光学双稳性的量子随机理论

H. Carmichael, S. Sarkar
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引用次数: 0

摘要

在光学双稳性的早期历史中,量子统计理论引起了相当大的关注。(1)最近,在这一领域的活动较少;也许部分原因是缺乏实验工作,部分原因是对不稳定性和混沌的兴趣日益增加。然而,现在已经证明,非常接近于实现理论理想的实验——环形腔中两能级均匀展宽的原子——可以进行定量精确的实验。(2)此外,光学混沌的重要性日益上升,这是将注意力转向而不是远离量子统计研究的原因,因为有关量子混沌的问题可能会得到解决。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Quantum Stochastic Theory of Optical Bistability
Quantum-statistical theories attracted considerable attention in the early history of optical bistability.(1) More recently, there has been less activity in this area; perhaps due partially to the lack of experimental work, and partially to the increasing interest in instabilities and chaos. It has now been demonstrated, however, that experiments which come very close to realizing the theoretical ideal—two-level homogeneously broadened atoms in a ring cavity— can be performed with quantitative precision. (2) Moreover, the rising importance of optical chaos is reason for directing attention towards, rather than away from, quantum-statistical studies, since there questions concerning quantum chaos might be addressed.
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