Stability and physical realizability considerations in the synthesis of multipole control systems

Freeman, Herbert

doi:10.1109/tai.1958.6367391

Cited by 14 publications

(5 citation statements)

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“…Most of this work is of a theoretical or simulation nature. Several representative examples are the work of Boksenbom and Hood as discussed by Tsien (1954), and the papers of Kavanagh (1957), Freeman (1957Freeman ( , 1958, Mesarovic (1963), Chatterjee (1963), Foster and Stevens (1967), Greenfield and Ward (1967), and Kleinpeter and Weaver (1969). Most linear techniques employ some form of matrix algebra to uncouple the state equations and eliminate the system interactions.…”

Section: Control Systemsmentioning

confidence: 99%

On-Line Control of a Nonlinear Multivariable Process

Hutchinson¹,

McAvoy²

1973

Ind. Eng. Chem. Proc. Des. Dev.

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Section: Control Systemsmentioning

confidence: 99%

On-Line Control of a Nonlinear Multivariable Process

Hutchinson¹,

McAvoy²

1973

Ind. Eng. Chem. Proc. Des. Dev.

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“…The strides in multivariable control system design since that early effort are characterized by a growing complexity caused by the use of increasingly involved mathematics. The work of Freeman (1958) advanced multivariable control system design beyond the trial-and-error stage to produce a mathematically rigorous, organized design technique.…”

Section: Multivariable System Backgroundmentioning

confidence: 99%

JASON Procedure for Design of Multivariable Control Systems

Elsey¹,

Bruley²

1971

Ind. Eng. Chem. Proc. Des. Dev.

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“…The literature of many inputs and many outputs began to follow the trend [7,8,9,10]. As part of the general state space development in the area of control, the problem of synthesizing a given closed loop commandloutput-response map became known as model matching, and was solved in that context by Morse 1111.…”

Section: Introductionmentioning

confidence: 99%

The total synthesis problem of linear multivariable control Part II: Unity feedback and the design morphism

Sain

Antsaklis

Gejji

et al. 1981

1981 20th IEEE Conference on Decision and Control Including the Symposium on Adaptive Processes

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Under broad ssumptions, it is known [l] that there is, in general, no "separation principle" to guarantee optimality of a division between control law design and filtering of plant uncertainty. It is possible, however, to develop parameterizations of nominal responses and to examine their capabilities in the feedback situation. In an earlier study, the authors presented a coordinate-free approach [34] to the xominalgesign Problem (NDP), which addresses control action and plant output syntheses, independently of the controller configuration. It was shown that NDP depended only upon plant structural matrices and a single design morphism. This paper studies the role of this design morphism in unity feedback synthesis (UFS). NDP, together with feedback synthesis, is understood as a Total 3nthesis zroblem.

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Stability and physical realizability considerations in the synthesis of multipole control systems

Cited by 14 publications

References 0 publications

On-Line Control of a Nonlinear Multivariable Process

On-Line Control of a Nonlinear Multivariable Process

JASON Procedure for Design of Multivariable Control Systems

The total synthesis problem of linear multivariable control Part II: Unity feedback and the design morphism

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