Nonlinearity of energy of Rankine flows
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M. Ito; M. Shiba
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Article
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2001
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Elsevier Science
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English
β 409 KB
We study an ideal fluid flow on a torus described by the Weierstrass \(\zeta\)-function. In spite of the analogy of this function to the Joukowski transformation on the plane the convex (planar) domain bounded by two streamlines passing through the stagnation points is not a disk. The energy of the