Azimuthal-mode solutions of two-dimensional Euler flows and the Chaplygin–Lamb dipole
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DOI: 10.1017/jfm.2018.892
Abstract: Exact solutions for multipolar azimuthal-mode vortices in two-dimensional Euler flows are presented. Flow solutions with non-vanishing far-field velocity are provided for any set of azimuthal wavenumbers $m$ and arbitrary number $n$ of vorticity shells. For… read more here.
Keywords: chaplygin lamb; euler flows; dipole; two dimensional ... See more keywords
Quasineutral limit for a model of three-dimensional Euler–Poisson system with boundary
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DOI: 10.1142/s0219530517500051
Abstract: Quasineutral limit for a model of three-dimensional Euler–Poisson system in half space with a boundary layer is studied. Based on the matched asymptotic expansion method of singular perturbation problem and the elaborate energy method, we… read more here.
Keywords: three dimensional; model three; euler; quasineutral limit ... See more keywords