Fuzzy boundary control of 2D Burgers Equation with an observer

MÖ Efe; Ieee

Fuzzy boundary control of 2D Burgers Equation with an observer

MÖ Efe
, Ieee

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

Abstract

Fuzzy boundary control of 2D Burgers Equation is considered in this paper. The Burgers equation has extensively been considered as a benchmark problem by flow control researchers. The flavor of the problem is its multidimensionality and nonlinearity, which are the reasons making the governing equation a good start for developing a well-defined understanding of control of flows. This paper demonstrates that an infinite dimensional observer can be designed, and by the aid of the observer, a simple fuzzy boundary feedback control can be achieved under severe noise and disturbance scenarios. The results are in good compliance with the theoretical claims and the simplicity of the controller is another prominent feature.

Original language	English
Title of host publication	2005 Ieee International Conference On Control Applications (cca), Vols 1and 2
Publisher	IEEE Canada
Pages	73-77
Number of pages	5
ISBN (Print)	0-7803-9353-8
Publication status	Published - 2005
Event	IEEE International Conference on Control Applications - Toronto, Canada Duration: 28 Aug 2005 → 31 Aug 2005

Publication series

Name	Ieee International Conference On Control Applications

Conference

Conference	IEEE International Conference on Control Applications
Country/Territory	Canada
City	Toronto
Period	28/08/05 → 31/08/05

Cite this

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title = "Fuzzy boundary control of 2D Burgers Equation with an observer",

abstract = "Fuzzy boundary control of 2D Burgers Equation is considered in this paper. The Burgers equation has extensively been considered as a benchmark problem by flow control researchers. The flavor of the problem is its multidimensionality and nonlinearity, which are the reasons making the governing equation a good start for developing a well-defined understanding of control of flows. This paper demonstrates that an infinite dimensional observer can be designed, and by the aid of the observer, a simple fuzzy boundary feedback control can be achieved under severe noise and disturbance scenarios. The results are in good compliance with the theoretical claims and the simplicity of the controller is another prominent feature.",

author = "M{\"O} Efe and Ieee",

year = "2005",

language = "English",

isbn = "0-7803-9353-8",

series = "Ieee International Conference On Control Applications",

publisher = "IEEE Canada",

pages = "73--77",

booktitle = "2005 Ieee International Conference On Control Applications (cca), Vols 1and 2",

address = "Canada",

note = "IEEE International Conference on Control Applications ; Conference date: 28-08-2005 Through 31-08-2005",

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T1 - Fuzzy boundary control of 2D Burgers Equation with an observer

AU - Efe, MÖ

AU - Ieee, null

PY - 2005

Y1 - 2005

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AB - Fuzzy boundary control of 2D Burgers Equation is considered in this paper. The Burgers equation has extensively been considered as a benchmark problem by flow control researchers. The flavor of the problem is its multidimensionality and nonlinearity, which are the reasons making the governing equation a good start for developing a well-defined understanding of control of flows. This paper demonstrates that an infinite dimensional observer can be designed, and by the aid of the observer, a simple fuzzy boundary feedback control can be achieved under severe noise and disturbance scenarios. The results are in good compliance with the theoretical claims and the simplicity of the controller is another prominent feature.

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M3 - Conference contribution

SN - 0-7803-9353-8

T3 - Ieee International Conference On Control Applications

SP - 73

EP - 77

BT - 2005 Ieee International Conference On Control Applications (cca), Vols 1and 2

PB - IEEE Canada

T2 - IEEE International Conference on Control Applications

Y2 - 28 August 2005 through 31 August 2005

ER -

Fuzzy boundary control of 2D Burgers Equation with an observer

Abstract

Publication series

Conference

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