矢量孤子存储与三脉冲面积定理
Vector-soliton storage and three-pulse-area theorem
摘要：
本文提出了一种快速控制、操纵和恢复存储在四能级原子系统基态相干态中的强矢量孤子的方法。此外，我们显示的重要性，脉冲面积在确定系统的演变，并提出了一个常数的演变定义为三脉冲区，一个令人惊讶的扩展到以前定义的脉冲区。
英文摘要：
In the present manuscript, we present a high-speed method to control, manipulate and retrieve an intense vector soliton stored in the ground state coherences of a four-level atomic system. Additionally, we show the importance of the pulse area in determining the evolution of the system and present a constant in the evolution defined as the three-pulse area, a surprising extension to previously defined pulse areas.
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