线性离散系统,linear discrete system
1)linear discrete system线性离散系统
1.Structure of radical solution to order coefficient linear discrete system;常系数线性离散系统基本解组的结构
2.By using the existing optimal state estimation theory,the problem of optimal state estimation for two-dimensional (2-D) linear discrete systems has been discussed in this paper.本文利用最优状态估计理论,讨论了二维线性离散系统一般模型(2-DGeneralModel,简称2-DGM)最优状态估计问题。
英文短句/例句

1.Strict Lyapunov Functions for Nonlinear Discrete-Time Systems非线性离散系统的严格Lyapunov函数
2.Reliable Fuzzy Control with Domain Guaranteed Cost for Nonlinear Discrete-time Systems;非线性离散系统的可靠区域保性能模糊控制
3.Robust Performance Analysis for Linear Uncertain Discrete-time Systems;一类不确定参数线性离散系统的鲁棒特性分析
4.A new criterion for stability of discrete-time systems with time-varying state delay具有时变时滞的线性离散系统的稳定性新判据
5.FAST IDENTIFICATION AND ADAPTIVE CONTROL OF LINEAR DISCRETE-TIME SYSTEMS线性离散系统的快速辨识与自适应控制
6.discrete random nonlinear system离散随机非线性系统
7.Global Stabilization for Nonlinear Lipschitz Discrete-time Systems;非线性Lipschitz离散系统的全局可镇定性
8.Adaptive Control of Discrete-time Nonlinear Systems Via Backstepping;离散非线性系统的自适应Backstepping控制
9.H_∞ Control of Discrete-Time Linear Systems with Time-Varying Delays;时变时滞离散线性系统的H_∞控制
10.The Research for Sliding-mode Control of Nonlinear Discrete-time Systems with Time-delay;时滞离散非线性系统的滑模控制研究
11.Adaptive Backstepping Control of MIMO Discrete-time Nonlinear Systems;MIMO离散非线性系统的自适应Backstepping控制
12.Generalized H_2 Control for Discrete-fuzzy Bilinear Systems离散模糊双线性系统的广义H_2控制
13.Quasi-infinite horizon NMPC for nonlinear discrete-time systems非线性离散时间系统的准无限时域NMPC
14.Fuzzy identification for a class of nonlinear discrete-time systems一类非线性离散时间系统的模糊辨识
15.Stabilization of Discrete-time Large-scale Linear Systems under Actuator Saturation by Decentralized Feedback大规模离散线性系统的分散饱和反馈镇定(英文)
16.Simplifying is basis of analysis and design of linear digital control System.在线性离散控制系统分析与设计中,都需要对离散系统进行简化。
17.This paper studies the relationship between the input and output of discrete linear random systems.研究了离散线性随机系统输入与输出间的关系。
18.On Stability of Motion of a Kind of the Nonlinear Time-Varying Discrete Systems一类非线性时变离散时间系统的运动稳定性
相关短句/例句

linear discrete systems线性离散系统
3)discrete time linear system线性离散系统
1.The full order state observers for discrete time linear systems with unknown inputs were considered The necessary and sufficient conditions for the existence of state observers and design procedure were provided To design a disturbance decoupled observer,the state of the observer and output of system are used to estimate state of discrete time linear syste研究了含未知输入的线性离散系统的全阶状态观测器 ,给出了观测器存在的充要条件和设计方法 :设计一个干扰解耦观测器 ,用观测器的状态与系统输出估计线性离散系统的状态。
2.This paper discusses the adaptive control problems of a class of typicaI nonlinearsystems一discrete time linear systems with input nonlinearity.讨论一类典型的非线性系统─—具有输入非线性环节的线性离散系统的自适应控制问题。
3.This paper persents an adaptive control algorithm of discrete time linear systems with multivalued non-linearity.提出了带有多值非线性环节的线性离散系统的自适应控制算法。
4)linear discrete-time systems线性离散系统
1.The problem of the optimal non-fragile guaranteed cost control for uncertain linear discrete-time systems is considered.讨论了一类不确定线性离散系统的最优非脆弱保成本控制问题。
2.In this paper, the parameter identification problem of linear discrete-time systems with bounded disturbances and multi-valued output measuring sensors is investigated.本文研究了输出由多值传感器测量的带有有界干扰的线性离散系统的参数辨识问题,给出了将多参数模型转化为单参数模型的参数解耦控制设计方法和最短解耦输入串的长度计算公式。
5)linear discrete time systems线性离散系统
1.Method of constructing Lyapunov functions for linear discrete time systems;构造用于线性离散系统的李雅谱诺夫函数
6)nonlinear discrete-time systems非线性离散系统
1.Optimal control for a class of nonlinear discrete-time systems:a successive approximation approach;非线性离散系统最优控制——逐次逼近方法
2.Direct adaptive fuzzy control for a class of nonlinear discrete-time systems;一类非线性离散系统的直接自适应模糊控制
3.Feedforward and feedback optimal control for nonlinear discrete-time systems with deterministic disturbances;受扰非线性离散系统的前馈反馈最优控制
延伸阅读

离散时间周期序列的离散傅里叶级数表示   (1)  式中χ((n))N为一离散时间周期序列,其周期为N点,即  式中r为任意整数。X((k))N为频域周期序列,其周期亦为N点,即X(k)=X(k+lN),式中l为任意整数。    从式(1)可导出已知X((k))N求χ((n))N的关系   (2)  式(1)和式(2)称为离散傅里叶级数对。    当离散时间周期序列整体向左移位m时,移位后的序列为χ((n+m))N,如果χ((n))N的离散傅里叶级数(DFS)表示为,则χ((n+m))N的DFS表示为