摘要
由光束在非线性介质中传输所满足的近轴波方程 ,应用 Bespalov-Talanov( BT)理论 ,导出了光束在两种介质中传输时 ,小尺度不稳定增长所遵循的微分方程。通过对比分析介质的增益和损耗对高功率激光的小尺度自聚焦行为的不同影响 ,得出了截止频率、最快增长频率、纹波的积分指数增益等特性随各参量的变化 ,求得了最大和最小的纹波增长的距离 ,以及介质的增益和损耗特性对成丝距离的影响。
The differential equation followed by increase of small scale instability in both of gain and loss media is obtained from the nonlinear wave equation based on Bespalov-Talanov theory. A comparison of different properties of small-scale self-focusing intense laser in two media was analyzed. Variations of cutoff spatial frequency, the fastest growing frequency, integral exponential gain of perturbation with different parameters were specified. Two expressions of maximal and minimal distance of ripple increase are obtained and the effect of gain and loss on filaments forming distance is deduced.
出处
《强激光与粒子束》
EI
CAS
CSCD
北大核心
2002年第2期161-164,共4页
High Power Laser and Particle Beams
基金
国防重点实验室预研基金资助课题 ( 0 0 JS77.9.1.JW1911)
