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arXiv 1105.2189physics.opticscond-mat.mes-hallphysics.atom-phquant-ph

The two-level atom laser: analytical results and the laser transition

Paul Gartner

英文摘要:

The problem of the two-level atom laser is studied analytically. The steady-state solution is expressed as a continued fraction, and allows for accurate approximation by rational functions. Moreover, we show that the abrupt change observed in the pump dependence of the steady-state population is directly connected with the transition to the lasing regime. The condition for a sharp transition to Poissonian statistics is expressed as a scaling limit of vanishing cavity loss and light-matter coupling, $κ\to 0$, $g \to 0$, such that $g^2/κ$ stays finite and $g^2/κ> 2 γ$, where $γ$ is the rate of atomic losses. The same scaling procedure is also shown to describe a similar change to Poisson distribution in the Scully-Lamb laser model too, suggesting that the low-$κ$, low-$g$ asymptotics is of a more general significance for the laser transition.

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