The compression ratio of output pulse decreases when considering the influence of higher-order effects.
当考虑高阶效应的影响时，输出脉冲的压缩比减小。
The nonlinear dynamic stability of viscoelastic plates with finite deformations and takingaccount of higher-order shear deformation effects is discussed.
建立了有限变形条件下，粘弹性基础上考虑高阶横向剪切效应粘弹性板的动力学行为的数学模型；
SC generated in anomalous dispersion region of dispersion-shifted fibers by use of compression effects of higher-order soliton is studied.
研究了反常色散位移光纤中高阶孤子压缩效应与平坦sc谱的产生。
On the base of forenamed research, it is proposed to realize the compression of optical pulses by using effects of higher-order dispersion and higher-order nonlinearity in optical fibers.
本文在上述光脉冲压缩技术的基础上，提出了用高阶色散效应和高阶非线性效应来实现光纤中光脉冲的压缩。
Then the effects of higher-order group-velocity dispersion (GVD) on SC generation in different fibers are analyzed and contrasted in details through simulation.
介绍了SC谱的产生机理，并通过数值计算具体分析和比较了各种光纤中高阶群速度色散（GVD）对SC谱产生的影响。
Then the effects of higher-order group-velocity dispersion (GVD) on SC generation in different fibers are analyzed and contrasted in details through simulation.
在群速度色散和自相位调制的共同作用下，可用分步傅里叶方法模拟初始啁啾对高斯脉冲在光纤中传输的影响。
Under the influence of higher-order effects, the interactions between second order solitons in dispersion-shifted fibers are investigated numerically.
本文通过数值计算，对时域上相邻的两个二阶孤子在单模光纤中的传输行为进行了模拟，研究了它们之间的相互作用。
Under the influence of higher-order effects, the interactions between second order solitons in dispersion-shifted fibers are investigated numerically.
本文通过数值计算，对时域上相邻的两个二阶孤子在单模光纤中的传输行为进行了模拟，研究了它们之间的相互作用。
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