Latitudinal point vortex rings on the spheroid

Point vortex motion on the surface of a spheroid is studied. Exact dynamical equations from the corresponding Hamiltonian are constructed by computing the conformal metric which induces a modified stereographic projection. As a concrete example, the motion of point vortices at the same latitude (cal...

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Veröffentlicht in:	Proceedings of the Royal Society. A, Mathematical and physical sciences Mathematical and physical sciences, 2010-06, Vol.466 (2118), p.1749-1768
1. Verfasser:	Kim, Sun-Chul
Format:	Artikel
Sprache:	eng
Schlagworte:	Coordinate systems Eccentricity Fluid flow Geometric planes Hessian matrices Kinetics Mathematical analysis Mathematical constants Mathematical models Mathematical rings Point Vortex Point Vortex Ring Polar regions Poles Rotation Spheroid Spheroids Stability Stereographic Projection Vortex rings Vortices
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