本文应用奇异摄动理论和方法研究了含有分数阶导数的两类奇异摄动问题。
In this paper, We use the singular perturbation theory and method to study the two types of singular perturbation problems with fractional derivative.
根据奇异摄动理论将受控变量分为快变量和慢变量，然后分别对内环和外环进行设计。
The flight state variables are separated into fast and slow variables in terms of perturbation theory.
非奇异摄功和奇异摄动理论在系统科学中的应用，是近几年来国际上出现的一个新的学术分支。
The perturbation theory applied to system science is a developed branch of science in recent years.
本文利用奇异摄动理论的两时间变量展开法，研究了垂直强迫圆柱形容器中的单一水表面驻波模式。
The single standing wave mode in a circular cylinder subjected to a vertical oscillation was studied by employing two-time-scale perturbation expansions.
该柔性臂的控制是依据柔性臂的动力学模型，应用奇异摄动理论，将其分解为慢、快变两个子系统。
This flexible arm control is rests on the flexible arm dynamics model, with the strange perturbation theory, it is diveded into two sub-systems (slow, quick change).
首先，利用奇异摄动理论对再入飞行器状态变量进行两个时间尺度的划分，将系统状态方程分解成两个低维子系统。
Firstly, the state variables of the reentry vehicle are decomposed into two sub-systems of different time scales using the singular perturbation theory.
利用多重时间尺度奇异摄动理论，结合非线性动态逆方法设计了基本姿态控制器，包括快逆回路和慢逆回路两部分。
According to the singularity perturbation theory, dynamic inversion is adopted to design the basic attitude controller including fast inverse loop and slow inverse loop.
针对三维空战，应用强迫奇异摄动理论解决了追逃最优策略无法求解的难题，建立起了三维中距空战的追逃次最优火控模型。
Towards 3 dimension(3D) air combat, forced singular perturbation is used to tackle the problem of pursue-escape strategies and the sub-optimal fire control model is built.
本文利用摄动方法和上下解方法，讨论了一类奇异非线性椭圆边值问题，它具有很好的应用背景和理论意义。
In this paper, a singular nonlinear elliptic boundary value problem which is very important in applied science and pure theory was discussed by the method of perturbation, sub-and super-solution.
本文利用摄动方法和上下解方法，讨论了一类奇异非线性椭圆边值问题，它具有很好的应用背景和理论意义。
In this paper, a singular nonlinear elliptic boundary value problem which is very important in applied science and pure theory was discussed by the method of perturbation, sub-and super-solution.
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