Frequency-weighted model reduction via quasi-Kalman decomposition

Diab M.; Sreeram V.; Liu W.Q.

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Frequency-weighted model reduction via quasi-Kalman decomposition

机译：通过拟卡尔曼分解的频率加权模型归约

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摘要

A frequency-weighted model reduction method based on quasi-Kalman decomposition is proposed for discrete systems. The method is essentially an extension of the technique presented by Lu and Lee (1985) to the frequency weighted case and can handle both single-sided as well as double-sided weights. Two illustrative examples show the effectiveness of the method and results are compared with the method developed by Enns (1984)

机译：提出了一种基于拟卡尔曼分解的频率加权模型约简方法。该方法实质上是Lu和Lee（1985）提出的技术在频率加权情况下的扩展，可以处理单面和双面重量。两个说明性例子说明了该方法的有效性，并将结果与Enns（1984）开发的方法进行了比较。

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《IEEE Transactions on Automatic Control》 |1999年第1期|p.139-144|共6页
作者
Diab M.; Sreeram V.; Liu W.Q.;
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正文语种 eng
中图分类自动化系统;
关键词
Kalman filters; MIMO systems; controllability; discrete time systems; linear systems; matrix algebra; observability; reduced order systems; stability; MIMO systems; SISO systems; controllability; discrete systems; frequency-weighting; linear systems; model reduction; ob;

机译：卡尔曼滤波器;MIMO系统;可控制性;离散时间系统;线性系统;矩阵代数;可观测性;降阶系统;稳定性;MIMO系统;SISO系统;可控制性;离散系统;频率加权;线性系统;模型简化;ob;

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专利

1. Frequency-weighted model reduction via quasi-Kalman decomposition [J] . Diab M., Sreeram V. IEEE Transactions on Automatic Control . 1999,第1期

机译：通过拟卡尔曼分解的频率加权模型归约
2. Model reduction of 2-D separable-denominator transfer functions via quasi-Kalman decomposition [J] . Diab M., Sreeram V. IEE proceedings. Part G . 1998,第1期

机译：通过拟卡尔曼分解对二维可分母传递函数进行模型约简
3. Model reduction of 2-D separable-denominator transfer functions via quasi-Kalman decomposition [J] . M. Diab, V. Sreeram, W.Q. Liu IEE proceedings. Part G . 1998,第1期

机译：通过拟卡尔曼分解对二维可分母传递函数进行模型约简
4. Model reduction of 2-D separable-denominator transfer functions via quasi-Kalman decomposition [C] . Diab, M., Sreeram, . 1997

机译：通过拟卡尔曼分解对二维可分母传递函数进行模型约简
5. Model reduction of large structural dynamic models using proper orthogonal decomposition. [D] . Kumar, Nishant. 2008

机译：使用适当的正交分解对大型结构动力学模型进行模型归约。
6. Modeling the Metabolism of Arabidopsis thaliana: Application of Network Decomposition and Network Reduction in the Context of Petri Nets [O] . Ina Koch, Joachim Nöthen, Enrico Schleiff 2017

机译：模拟拟南芥的代谢：网络分解和网络还原在Petri网中的应用
7. Model Reduction Via a Quasi-Kalman Decomposition [O] . Wu-sheng Lu, E. Bruce Lee 1984

机译：通过拟卡尔曼分解模型简化

Frequency-weighted model reduction via quasi-Kalman decomposition

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