反常色散锥形微结构光纤中高效率脉冲压缩研究

设计了一种沿光纤轴向线性变化的锥形微结构光纤,该光纤在1.55 μm波长处具有反常色散.利用自适应分步傅里叶方法求解非线性薛定谔方程,对中心波长为1.55 μm、初始脉宽为1 ps的脉冲在锥形微结构光纤中的传输进行了模拟,利用1 m长的锥形微结构光纤实现了光脉冲的高效压缩,获得了压缩因子为56.9、品质因子为27的脉冲压缩效果.从脉冲在光纤中的演化发现,在反常色散区基于非线性渐增、色散渐减的锥形微结构光纤有利于实现脉冲的高效率压缩.与普通非线性光子晶体光纤相比,锥形微结构光纤粗端具有较大的有效模式面积,这     

Study on pulse compression in tapered holey fibres

This paper proposes three kinds of tapered holey fibres with a multi-layer of holes whose pitch of air holes at the end of untapered and tapered are 5.8 μm and 1.8 μm. The central wavelength which locates in the anomalous dispersion region is 1.55 μm. An adaptive split-step Fourier method is numerically used to study the pulse propagation in tapered holey fibres. For the considered convex tapered holey fibre, at a wavelength of 1.55 μm, a compression factor of 136.7 can be achieved by initial width of 800 fs propagation through a length of 0.8 m. It demonstrates that in anomalous dispersion region, pulse can be compressed with the increase of nonlinearity coefficient and the decrease of dispersion coefficient.