1) linear control system
线性控制系统
1.
This paper puts forward four methods for obtaining frequency characteristics of different linear control systems based on the definition of linear system frequency characteristics.
该文从线性系统频率特性的定义出发,针对不同的线性控制系统提出了频率特性的4种求解方法。
2.
We consider the linear control systems x (t) = Ax(t) + Bu(t) (t > 0), x(0) = x0, where A is the generator of an exponentially bounded C-semigroup T(t) in a Hilbert space, B is a bounded operator from Hilbert space 7 to X, the resolvent set of A is not empty and R(C) is dence in X, and obtain that the extended controllability map LB is the unique self-adjoint solution to the Lyapunov equation.
考虑线性控制系统x’(f)=Ax(f)+Bu(t)(t>0),x(0)=x0,这里A是Hilbert空间X中指数稳定的C-半群T(t)的无穷小生成元,B是Hilbert空间Y到X的有界算子,且A的豫解集非空,R(C)在X中稠密时,获得了延拓控制映射LB是李雅普诺夫方程的唯一的自伴解。
2) nonlinear control system
非线性控制系统
1.
Transforming nonlinear control system to special p-normal form without feedbacK;
非线性控制系统无反馈转换为一类p-范式
2.
Local stabilization of nonlinear control systems;
非线性控制系统的局部镇定
3.
Modeling and simulation of nonlinear control system in MATLAB environment;
MATLAB环境下非线性控制系统的建模与仿真
3) nonlinear system control
非线性系统控制
1.
Some princi pal algorithms of predictive control which have great attention in the field of control theory are compared Ro bustness, nonlinear system control, multivariab1e system control,practical problems and multi-function pre dictive controller which work on focus and their future tendency are also deeply discusse
本文简要回顾了预测控制的发展过程，对当前引起控制界广泛重视的几种预测控制算法进行了比较，着重对该领域的热点课题：鲁棒性问题、非线性系统控制、多变量系统控制、实用化问题和综合功能预测控制器的研究现状及发展趋势进行了讨论。
4) nonlinear control systems
非线性控制系统
1.
A new algorithm for computing the linearization of multiple-input nonlinear control systems
一种新的多输入非线性控制系统线性化的计算方法
2.
The problem of robust stabilization for nonlinear control systems with infinite delay is discussed.
讨论具有无穷时滞的非线性控制系统的鲁棒稳定性问题,利用Lozinsk ii矩阵测度和微分不等式,获得了全局指数稳定的充分条件。
3.
Comparison between the direct feedback Iinearization(DFL)theory and the differential geometric feedback linearization theory for nonlinear control systems is presented .
对非线性控制系统的直接反馈线性化（ＤＦＬ） 方法与微分几何反馈线性化方法进行了比较研究。
补充资料：线性控制系统
分子式：
CAS号：
性质：组成控制系统的诸环节(控制对象或执行器等)均具有线性特性，系统可用线性微分方程来描述。
CAS号：
性质：组成控制系统的诸环节(控制对象或执行器等)均具有线性特性，系统可用线性微分方程来描述。
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