe
中科院分区：
文献类型：
--
作者：
C. E. Carroll;C. E. Carroll;F. T. Hioe;F. T. Hioe
提出了三态系统的两类解析解，涉及两个不同形状或相似形状但中心移位的重叠激光脉冲。我们发现两个重叠脉冲的到达顺序与从基态转移到第三态的有效性之间存在显着的联系，并且我们发现中间态最大占据概率的显着结果。还演示了这些绝热跟随过程的解析解的方法。
Two classes of analytic solutions for three-state systems involving two overlapping laser pulses of different shapes, or of similar shapes but with their centers displaced, are presented. We find a remarkable connection between the order of arrival of the two overlapping pulses and the effectiveness of transfer from the ground state to the third state, and we find remarkable results for the maximum occupation probability of the intermediate state. The approach of these analytic solutions to the adiabatic-following process is also demonstrated.