A parametric observer-based approach for robust fault detection and isolation in multivariable linear systems with unknown disturbances is proposed.
针对具有未知干扰输入的多变量线性系统，提出一种鲁棒故障检测与分离的完全参数化方法。
A parametric observer-based approach for robust fault detection and isolation in multivariable linear systems with unknown disturbances is proposed.
针对一类具有未知干扰输入的时滞线性系统，提出一种鲁棒故障检测与分离的完全参数化方法。
The problem of minimum_energy optimal control for multivariable linear systems determined by a class of differential operator matrixes is investigated.
考察由一类微分算子阵描述的多变量线性系统的极小能最优控制问题。
A new composite nonlinear output feedback controller is proposed to track the time-varying reference inputs for multivariable linear systems with input saturation.
针对多变量饱和线性系统的时变参考输入跟踪问题，研究了一种组合非线性输出反馈控制器的设计方法。
It is well known, the design methods of an observer for linear multivariable systems are decision method and modeling method.
具有不可测输入的多变量线性系统状态观测器的设计方法有判定法和建模法。
The pulse transfer function matrix of linear discrete-time multivariable systems is often non-diagonal. This shows that there is coupling between the input and output of systems.
线性离散时间多变量系统的脉冲传递矩阵往往不是对角线形的矩阵，这表明系统的输入输出存在耦合。
A new approach to robust LQ optimization design for linear multivariable systems with parametric uncertainties is presented within probabilistic framework.
在概率描述框架下，针对含有参数摄动的线性多变量系统，提出一种新的鲁棒LQ优化设计方法。
Combined identification algorithms for linear multivariable systems.
线性多变量系统的联合辨识算法。
This paper reviews past and recent contributions to stability robustness and optimal performance in analysis and design for linear multivariable structured uncertain systems.
本文回顾了结构不确定性线性多变量系统鲁棒控制的分析与设计中，过去与近来对系统稳定鲁棒和性能优化方面的进展。
This paper discusses the problem of frequency-domain stability for linear multivariable systems when their models can not be obtained precisely.
本文研究线性多变量系统当其模型不能精确获得时的频域稳定性问题。
A design method for Linear multivariable systems of high and low frequency region is introduced in this dissertation.
本文介绍了线性多变量系统分段设计方法——即将多变量系统按高频段和低频段分别设计出相应的子控制器。
In this paper, the structural characterization of linear multivariable time-invariant systems without steady or structurally steady errors are demonstrated in the frequency domain.
本文用频域方法讨论了无静差和结构无静差系统的结构特征。
In this paper, the structural characterization of linear multivariable time-invariant systems without steady or structurally steady errors are demonstrated in the frequency domain.
本文用频域方法讨论了无静差和结构无静差系统的结构特征。
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