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soliton是什么意思

中文翻译孤[立]子

网络释义

1)soliton,孤[立]子2)soliton(antisolitinitions),孤立子(反孤立子)3)soliton,孤立子4)isolated submodule,孤立子模5)solitons,孤立子6)soliton solution,孤立子解7)internal soliton,内孤立子8)soliton solutions,孤立子解9)KdV solitary waves,KdV孤立子10)NLS solitary waves,NLS孤立子

用法例句

    Characteristic of soliton in martensitic transformation interface;

    马氏体相变界面的孤[立]子特性

    Coherent structure and soliton—An essential paradigm of nonlinear science;

    拟序结构和孤[立]子—非线性科学的实质性范例

    New homoclinic orbits and soliton solutions for the classical Boussinesq equations;

    经典Boussinesq方程的新同宿轨和孤[立]子

    The isolated submodules play important roles in the study of rings and categories of modules.

    本文讨论了环与模范畴中一个重要的子模类—孤[立]子模的一些性质以及它与强不可约子模等之间的一些联系,并引入了强孤[立]子模和局部孤[立]子模的概念,探讨了它们的一系列性质,在第一章中,介绍了模论的发展,模论在代数的发展中所起的重要作用以及素子模,素根和孤[立]子模的发展现状;在第二章中,给出了与本课题有关的重要概念及其结论。

    The research on Hamiltonian integrable systems is one of the most important topics in the theory of solitons.

    由Hamiltonian方程发展而来的Hamiltonian可积系统是现代孤[立]子理论的重要组成部分。

    Firstly,the existence of solitons associated with the ground states is obtained by variational calculus,and then the instability of the solitons is proved according to the result.

    首先利用变分法得出了具基态的孤[立]子的存在性 ,然后根据这个结果和有关定理证明了该孤[立]子的不稳定

    Sufficient conditions for the shorter curve of soliton solutions of KdV equations;

    一类孤[立]子解为短程线的充分条件

    Multi-soliton solution of the Faddeev model;

    Faddeev模型中的多孤[立]子

    Exact travelling wave solutions and concave or convex peaked and smooth soliton solutions of Camassa-Holm equation;

    Camassa-Holm方程的精确行波解及其凹凸尖峰与光滑孤[立]子

    Peaked soliton solutions of shallow water wave equations on nonlinear strength;

    非线性强度下浅水波方程的尖峰孤[立]子

    Some solutions are obtained which include bright soliton solutions,dark soliton solutions,Jacobi elliptic function doubly periodical solutions,triangular solutions,and a new type of soliton solutions by this method.

    将范恩贵教授最近提出的新代数法推广应用到Zakharov方程组,比较方便地得到了新的解析周期解,包括亮孤子解、暗孤子解J、acobi椭圆函数双周期解、三角函数解和一种新形式的孤[立]子解等。

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