DERIVATION OF AGGREGATION MATRICES FOR SIMPLIFIED MODELS OF LINEAR DYNAMIC SYSTEMS AND THEIR APPLICATIONS FOR OPTIMAL CONTROL.

S. S. Lamba; S. Vittal Rao

DERIVATION OF AGGREGATION MATRICES FOR SIMPLIFIED MODELS OF LINEAR DYNAMIC SYSTEMS AND THEIR APPLICATIONS FOR OPTIMAL CONTROL.

S. S. Lamba, S. Vittal Rao

Electrical and Computer Engineering

Research output: Contribution to conference › Paper › peer-review

6 Scopus citations

Abstract

The use of simplified models for deriving suboptimal controllers to the original higher order plants need a relationship between the original state vector and the simplified state vector. The relationship is known as the aggregation matrix. It is claimed that there is no unique method available for evaluating the relevant aggregation matrices. This paper presents a procedure for the evaluation of the aggregation matrix for Davison's model and also discusses the applicability of the aggregation matrix concept for solving the linear regulator and the linear tracking problems via simplified models of the plants. The results are demonstrated by a numerical example.

Original language	English
Pages	498-503
Number of pages	6
State	Published - 1973
Event	Jt Autom Control Conf of the Am Autom Control Counc, 14th, Annu, Prepr, Columbus, Jun 20-22 1973 - Columbus, OH, USA Duration: Jun 20 1973 → Jun 22 1973

Conference

Conference	Jt Autom Control Conf of the Am Autom Control Counc, 14th, Annu, Prepr, Columbus, Jun 20-22 1973
City	Columbus, OH, USA
Period	06/20/73 → 06/22/73

Cite this

@conference{f6310ffe132941729efc1d91319baede,

title = "DERIVATION OF AGGREGATION MATRICES FOR SIMPLIFIED MODELS OF LINEAR DYNAMIC SYSTEMS AND THEIR APPLICATIONS FOR OPTIMAL CONTROL.",

abstract = "The use of simplified models for deriving suboptimal controllers to the original higher order plants need a relationship between the original state vector and the simplified state vector. The relationship is known as the aggregation matrix. It is claimed that there is no unique method available for evaluating the relevant aggregation matrices. This paper presents a procedure for the evaluation of the aggregation matrix for Davison's model and also discusses the applicability of the aggregation matrix concept for solving the linear regulator and the linear tracking problems via simplified models of the plants. The results are demonstrated by a numerical example.",

author = "Lamba, {S. S.} and Rao, {S. Vittal}",

year = "1973",

language = "English",

pages = "498--503",

note = "null ; Conference date: 20-06-1973 Through 22-06-1973",

}

DERIVATION OF AGGREGATION MATRICES FOR SIMPLIFIED MODELS OF LINEAR DYNAMIC SYSTEMS AND THEIR APPLICATIONS FOR OPTIMAL CONTROL. / Lamba, S. S.; Rao, S. Vittal.

1973. 498-503 Paper presented at Jt Autom Control Conf of the Am Autom Control Counc, 14th, Annu, Prepr, Columbus, Jun 20-22 1973, Columbus, OH, USA.

Research output: Contribution to conference › Paper › peer-review

TY - CONF

T1 - DERIVATION OF AGGREGATION MATRICES FOR SIMPLIFIED MODELS OF LINEAR DYNAMIC SYSTEMS AND THEIR APPLICATIONS FOR OPTIMAL CONTROL.

AU - Lamba, S. S.

AU - Rao, S. Vittal

PY - 1973

Y1 - 1973

N2 - The use of simplified models for deriving suboptimal controllers to the original higher order plants need a relationship between the original state vector and the simplified state vector. The relationship is known as the aggregation matrix. It is claimed that there is no unique method available for evaluating the relevant aggregation matrices. This paper presents a procedure for the evaluation of the aggregation matrix for Davison's model and also discusses the applicability of the aggregation matrix concept for solving the linear regulator and the linear tracking problems via simplified models of the plants. The results are demonstrated by a numerical example.

AB - The use of simplified models for deriving suboptimal controllers to the original higher order plants need a relationship between the original state vector and the simplified state vector. The relationship is known as the aggregation matrix. It is claimed that there is no unique method available for evaluating the relevant aggregation matrices. This paper presents a procedure for the evaluation of the aggregation matrix for Davison's model and also discusses the applicability of the aggregation matrix concept for solving the linear regulator and the linear tracking problems via simplified models of the plants. The results are demonstrated by a numerical example.

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M3 - Paper

AN - SCOPUS:0015725280

SP - 498

EP - 503

Y2 - 20 June 1973 through 22 June 1973

ER -

DERIVATION OF AGGREGATION MATRICES FOR SIMPLIFIED MODELS OF LINEAR DYNAMIC SYSTEMS AND THEIR APPLICATIONS FOR OPTIMAL CONTROL.

Abstract

Conference

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