Abstract:
A vortex method is suggested for computing two-dimensional inviscid incompressible flows in a closed domain with a possible flow through it. An algorithm for searching for stable steady vortex configurations is described. The method developed is used to study the dynamics of the Chaplygin–Lamb dipole in a rectangular channel in various flow regimes.
Key words:inviscid fluid, vortex methods, vortices in cells, flow though a domain, vortex dipole.
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