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Home > english-chinese > "nonlinear schrodinger equation" in Chinese

Chinese translation for "nonlinear schrodinger equation"

非线性薛定谔方程

Related Translations:
nonlinear optics:  非线性光学
nonlinear birefringence:  非线性双折射
nonlinear correlation:  非线性相关
nonlinear functions:  非线性函数
nonlinear dependence:  非线性关非线性相关
nonlinear solver:  非线性求解器
nonlinear corrections:  非线性改正
nonlinear generator:  非线性发生器
nonlinear material:  非线性材料
Example Sentences:
1.A note on multiple positive solutions for a nonlinear schrodinger equation
方程多重正解的一个注记
2.Global solution in even - dimensional space for a class of nonlinear schrodinger equations
一类非线性方程解的渐近稳定性
3.Discussion on the choice of the fourier transformation form in numerical solutions of nonlinear schrodinger equation
非线性薛定谔方程数值解法中傅立叶正逆变换选取的讨论
4.The two - dimensional nonlinear schrodinger equation with weakly damped that possesses a global attractor is considered
本文考虑具有整体吸引子的带弱阻尼的二维非线性schr ( ? ) dinger方程。
5.In this thesis we consider the homoclinic orbits for the perturbed quintic and derivative nonlinear schrodinger equations with periodic boundary conditions
本文主要研究具五次和导数项的非线性schr (
6.Because the gross - pitaevskii equa - tion , which describes bose - einstein condensation by mean - field theory , is a nonlinear schrodinger equation
由于平均场理论导致的描述玻色-爱因斯坦凝聚的gp方程是一个非线性schr (
7.The quintic and derivative nonlinear schrodinger equations has a extensive applications in various physical areas and can be considered the perturbation of the nls equation
具五次和导数项的非线性schr ( ? ) dinger方程具有广泛的物理应用背景,可视为非线性schr (
8.Second , for the coupled nonlinear schrodinger equations , adopted the method of integral estimate , we prove that the condition of the existence for the solutions are : m = const > 0
耦合非线性schr ( ? ) dinger方程组,若满足如下条件:为实值函数,且则方程组解存在; 3
9.In this paper , the evolution of two co - propagating optical beams in parallel , governed by the nonlocal nonlinear schrodinger equation ( nnlse ) , is discussed in nonlocal kerr media
本论文研究了在强非局域克尔介质中平行入射、共同传输的两高斯光束的演化规律。光束在非局域非线性介质中的传输满足非局域非线性薛定鄂方程( nnlse ) 。
10.Further they are the near integrable systems . in chapter 1 , we briefly introduce the near integrable systems , and give the background in physics and the developments in mathematics for the quintic and derivative nonlinear schrodinger equations
在第一章绪论中,我们简要介绍了近可积系统的相关内容,给出了具五次和导数项的非线性schr (
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