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Optimal reconstruction of inviscid vortices
Journal article

Optimal reconstruction of inviscid vortices

Abstract

We address the question of constructing simple inviscid vortex models that optimally approximate realistic flows as solutions of an inverse problem. Assuming the model to be incompressible, inviscid and stationary in the frame of reference moving with the vortex, the ‘structure’ of the vortex is uniquely characterized by the functional relation between the streamfunction and vorticity. It is demonstrated how the inverse problem of …

Authors

Danaila I; Protas B

Journal

Proceedings of the Royal Society A, Vol. 471, No. 2180,

Publisher

The Royal Society

Publication Date

August 2015

DOI

10.1098/rspa.2015.0323

ISSN

1364-5021