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中国物理学会期刊

抽运参数随时间慢变所诱发Laser-Lorenz方程的分岔与光学双稳态

CSTR: 32037.14.aps.48.408

BIFURCATION AND OPTICAL BISTABILITY OF LASER-LORENZ EQUATIONS INDUCED BY A PUMP PARAMETER SLOWLY VARYING WITH TIME

CSTR: 32037.14.aps.48.408
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  • 提出了新的简便的方法研究具有入射信号的半经典Laser-Lorenz方程-由于抽运参数随时间慢变,导致分岔滞后,并诱发暂态的光学双稳态-通过量级平衡和用线性化系统的慢变解作近似,给出了分岔转迁的量级关系和暂态光学双稳态发生的条件,并通过数值计算给出分岔转迁区间和暂态光学双稳态的滞后环-

     

    In this paper,a new and simple method is presented for studying the semi-classical Laser-Lorenz equations with an injected signal-The pump parameter varies slowly with time,thus it induces delayed bifurcation and transient optical bistability-By scale balancing and approximating to the slowly-varying solution by that of the linearilized system, a scaling transition relation and a condition for transient optical bistability are given-The intervals of values of bifurcation and transition,and hysteresis loops of the transient optical bistability are given by numerical analysis-

     

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