1) general affine nonlinear system
广义仿射非线性系统
1.
Any order approximate series solution of the state equation for general affine nonlinear systems
广义仿射非线性系统状态方程的任意阶近似级数解
2.
In order to analyze general affine nonlinear systems,according to the theory of Taylor series,the state equations are converted to a set of equations for state variation with infinite series expression using the Taylor expansion on control variations and state variations,while the control variations are included in the coefficient of state variations.
为了分析广义仿射非线性系统,对于广义仿射非线性系统状态方程,应用Taylor级数理论,将方程右端先后对控制量及状态量作Taylor展开,使之变为状态量的无穷级数形式,而控制量只出现在状态量各次项的系数中,方程的右端分为状态量的线性项和非线性高次项2部分。
2) affine nonlinear systems
仿射非线性系统
1.
A robust fault detection scheme based on adaptive-fuzzy state observers for affine nonlinear systems is presented,and adaptive-fuzzy systems is adopted to repair nonlinear parts.
针对仿射非线性系统 ,采用自适应模糊系统进行非线性补偿 ,提出了一种基于自适应模糊状态观测器的鲁棒故障检测方法。
2.
In this paper, we prove that invertible dynamic feedback linearizability is equivalent to linearizability by adding integrators for up to 4 dimensional affine nonlinear systems.
本文证明对低于４维的仿射非线性系统，可通过可逆动态状态反馈线性化的系统一定可通过加积分器线性化。
3.
By making of the Taylor expansion,the state equation of affine nonlinear systems is converted to a set of equations for state variation with infinite series expression.
对于仿射非线性系统状态方程,对其右端进行Taylor展开,使之成为状态变量的无穷级数形式。
3) affine nonlinear system
仿射非线性系统
1.
A Study of the Inversion of Affine Nonlinear System with the Multi-Trajectory Method;
引入多轨线方法讨论仿射非线性系统的逆
2.
An affine nonlinear system is one important kind of nonlinear systems and the state feedback linearization method,which emerged in recent years,can control it to achieve good results.
仿射非线性系统是非线性系统的一种重要形式,近年来出现的状态反馈精确线性化方法对其有较好的控制效果。
3.
Fuzzy modeling and control for a class of affine nonlinear systems is studied.
针对一类仿射非线性系统,研究其模糊建模与控制问题。
4) nonlinear affine systems
非线性仿射系统
1.
By exploiting the method of weak control Lyapunov function,a time-vary Sontag-type controller was designed for nonlinear affine systems.
采用弱控制Lyapunov函数方法,对非线性仿射系统进行了时变Sontag型控制器设计。
5) nonlinear singular systems
广义非线性系统
1.
Feedback control of nonlinear singular systems with application to power systems:an inverse system method;
基于逆系统方法的广义非线性系统控制及电力系统应用
2.
Observer design for Lipschitz nonlinear singular systems;
Lipschitz广义非线性系统观测器设计
3.
Periodic boundary value problem for the nonlinear singular systems;
广义非线性系统周期边值问题
6) nonlinear singular systems
非线性广义系统
1.
It is of practical importance to study the structural stability of nonlinear singular systems.
非线性广义系统的结构稳定性的研究有实际意义,基于李亚普诺夫方程,研究了一类非线性广义系统平衡点稳定的问题·用李亚普诺夫方法研究了此类非线性广义系统的结构稳定问题,在此基础上,得到了这类非线性广义系统结构稳定和李亚普诺夫方程的解的关系·最后,给出了这类非线性广义系统结构稳定的充要条件,并且用简单的数值算例说明了定理的可行性
2.
It demonstrates that T-S fuzzy singular systems could approximate to a wide class of nonlinear singular systems with arbitrarily high accuracy.
证明其可以以任意的精度逼近一类广泛存在的非线性广义系统。
补充资料：广义
范围较宽的定义（跟‘狭义’相对）：～的杂文也可以包括小品文在内。
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