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孤立子     
相关语句
  soliton
     Effect of Axial Vector Mesonf_1(1282) in(πωf_1)Chiral Soliton Model
     轴矢量介子f_1(1282)在(πωf_1)手征孤立子模型中的效应
短句来源
     Effect of Axial Vector Meson f_1(1282) in Chiral Soliton Model ——Large N_C Analysis of f_1 Equation of Motion
     轴矢量介子f_1(1282)在手征孤立子模型中的效应———f_1运动方程的大N_C分析
短句来源
     The Expression of Soliton Solution for Sine-Gordon Equation
     Sine-Gordon方程孤立子解的表达式
短句来源
     From the compatibility of NLS equation and complex MKdV equation to the solutions of three systems of 2+1 dimensional soliton equations
     从NLS方程和复MKdV方程的相容性到三组2+1维孤立子方程的解
短句来源
     A Soliton Solution with Chern Number 2 in the Faddeev Model
     Faddeev模型中陈数为2的孤立子
短句来源
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  solitons
     From U(2) L×U(2) R chiral meson theory, the effect of axial vector meson f 1(1282) on the moment of inertia and the mass splittings of solitons are studied in the model of ( πωf 1).
     从U (2 ) L ×U (2 ) R 手征孤立子模型出发 ,通过(πωf1 )模型考察了轴矢量介子 f1 (1 2 82 )对于孤立子转动惯量和重子多重态质量劈裂的影响。
短句来源
     Solitons and KdV Equation
     孤立子与Kdv方程
短句来源
     Instability of Solitons for a Class of Nonlinear Schrdinger Equations in Three Space Dimensions
     三维空间中一类非线性Schrdinger方程组孤立子的不稳定性
短句来源
     Davydov Solitons
     Davydov孤立子
短句来源
     Polaron Solitons Motion in One-dimensional Molecular Crystals
     一维分子晶体的极化子-孤立子运动
短句来源
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  isolated wave
     Studies of Isolated Wave model of Free Radical Injury from Ionization irradiation
     生物体电离辐射自由基伤害的孤立子模型研究
短句来源
     The Davey-Stewartson equation set is reduced to Lienerd equation first,and then the explicit and exact solutions for these equations,which include exact isolated wave solutions,periodic solutions and exact isolated-type wave solutions,are obtained through solving the Lienard equation.
     通过求解Lienard方程,得到方程的精确解,包括钟型孤立子解、冲击波型孤立子解、周期波解和类孤立子解.
短句来源
  soliton theory
     Baoklund transformation plays an important role in the study of soliton theory.
     孤立子(soliton)的发现是近年来应用数学领域的一项重大进展,Backlund变换在孤立子理论研究中起着重要作用。
短句来源
     If Msm(c) is minimal, we prove that Msm must be flat with index s in a (2m-1)-pseudo-sphere with the same index. We also use techniques from soliton theory to get the correspondence between a kind of flat m-dimensional submanifolds with index s in the (2m-1)-dimensional pseudo-sphere Ns2m-1 and the system I.
     )中的m维不定度量空间形式.若Msm(c)是极小的,我们证明Msm必定是有同一个指标s的2m-1维伪球面中的平坦子流形.我们还用孤立子理论给出了Ns2m-1中平坦的指标为s的子流形与系统之间的对应.
短句来源
     Soliton Theory and Exact Solutions for Nonlinear Evolution Equations
     孤立子理论与非线性发展方程的精确解
短句来源
     Non-linear theory contains three important parts: Fractal, Chaos and Soliton theory.
     非线性理论由三大理论构成:混沌理论、分形理论、孤立子理论,它们是非线性这门学科的理论基础。
短句来源
     Chapter 1 of this dissertation is devoted to introducing the history and development of the soliton theory, the ideas of mathematics mechanization and computer algebra, and some methods seeking exact solutions for the nonlinear evolution equation, such as inverse scattering method, symmetry reduction method, Backlund transformation, Darboux transformation , Hirota bilinear method, Painleve analysis method, AC = BD model, and so on.
     第一章介绍了孤立子理论的历史与发展,数学机械化思想与计算机代数,以及非线性发展方程的若干求解方法,如反散射方法,对称与微分方程约化,Backlund变换和Darboux变换方法,Hirota双线性方法,Painleve奇性分析法,AC=BD框架下的精确求解等。
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  soliton
In this paper, we consider the evolution of a soliton when dissipative loss exists.
      
Soliton solution of nonlinear schr?dinger equation with higher order dispersion terms
      
The exact soliton solutions are given and the relation between this condition and the known results in the literature is also discussed.
      
Soliton solutions of a class of generalized nonlinear schr?dinger equations
      
Soliton solutions of a class of generalized nonlinear evolution equations are discussed analytically and numerically.
      
更多          
  solitons
This is done by using a travelling wave method to formulate one-soliton solution and the finite difference method to the numerical solutions and the interactions between the solitons for the generalized nonlinear Schrodinger equations.
      
This achieved using a traveling wave method to formulate one-soliton solution and the P-R method is employed to the numerical solutions and the interactions between the solitons for the generalized nonlinear systems in 2-space.
      
Parameter region for existence of solitons in generalized KdV equation
      
This paper considers the generalized KdV equation with or without natural boundary conditions and provides a parameter region for solitons and solitary waves, and also modifies a result of Zabusky's.
      
Solitons in relativistic laser-plasma interactions
      
更多          
  isolated wave
It is derived studying the dissemination of magnet sound wave in cold plasma[2], the isolated wave in transmission line[3], and the isolated wave in the boundary surface of the divided layer fluid[4].
      
In the absence of a simple method of the evaluation of wave component interactions, investigations of the wave development must be based on the entire wave system, and cannot be applied to isolated wave components.
      
Extrapolation to the ideal case of a single isolated wave gives Vmax proportional to size.
      
An estimate can be made for the conditions under which the isolated wave train is observed above the ever present background.
      
A Numerical Method for Constructing a Self-Similar Isolated Wave Solution
      
更多          
  soliton theory
An investigation is made of the behavior of the nth harmonic of the periodic solution of the Korteweg-de Vries equation as a function of the index n in the intermediate region which is not usually investigated by soliton theory.
      
Soliton theory for the weakly incommensurate phase of monolayer krypton or graphite
      
Application of Soliton Theory to the Construction of Isometric Immersions of Mn1(c1) ×Mn2(c2) into Constant Curvature Spaces Mn(
      
In this paper, we apply the soliton theory to the case of isometric immersion in differential geometry and obtain a family of isometric immersions from Mn1(c1) ×Mn2(c2) to space forms Mn(c) by introducing 2-parameter loop algebra.
      
Application of Soliton Theory to the Construction of Isometric Immersions of $$
      
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