Convergence and Asymptotic Behavior of the Solution for a High Intensity Single-Mode Gas Laser in the Form of Continued Fractions
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概要
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It is proved that the continued fractions as the solution of Lamb's semiclassical laser equation are convergent and satisfy the boundary condition required for the convergence of the Fourier expansion of the density matrix. Using the content of the proof the asymptotic behavior of a high intensity single-mode gas laser is investigated. The intensity increases proportionally to the relative excitation asymptotically and the rate of increase is independent of the detuning.
- 社団法人応用物理学会の論文
- 1973-11-05
著者
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Ogura Iwao
Institute Of Industrial Science Umversity Of Tokyo
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Kuroda Kazuo
Institute Of Industrial Science Umversity Of Tokyo
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