以饱和吸收体为分布式系统的激光器分岔序列

L. A. Kotomtseva, A. M. Samson
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引用次数: 0

摘要

基于归一化值系统和无尺寸坐标系,给出了饱和吸收体激光器中行波的半经典方程的研究结果,其中ei, φi和pi, ψi是场和介质极化的幅值和相位,ki是种群的相对反演,i=1为有源介质,i=2为吸收体。常数di和gi决定了种群反转和介质偏振的弛豫速率fi。表征分布损耗,ai、bi和h表示介质极化和反演与场相互作用的效率,wc和wai表示腔和介质的频率。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Successions of Bifurcations in the Laser with a Saturable Absorber as Distributed System
Results of the investigation of the semiclassical equations for the running wave in the laser with a saturable absorber are proposed on the basis of the system for normalized values and sizeless coordinates Here and ei, φi and pi, ψi are the amplitudes and phases of the field and of the polarization of the medium, accordingly, ki is the relative inversion of populations, i=1 for an active medium, i=2 for an absorber. Constants di and gi determine the relaxation rates of the inversion of populations and polarization of the medium, fi. characterizes the distributed losses, ai, bi and h give the efficiency of the interaction of the polarization and inversion of the medium with the field, wc and wai are the frequencies of the cavity and of the medium.
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