Extreme Value Characteristic of Dispersion Period Lengths on Dispersion Management Soliton in TIRPCF under Compton Scattering

Yao-fu Heng, Xiao-fei Hao, D. Hao
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引用次数: 0

Abstract

Using the dispersion management soliton concept and inelastic collision model between an electron and a multi-photon group the extreme value characteristic of the dispersion period lengths in the total internal reflective photonic crystal fiber TIRPCF under multiphoton nonlinear Compton scattering. The result shows that there is a multi-extreme value system between the coupling pulse propagation distance and disturbance period and there is a better propagation passage to every extreme value. When the disturbance period is 0.2 the soliton propagation intensity is weaker and its scattering probability is littler. Along with the increasing of the propagation distance the scattering probability are increased. When the disturbance period is 0.4 the propagation passages of the soliton are thebest. Keywordsdispersion-managed soliton period disturbance many extreme values Compton scattering
康普顿散射下TIRPCF中色散管理孤子色散周期长度的极值特性
利用色散管理孤子概念和电子与多光子群之间的非弹性碰撞模型,研究了全内反射光子晶体光纤在多光子非线性康普顿散射作用下色散周期长度的极值特性。结果表明,耦合脉冲传播距离与扰动周期之间存在多极值系统,每个极值处都有一条较好的传播通道。当扰动周期为0.2时,孤子的传播强度较弱,散射概率较小。随着传播距离的增加,散射概率增大。当扰动周期为0.4时,孤子的传播孔道最好。色散管理孤子周期扰动多极值康普顿散射
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