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Minimal Realizations of Transfer-Function Matrices by Means of Matrix Continued Fraction.

机译：基于矩阵连续分数的传递函数矩阵的最小实现。

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摘要

The matrix continued fraction technique is utilized to obtain the minimal realization of a transfer-function matrix with various inputs and outputs. If the ratio of the rank and the order of a square transfer-function matrix is an integer and there are no numerically ill-conditional elements in the matrix, then the matrix Routh algorithm is applied for the minimal realization. A method is also presented to deal with ill-conditional cases.

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作者
Shieh, L. S.; Wei, Y. J.; Yates, R.;
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年度 1975
页码 1-10
总页数 10
原文格式 PDF
正文语种 eng
中图分类工业技术;
关键词
Transfer functions; Matrices(Mathematics); Multivariate analysis; Matrices(Circuits); Input output processing; Algorithms; Continued fractions; Reprints;

机译：传递函数;矩阵（数学）;多变量分析;矩阵（电路）;输入输出处理;算法;连续分数;重印;

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专利

1. Computation of minimal periodic realizations of transfer-function matrices [J] . Varga A. IEEE Transactions on Automatic Control . 2004,第1期

机译：传递函数矩阵的最小周期实现的计算
2. Minimal realisation of transfer-function matrices using the system matrix [J] . Munro N., McLeod R.S. Electrical Engineers, Proceedings of the Institution of . 1971,第9期

机译：使用系统矩阵最小化传递函数矩阵的实现
3. Computational procedure for the minimal realisation of transfer-function matrices [J] . Mayna D.Q. Electrical Engineers, Proceedings of the Institution of . 1968,第9期

机译：传递函数矩阵最小实现的计算过程
4. Computation of minimal periodic realizations of transfer-function matrices [C] . ACC American Control Conference . 2003

机译：传输函数矩阵最小定期实现的计算
5. ZM-MATRICES AND MM-MATRICES (Z-MATRIX, M-MATRIX). [D] . STUART, JEFFREY LYLE. 1986

机译：ZM-MATRICES和MM-MATRICES（Z-MATRIX，M-MATRIX）。
6. Use of a haemostatic matrix (Floseal®) does not reduce blood loss in minimally invasive total knee arthroplasty performed under continued aspirin [O] . Pierre-Emmanuel Schwab, Emmanuel Thienpont 2016

机译：在持续阿司匹林下进行的微创全膝关节置换术中使用止血基质（Floseal®）不会减少失血量
7. Computation of Minimal Periodic Realizations of Transfer-Function Matrices [O] . Andras Varga 2004

机译：传递函数矩阵极小周期实现的计算
8. Some Properties and Applications of Matrix Continued Fraction. [R] . Shieh, L. S., Gaudiano, F. F. 1974

机译：矩阵连续分数的一些性质及应用。

Minimal Realizations of Transfer-Function Matrices by Means of Matrix Continued Fraction.

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