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

ER -

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

Abstract

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