1、

An existence and unique of boundary value problem for the almost sturm's hemi-homogeneous regular perturbed system

拟sturm型半齐次正则摄动边值问题解的存在唯一性

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2、

The Nonlinear Singularly Perturbed System for Theory of Combustion

燃烧理论中的非线性奇摄动系统

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3、

invariant torus bifurcations of singular limit cycle for a singularly perturbed system

一类奇摄动系统奇异极限环的不变环面分支

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4、

Theory of contraction-map is applied to the nonlinear difference equations to show that the perturbed system admits almost periodic solutions near a hyperbolic periodic orbit of the unperturbed system if the perturbation is sufficiently small.

将不动点定理运用于非线性的差分方程,得到在扰动充分小时,未扰动系统所存在的双曲周期轨道在干扰下产生概周期解。

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5、

When the inertia constant of the perturbed system is approaching zero, so is the frequency deviance.

当摄动系统的发电机惯性时间常数趋向于零时, 各频率分量也趋向于零.

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6、

We generalize the perturbed system for the case when the origin of system is exponential stable.

主要讨论了一类扰动系统的指数稳定性问题.

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7、

The systems which have some variables with a small parameter ( non-negative) on the time derivative in system state model are named singularly perturbed systems.

如果得到的系统状态模型的部分变量关于时间的导数含有一个小参数(非负),则称此类系统为奇异摄动系统。

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8、
9、

this paper studies chaotic motions in a nonlinear oscillatory system perturbed by external harmonic force and bounded noise excitation.

研究谐和外力与有界噪声激励联合作用下的一类非线性振子的混沌运动。

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10、

Conditionally Stable Dirichlet Problem of Quasilinear Singularly Perturbed Second Order System

条件稳定拟线性二阶方程组的奇摄动Dirichlet问题

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11、

In this paper, necessary and sufficient conditions are found for the stability of a perturbed linear time invariant multivariable system.

本文提出了受扰线性定常多变量系统“鲁棒”稳定性的一个充分和必要条件。

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12、

When the state and input matrices of a multivariable linear time-invariant system are perturbed, the problem of the estimation of pole perturbance of closed-loop system is considered by making use of the theory of branching of solutions of nonlinear equations.

本文利用非线性方程小分枝解的理论,研究多变量定常线性控制系统的状态矩阵与控制矩阵受到摄动时,闭环系统的极点所受到的摄动量的估计问题。

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13、

Stability Analysis to the Earth-Moon System Perturbed by the Sun The results reveal that the stability depends on the motion of the corresponding three body system.

结果表明在太阳扰动下,地月系统绕太阳的椭圆运动是不稳定的,这解决了长期以来悬而未决的一级微扰下太阳系的稳定性问题。

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14、

Hopf bifurcation analysis of power system singularly perturbed ordinary differential model

电力系统奇异摄动模型霍普夫分岔分析

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15、

Optimal Control for Singular Perturbed Nonlinear System

奇摄动非线性系统的最优控制

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16、

Singularly perturbed boundary value problem for the system of nonlinear integral and differential equations

非线性积分微分方程组奇摄动边值问题非线性积分微分方程组的振动性

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