Maximal Parameter Perturbation Radius for Linear Uncertain
                Systems under H^2 Norm Constraints

Jakob Stoustrup; K.-Y. Zhao; M.J. Grimble

Maximal Parameter Perturbation Radius for Linear Uncertain Systems under H^2 Norm Constraints

Jakob Stoustrup, K.-Y. Zhao, M.J. Grimble

Research output: Book/Report › Report › Research › peer-review

Abstract

In this paper methods for calculating the maximal parameter-perturbation bounds are presented, under QTR H^2 performanceconstraints, for a family of systems. These are described by state-spacemodels with nonlinearly dependent on real uncertain parameters. Thestability and performance robustness analysis have strong connectionsand are similar in philosophy. An example illustrates the algorithm and calculations.

Original language	English

Number of pages	9
Publication status	Published - 1996

OpenUrl availability

Full text

Cite this

@book{3aba4f0137a943a8bf0877f1a624558d,

title = "Maximal Parameter Perturbation Radius for Linear Uncertain Systems under H^2 Norm Constraints",

abstract = "In this paper methods for calculating the maximal parameter-perturbation bounds are presented, under QTR H^2 performanceconstraints, for a family of systems. These are described by state-spacemodels with nonlinearly dependent on real uncertain parameters. Thestability and performance robustness analysis have strong connectionsand are similar in philosophy. An example illustrates the algorithm and calculations.",

author = "Jakob Stoustrup and K.-Y. Zhao and M.J. Grimble",

year = "1996",

language = "English",

}

TY - RPRT

T1 - Maximal Parameter Perturbation Radius for Linear Uncertain Systems under H^2 Norm Constraints

AU - Stoustrup, Jakob

AU - Zhao, K.-Y.

AU - Grimble, M.J.

PY - 1996

Y1 - 1996

N2 - In this paper methods for calculating the maximal parameter-perturbation bounds are presented, under QTR H^2 performanceconstraints, for a family of systems. These are described by state-spacemodels with nonlinearly dependent on real uncertain parameters. Thestability and performance robustness analysis have strong connectionsand are similar in philosophy. An example illustrates the algorithm and calculations.

AB - In this paper methods for calculating the maximal parameter-perturbation bounds are presented, under QTR H^2 performanceconstraints, for a family of systems. These are described by state-spacemodels with nonlinearly dependent on real uncertain parameters. Thestability and performance robustness analysis have strong connectionsand are similar in philosophy. An example illustrates the algorithm and calculations.

M3 - Report

BT - Maximal Parameter Perturbation Radius for Linear Uncertain Systems under H^2 Norm Constraints

ER -