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KIAM Preprint № 135, Moscow, 2016
Authors: Fimin N. N., Chechetkin V. M.
Vortex solutions of Euler equation and its properties
We consider existence and form of general solution of steady-state Euler-Helmholtz equation. This equation transforms to Joyce-Montgomery equation for analysis of vortex hydrodynamic structures.
Onsager vortices, Rankine vortices, statistical integral, conformal mapping, Joyce-Montgomery equation
Publication language: russian,  страниц: 20
Research direction:
Mathematical problems and theory of numerical methods
Russian source text:
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