2) heteroclinic bifurcation
异宿分支
1.
For researching chaotic oscillation in large scale interference power system and enhancing its security,a method to calculate Melnikov was propsed,which analyzed heteroclinic bifurcation of oscillation in nonlinera three-parameter two-generator power system and inferred the condition that Melnikov function have simple zero result.
为了研究大干扰下电力系统中的混沌振荡,提高电力系统的稳定性,分析了非线性三参数二机电力系统振荡的异宿分支,给出了Melnikov函数的计算方法,推导出了Melnikov函数具有简单零点的条件,获得了电力系统发生混沌振荡的锥形参数区域和带形参数区域,从而阐明了二机电力系统产生混沌振荡的机理,得到了定量化的参数条件,为准确判断混沌振荡和提高大偏差状态下电力系统的稳定性提供了计算依据。
4) heteroclinic orbit
异宿轨线
5) heteroclinic orbit
异宿轨
1.
In this paper, the persistence of heteroclinic orbits for a sine-Gordon equation under perturbation is studied.
本文研究了sine-Gordon方程的异宿轨在扰动下的保持性。
2.
Existence of bifurcation points, Hopf bifurcation and homoclinic or heteroclinic orbit bifurcated from singular point is verified.
讨论了三种群区域性生态平衡的一个实例 ,证实了分歧点、Hopf分歧解和分歧同宿轨或异宿轨的存在性 。
6) heteroclinic orbit
异宿轨道
1.
In this paper,the Melnikov function method has been used to analyse the distance between stable manifold and unstable manifold of the soft spring Duffing equation after its heteroclinic orbits rupture as the result of a small perturbation.
在这篇文章中，作者用Ｍｅｌｎｉｋｏｖ函数方法分析了软弹簧型Ｄｕｆｆｉｎｇ方程［１］在摄动下异宿轨道破裂后稳定流形与不稳定流形的相对位置，给出了方程在不同摄动下分支出极限环的条件与极限环的位置
2.
The heteroclinic orbit of a three order nonlinear dynamic systems was obtained through analyzing its stability with no perturbation.
通过对一类三次非线性动力系统在无扰动下的稳定性分析,得出其异宿轨道,利用Melnikov函数求出此非线性动力系统发生混沌运动的条件,并利用数值仿真验证了系统发生混沌运动条件的正确性。
补充资料：宿曜仪轨
【宿曜仪轨】
（书名）一卷，唐一行撰。
（书名）一卷，唐一行撰。
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