soliton wave

Soliton wave is a travelling wave resulting from nonlinear interaction .

孤子波（Solitonwave）是一类由于非线性作用引起的行波，它在运动过程中形状保持不变。

Study on soliton wave solutions of nonlinear wave equation with a new method

构造非线性波动方程孤波解的一种新方法

Parametric transform method derived soliton wave equation and soliton solution

参量变换法导出孤波方程及孤子解

The Quantum Analysis of Soliton Wave of Protein Molecular from Ionization Irradiation

电离辐射对蛋白质分子作用的量子孤波分析

New soliton wave solutions of the generalized Davey-Stewartson equations

广义Davey-Stewartson方程的新孤波解

Some new soliton wave solutions for ( 2 + 1 ) - dimensional Broer-Kaup equations

高阶（2+1）维BroerKaup方程的孤波解

In this paper , the nonlinear dynamics feature of soliton wave in protein molecular have been studied by means of the quantum theory .

本文运用量子力学方法对蛋白质分子中孤波传播的非线性动力学特征进行了探讨。

In this pater , using parametric transform method direct derive soliton wave equation of loss optical fibers and elementary soliton solution .

本文用参量变换法直接导出了有耗光纤的孤波方程及其基态孤子解。

By means of the improved double functions method , many kinds of exact travelling wave solutions for a class of nonlinear evolution equations are obtained , which contain soliton wave solutions and periodic solutions .

使用改进的双函数法，获得了一类非线性发展方程组的多组精确行波解，其中包括孤波解和周期解。

By constructing auxiliary functions and ordinary differential equations , we have obtained some new exact traveling wave solutions of the nonlinear coupled KdV equations which include soliton wave solutions and periodic solutions .

利用构造辅助函数和辅助常微分方程组的方法，给出了非线性耦合KdV方程的某些新的精确行波解，其中包括孤波解和周期解。

It shows that x component of velocity , density and voltage of ion acoustic wave have soliton wave solutions , even though dispersion presents along the vertical direction , but the velocity components never present soliton wave structures along the other vertical directions .

结果表明，离子声波沿轴方向的速度分量、密度和电位势，在垂直方向有色散的情况下，仍然有孤立波解出现，但其它2个垂直方向的速度分量不会出现孤波结构。

Envelope soliton of stress wave on wall of a fluid - filled circular tube

充满流体的圆形管道上应力波包络孤子

In nonlinear physical systems , soliton and rogue wave are well-known localized waves .

在非线性物理系统中，孤子、怪波是两种常见的非线性局域波。

The numerical simulation results have confirmed the existence of this soliton like electromagnetic wave . After considering the finite aperture of Bessel beam and the high order dispersion , the diffraction free and dispersion free propagation can only be achieved in a finite distance .

数值模拟的结果表明，由于超短脉冲贝塞尔光束的无衍射无色散传输距离受到高阶色散效应和贝塞尔光束空间受限两方面的限制，无衍射无色散传输只能在有限距离内近似实现。

It is concluded that the fission of the internal tides on the slope is one of the dominant generating mechanisms of internal soliton packets ( or wave train ) on the shelf under real ocean conditions .

这表明在实际海洋条件下，深海区内潮的分裂是陆架上海洋内孤立子波包（或波列）生成的主要机制之一。

The bright , dark and grey soliton solutions for optical wave evolution equations are presented in photorefractive polymer under a steady-state condition . The polarization property of these different soliton states and the dependence of the width of these polymeric solitons on external bias field are discussed in detail .

给出了稳态情况下光折变聚合物中光波演化方程的亮、暗及灰孤子解，并讨论了不同孤子态的偏振特性及孤子宽度与外加电场的关系。

The soliton perturbation makes actually the height , width and velocity of the soliton wave changed slowly on time and space .

孤子微扰的实质是使孤立波的波形高度，波形宽度和波的传播速度随时间和空间发生缓慢的变化。