The compress phenomenon of soliton pulse is also observed.
同时还观察到孤子脉冲压缩现象。
At last this paper outlook the future of soliton communication.
文章最后展望了孤子通信的未来。
The fundamental soliton can be compressed in dispersion-managed fibers.
在色散管理光纤中，基孤子脉冲司以被压缩。
The dispersive waves cause soliton transmission systems to lose energy.
这种辐射波会引起光孤子传输系统的附加损耗。
The perturbation systems of discrete soliton equations are investigated.
研究了离散孤立子方程的扰动系统。
This method should be helpful in solving difficult nonlinear soliton equations.
该方法为求解难度大的非线性孤子方程提供借鉴。
The formation of soliton is the chief problem of realizing soliton communication.
光孤子的产生是实现光孤子通信的首要问题。
Mathematically, dislocations are a type of topological defect, sometimes called a soliton.
数学上，位错属于一种拓扑缺陷，有时称为“孤立子”或“孤子”。
The representative experiment system of telecommunication of optical soliton is introduced.
最后介绍有代表性的光纤孤子通信试验系统。
Once the soliton is established, the magnetic orientation oscillates at more than a billion times a second.
一旦建立了孤波，磁场方向的振动频率高达每秒十亿次以上。
Particularly, the dynamics of soliton periodic distributed amplification system is discussed in detail.
特别地，详细讨论了孤子周期分布放大系统的动力学行为。
As one of the soliton equations, long wave equation takes on profound significance of theory and reality.
长水波方程作为一种孤子方程具有很强的理论和现实意义。
The result shows that in parabolic profile slab, the form of a spatial soliton will become further steep.
结果表明，在折射率为抛物分布的克尔介质平板中，空间孤子的波形将进一步变陡。
The timing-jitter in dispersion-managed soliton system with the Gaussian pulse was studied by two methods.
利用两种方法研究了脉冲形状为高斯型的色散管理孤子系统定时抖动。
The AKNS equation is an important soliton equation and many methods for soliton solutions are verified by it.
AKNS方程是重要的孤子方程，寻找孤立子解的方法往往在该方程上加以验证。
This paper presents a closed ideal solution to the nerve wave equation and also discusses its soliton solution.
本文给出了神经波方程的闭理想解法并且讨论了它的孤立子解。
The every element of influencing timing jitter performance of dispersion-managed soliton (DMS) system is studied.
研究了色散管理孤子(DMS)系统中影响时间抖动性能的各个因素。
The meridian system is a transmission channel of energy and information which can only be transported by a soliton.
指出经络系统是能量和信息的传输通道，且能量与信息在其中只能以孤立子的形式传输。
The phenomena of two dimensional Langmuir soliton were numerically studied through plasma particle simulation method.
本文用等离子体粒子模拟的办法数值研究了二维朗缪尔孤立子现象。
We find that there is an essential difference between mutually-trapping beams and the rigorous vector spatial soliton.
结果发现“互陷”传输的光束与严格意义的矢量空间孤子之间存在本质的不同。
The method of fundamental soliton generation from high order soliton based on Mach-Zehnder interferometer is proposed.
论述了基于马赫-曾德尔干涉仪由高阶孤子产生基态孤子的方法。
Soliton is also a kind of "micro-particle" with lots of unique characteristics, and it has been applied to mangy fields.
孤子也是一种“微观粒子”，有许多独特的性质，在许多科学领域中获得了重要的应用。
Optical soliton transmission is one of the popular research briskest subjects in modern optical communication technology.
当前光通信技术研究中的一个热点课题是光孤子传输。
And new periodic solutions obtained by this method can be reduced to the soliton-typed solutions under the limited condition.
用这种方法得到的新的类周期解在极限条件下可以退化为类孤立波解或类冲击波解。
High efficiency soliton laser produces qualified optical solitons that is important for long distant soliton fiber communications.
高效率的孤子激光器所产生的高质量光孤子能为长途光通信准备良好的初条件。
Then through resolving a key operator equation, we obtain the commutator representation of this hierarchy of the soliton equations.
之后，通过求解一个关键性算子方程，得到此类孤子方程族的换位表。
Optical soliton is the most ideal carriers of information for communication system in optical fibers because of its peculiar character.
光孤子以其独特优点成为光纤通信系统中最理想的信息载体。
It shows that the stochastic dispersion variation connected with frequency affects the frequence and the position of the black soliton.
结果表明：只有与频率有关的随机色散变化对黑孤子的频率和位置产生影响。
Thereby, the application of the theory of soliton perturbations in optical fibre communication has significant scientific research value.
所以，孤子微扰理论在光纤通讯中的应用具有非常重要的科研应用价值。
In this paper fundamental structures, principle, and applications in modern science and technology of several soliton lasers are introduced.
本文介绍了几种常用孤子激光器的结构、原理以及它在现代科学技术方面的应用。
应用推荐