摘要
将准孤子解代入再生锁模激光系统的主方程,推导出脉冲参量的三个自治微分方程.求解了无啁啾和有啁啾两种情况下系统的定态解,并分析了其稳定性.研究表明,系统的定态输出随系统的调制深度或调制频率、群速色散或自相位调制等参量值的变化而变化.因此,通过调制系统的参量可以控制激光系统的定态输出.
Three autonomous equations for pulse parameters were deduced by substituting quasi-soliton solution to the master equation of regenerative mode locking lasers. The steady-state solutions without and with chirp were derived and their stability was analyzed by the method of linear stability analysis. The results show that the evolution of the steady-state output parameters of the system varies with the values of modulation parameters, group velocity dispersion and self phase modulation. Thus the steadystate output can be controlled by adjusting the modulation parameters in the system.
出处
《物理学报》
SCIE
EI
CAS
CSCD
北大核心
2007年第12期6989-6993,共5页
Acta Physica Sinica
基金
国家自然科学基金(批准号:10774034
10674034)资助的课题.~~
关键词
再生锁模激光系统
线性稳定性分析
罗斯-霍维茨判据
定态输出及其稳定性
regeneratively mode locking laser, linear stability analysis, theorem of Routh and Hurwitz, steady-state output and its stability