Optimum design for potential flows.

Roland GLOWINSKI; O. Pironneau; F. Angrand; J. Periaux; P. Perrier; G. Poirier

Optimum design for potential flows.

Roland GLOWINSKI, O. Pironneau, F. Angrand, J. Periaux, P. Perrier, G. Poirier

Department of Mathematics

Research output: Contribution to journal › Article › peer-review

1 Citation (Scopus)

Abstract

The authors use a method which operates in the physical plane, and which can be a natural extension of the numerical study of the state equation. The method is applied to the design of nozzles and aerofoils put into compressible or incompressible potential flows. (from paper)

Original language	English
Pages (from-to)	400-412
Number of pages	13
Journal	IN: PROC. 3RD. INT. CONF. ON FINITE ELEMENTS IN FLOW PROBLEMS, , D.H. NORRIE (ED.)
Volume	1 , Calgary, Canada, Calgary Univ., no date
Issue number	(Banff, Canada: Jun.10-13, 1980)
Publication status	Published - 1980

Scopus Subject Areas

Engineering(all)

Cite this

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title = "Optimum design for potential flows.",

abstract = "The authors use a method which operates in the physical plane, and which can be a natural extension of the numerical study of the state equation. The method is applied to the design of nozzles and aerofoils put into compressible or incompressible potential flows. (from paper)",

author = "Roland GLOWINSKI and O. Pironneau and F. Angrand and J. Periaux and P. Perrier and G. Poirier",

year = "1980",

language = "English",

volume = "1 , Calgary, Canada, Calgary Univ., no date",

pages = "400--412",

journal = "IN: PROC. 3RD. INT. CONF. ON FINITE ELEMENTS IN FLOW PROBLEMS, , D.H. NORRIE (ED.)",

number = "(Banff, Canada: Jun.10-13, 1980)",

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T1 - Optimum design for potential flows.

AU - GLOWINSKI, Roland

AU - Pironneau, O.

AU - Angrand, F.

AU - Periaux, J.

AU - Perrier, P.

AU - Poirier, G.

PY - 1980

Y1 - 1980

N2 - The authors use a method which operates in the physical plane, and which can be a natural extension of the numerical study of the state equation. The method is applied to the design of nozzles and aerofoils put into compressible or incompressible potential flows. (from paper)

AB - The authors use a method which operates in the physical plane, and which can be a natural extension of the numerical study of the state equation. The method is applied to the design of nozzles and aerofoils put into compressible or incompressible potential flows. (from paper)

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M3 - Article

AN - SCOPUS:0018940390

VL - 1 , Calgary, Canada, Calgary Univ., no date

SP - 400

EP - 412

JO - IN: PROC. 3RD. INT. CONF. ON FINITE ELEMENTS IN FLOW PROBLEMS, , D.H. NORRIE (ED.)

JF - IN: PROC. 3RD. INT. CONF. ON FINITE ELEMENTS IN FLOW PROBLEMS, , D.H. NORRIE (ED.)

IS - (Banff, Canada: Jun.10-13, 1980)

ER -

Optimum design for potential flows.

Abstract

Scopus Subject Areas

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