A finite element method for the numerical solution of transient inviscid incompressible flows.

M. Bercovier; G. Berwald; O. Pironneau

A finite element method for the numerical solution of transient inviscid incompressible flows.

M. Bercovier, G. Berwald, O. Pironneau

The Rachel and Selim Benin School of Engineering and Computer Science

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

Abstract

This paper describes an efficient adaptation of the vortex method to compute solutions of the Euler system of equations for incompressible inviscid fluids. The method is applied to a problem of aeronautical engineering: the vortex alleviation problem. The method is also generalized to 3-D problems. (A)

Original language	English
Title of host publication	IN:COMPUTATIONAL TECHNIQUES IN TRANSIENT AND TURBULENT FLOW, C. TAYLOR; K. MORGAN (EDS.), SWANSEA, U.K., PINERIDGE PRESS LTD.
Publisher	Pineridge Press Ltd
Pages	37-57
Number of pages	21
Volume	2 ). (ISBN 0-906674-17-4).
ISBN (Print)	0906674174, 9780906674178
State	Published - 1981

Cite this

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A finite element method for the numerical solution of transient inviscid incompressible flows. / Bercovier, M.; Berwald, G.; Pironneau, O.
IN:COMPUTATIONAL TECHNIQUES IN TRANSIENT AND TURBULENT FLOW, C. TAYLOR; K. MORGAN (EDS.), SWANSEA, U.K., PINERIDGE PRESS LTD.. Vol. 2 ). (ISBN 0-906674-17-4). Pineridge Press Ltd, 1981. p. 37-57.

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

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N2 - This paper describes an efficient adaptation of the vortex method to compute solutions of the Euler system of equations for incompressible inviscid fluids. The method is applied to a problem of aeronautical engineering: the vortex alleviation problem. The method is also generalized to 3-D problems. (A)

AB - This paper describes an efficient adaptation of the vortex method to compute solutions of the Euler system of equations for incompressible inviscid fluids. The method is applied to a problem of aeronautical engineering: the vortex alleviation problem. The method is also generalized to 3-D problems. (A)

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PB - Pineridge Press Ltd

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A finite element method for the numerical solution of transient inviscid incompressible flows.

Abstract

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