1) saddle node homoclinic orbit
鞍结同宿轨道
1.
The main purpose of this paper is to use numerical analysis methods to study the bifurcation porperties near a saddle node homoclinic orbit, including stationary points, periodic orbits, and hyperbolic homoclinic orbits.
主要采用数值分析的方法研究一个化学反应方程中鞍结同宿轨道附近的分支性质 ,包括平衡点、周期解和双曲同宿轨道等分支现象及其稳定
2) homoclinic orbit
同宿轨道
1.
One of multiple modes of the governing equation was obtained using Galerkin s method to obtain a parametrically excited(caused by temperature) Duffing s oscillator,and the fixed points and homoclinic orbits .
用Galerkin方法将系统简化为参数激励和强迫激励耦合的单模态Duffing振子,得到了系统的不动点和同宿轨道。
2.
In consequence,the homoclinic orbit disappeared,i.
因此横截同宿轨道消失,即受控系统中的混沌运动被镇压。
3.
Based on it,the homoclinic orbits with different parameters at the equilibrium O and P~+ are searched.
选取一个含非线性负电容的三阶自治电路,对其状态方程所描述的向量场的特征空间几何结构进行分析与计算,利用在平衡点的实特征值和电路参数推导出电路状态空间的解析表达式及其有关的重要量,求出电路中存在的同宿轨道及同宿分岔产生的混沌,并给出模拟结果。
3) Homoclinic orbits
同宿轨道
1.
Global attractor and homoclinic orbits for Ginzberg-Landau equations;
Ginzburg-Landau方程的整体吸引子和同宿轨道
2.
Homoclinic Orbits for the Zakharov System and Hirota Equation;
Zakharov方程组与Hirota方程的同宿轨道(英文)
3.
In recent years there have been existence studies on the extensive of homoclinic orbits for nearly dissipative PDEs,which are closely related to chaos.
偏微分方程中与混沌行为密切联系的同宿轨道已被广泛研究,文章用孤子理论中的Darboux变换和Hirota双线性型两种不同方法,分别获得了导数非线性Schr dinger方程和Ginzburg-Landauyau方程同宿轨的解析式。
4) homoclinic and heteroclinic orbit
同宿与异宿轨道
1.
The paper is devoted to the studying of the homoclinic and heteroclinic orbits in a class of planar Hamiltonian systems with parameters and rational singularity.
研究一类含有两个参数和有理奇性平面哈密顿系统的同宿与异宿轨道。
5) homoclinic (heteroclinic) orbit
同宿(异宿)轨道
6) homoclinic-like orbit
类同宿轨道
补充资料：同宿
1.一处住宿，一同住宿。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条