Multivariable design problem reduction to scalar design problems

Brian Anderson; N. T. Hung

Multivariable design problem reduction to scalar design problems

School of Engineering

Research output: Chapter in Book/Report/Conference proceeding › Chapter › peer-review

Abstract

The paper studies the problem of determining for a square multivariable plant, a precompensator with possinly a postcompensator, such that the compensated plant transfer function matrix is diagonal or triagonal. The compensators are restricted to being stable and proper, their determinants have no right half plane zeros, and in some cases the compensators have proper inverses. If desired, compensator zeros and poles can be concentrated in a more restricted region than Re[s] < 0.

Original language	English
Title of host publication	Alternatives for Linear Multivariable Control
Editors	M. K. Sain, J. L. Peczkowski, J. L. Melsa
Publisher	National Engineering Consortium
Pages	88-95
Number of pages	8
Publication status	Published - 1978

Cite this

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title = "Multivariable design problem reduction to scalar design problems",

abstract = "The paper studies the problem of determining for a square multivariable plant, a precompensator with possinly a postcompensator, such that the compensated plant transfer function matrix is diagonal or triagonal. The compensators are restricted to being stable and proper, their determinants have no right half plane zeros, and in some cases the compensators have proper inverses. If desired, compensator zeros and poles can be concentrated in a more restricted region than Re[s] < 0.",

author = "Brian Anderson and Hung, {N. T.}",

year = "1978",

language = "English",

pages = "88--95",

editor = "Sain, {M. K. } and Peczkowski, { J. L. } and Melsa, {J. L. }",

booktitle = "Alternatives for Linear Multivariable Control",

publisher = "National Engineering Consortium",

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TY - CHAP

T1 - Multivariable design problem reduction to scalar design problems

AU - Anderson, Brian

AU - Hung, N. T.

PY - 1978

Y1 - 1978

N2 - The paper studies the problem of determining for a square multivariable plant, a precompensator with possinly a postcompensator, such that the compensated plant transfer function matrix is diagonal or triagonal. The compensators are restricted to being stable and proper, their determinants have no right half plane zeros, and in some cases the compensators have proper inverses. If desired, compensator zeros and poles can be concentrated in a more restricted region than Re[s] < 0.

AB - The paper studies the problem of determining for a square multivariable plant, a precompensator with possinly a postcompensator, such that the compensated plant transfer function matrix is diagonal or triagonal. The compensators are restricted to being stable and proper, their determinants have no right half plane zeros, and in some cases the compensators have proper inverses. If desired, compensator zeros and poles can be concentrated in a more restricted region than Re[s] < 0.

M3 - Chapter

SP - 88

EP - 95

BT - Alternatives for Linear Multivariable Control

A2 - Sain, M. K.

A2 - Peczkowski, J. L.

A2 - Melsa, J. L.

PB - National Engineering Consortium

ER -

Multivariable design problem reduction to scalar design problems

Abstract

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